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	<title>DigitalCNC</title>
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	<title>DigitalCNC</title>
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		<title>Monthly Rewind &#124; April Newsletter</title>
		<link>https://digitalcnc.ai/monthly-rewind-april-newsletter/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Wed, 13 May 2026 12:45:22 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=4102</guid>

					<description><![CDATA[<p>A toolpath programmed at 40 seconds. The machine took over three minutes.  AMRC / Tier 1 Aerospace Case Study - Available as PDF on our website  That gap does not appear in simulation. It appears during prove-out, on a machine that costs £5,000 a day to run. Working with the AMRC, we helped  [...]</p>
<p>The post <a href="https://digitalcnc.ai/monthly-rewind-april-newsletter/">Monthly Rewind | April Newsletter</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h3><b>A toolpath programmed at 40 seconds. The machine took over three minutes.</b></h3>
<div id="attachment_4103" style="width: 359px" class="wp-caption alignnone"><img fetchpriority="high" decoding="async" aria-describedby="caption-attachment-4103" class=" wp-image-4103" src="https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-740x1024.png" alt="" width="349" height="483" srcset="https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-200x277.png 200w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-217x300.png 217w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-400x554.png 400w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-600x830.png 600w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-740x1024.png 740w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-768x1063.png 768w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502-800x1107.png 800w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778587970502.png 1084w" sizes="(max-width: 349px) 100vw, 349px" /><p id="caption-attachment-4103" class="wp-caption-text">AMRC / Tier 1 Aerospace Case Study &#8211; Available as PDF on our website</p></div>
<p><span style="font-weight: 400;">That gap does not appear in simulation. It appears during prove-out, on a machine that costs £5,000 a day to run. Working with the AMRC, we helped a Tier 1 aerospace supplier make that problem visible before the first cut. Multi-day iteration loops were replaced with analysis completed in under two hours, recovering up to £25,000 in machine capacity per cycle.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://digitalcnc.ai/case-studies/">Read the full case study.</a></strong></span></p>
<p><span style="font-weight: 400;">April was built around making that kind of analysis faster to access and easier to evaluate. Here is everything we delivered.</span></p>
<h3><b>Virtual Environment: Try DigitalCNC in a Browser</b></h3>
<p><span style="font-weight: 400;"> <img decoding="async" class="alignnone wp-image-4104" src="https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-1024x555.png" alt="" width="633" height="343" srcset="https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-200x108.png 200w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-300x163.png 300w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-400x217.png 400w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-600x325.png 600w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-768x417.png 768w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-800x434.png 800w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-1024x555.png 1024w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639-1200x651.png 1200w, https://digitalcnc.ai/wp-content/uploads/2026/05/1778534235639.png 1228w" sizes="(max-width: 633px) 100vw, 633px" /></span></p>
<p><span style="font-weight: 400;">Your CAM tells you what to cut. DigitalCNC tells you what will actually happen.</span></p>
<p><span style="font-weight: 400;">The virtual environment is now live. Step through real interactive use cases, select machines, compare strategies and quantify the gap in machine hours, cost per part and total programme impact. No download. No IT clearance. No installation. Register and you are in.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://digitalcnc.ai/virtual-environment/">https://digitalcnc.ai/virtual-environment/</a></strong></span></p>
<h3><b>Native Integration: Mastercam</b></h3>
<p><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQFUNnDUv35xxw/article-inline_image-shrink_1000_1488/B4EZ4Y5robG8AQ-/0/1778534237465?e=1780531200&amp;v=beta&amp;t=0jIqDEZcKzTUy5glObY-PKf3uOIHi7yFvaVATIcS_bo" alt="Article content" width="606" height="356" /></p>
<p><span style="font-weight: 400;">DigitalCNC now runs natively inside Mastercam. Siemens NX and CATIA V5 were already supported. Open it inside your CAM environment, select a toolpath, run the analysis. We are actively working on further integrations.</span></p>
<h2><b>MACH 2026</b></h2>
<p><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQG_9mMFz6k1nQ/article-inline_image-shrink_1500_2232/B4EZ4Y5rt_JEAU-/0/1778534241716?e=1780531200&amp;v=beta&amp;t=iQV83HKHpN_27tLtQ2PVW4xKzsfykKaHZcVLwGsx-fE" alt="Article content" width="610" height="282" /></p>
<p><span style="font-weight: 400;">We launched the </span><strong><a href="https://digitalcnc.ai/virtual-environment/">virtual environment</a></strong><span style="font-weight: 400;"> at MACH. The response was clear: teams want to evaluate toolpath performance against real machine behaviour without committing machine time to find out.</span></p>
<p><span style="font-weight: 400;">MACH also confirmed two things. Defence demand is drawing complex, tight-tolerance work into programmes that would not have carried that requirement five years ago. And simultaneous five-axis is now a production baseline, but the depth of process knowledge required to run it reliably has not kept pace with the installed base.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://www.linkedin.com/feed/update/urn:li:activity:7454425595922436096/?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAACObA1oBEYMqHQoPIzXnyMoLS0zqfcvgzSw">Read our key takeaways from MACH here.</a></strong></span></p>
<h3><b>ModuleWorks Insider Conference</b></h3>
<p><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQHt8aqpiFKdBw/article-inline_image-shrink_1000_1488/B4EZ4Y5r7iJ4AU-/0/1778534242803?e=1780531200&amp;v=beta&amp;t=GRyPb2tPrucfl7bdY4dSiszFIe0zudfk63zvTeb4lkk" alt="Article content" width="602" height="401" /></p>
<p><span style="font-weight: 400;">We attended the ModuleWorks Insider Conference alongside Boeing, Sandvik, Dassault Systemes, Siemens, Mastercam, SolidCAM and a number of engineering-focused companies working on adjacent problems in CAD/CAM and CNC.</span></p>
<p><span style="font-weight: 400;">The clearest observation from the two days was that machining foundational models remain a long way from production use. That assessment came from the people working most closely on the problem, and it reflects why physics-informed, machine-specific analysis is the correct approach today rather than a position to revisit later.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://www.linkedin.com/posts/dr-rob-ward_digitalmanufacturing-cam-machining-ugcPost-7455508809428533248-eF4f?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAACObA1oBEYMqHQoPIzXnyMoLS0zqfcvgzSw">Read more about what our CEO, Dr Rob Ward has to share about his experience at MIC 2026.</a></strong></span></p>
<h3><b>What Your CAM Software Does Not Tell You About 5-Axis Machining</b></h3>
<div><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQFKfjQA_-4Gog/article-inline_image-shrink_1000_1488/B4EZ4Y5r1jKIAQ-/0/1778534237922?e=1780531200&amp;v=beta&amp;t=sIFQ5Xxk65Mr9jUFMCMdJrATC61H4s6rGNkghRZQ8nw" alt="Article content" width="604" height="331" /></div>
<p><span style="font-weight: 400;">The third session in our webinar series, delivered with experts from the AMRC, is now available in full on YouTube.</span></p>
<p><span style="font-weight: 400;">The session addresses feedrate fluctuations in simultaneous five-axis work, the conditions under which they produce witness marks and surface defects, and how to identify slowdown zones before the part is on the machine. It covers why three-plus-two is frequently the more reliable choice, how vector programming requires machine-specific validation and what offline testing looks like in practice.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://youtu.be/HMbqdub0hHk?si=eVYDnWeXq5QzRP8n">Watch the recording on YouTube.</a></strong></span></p>
<h3><b>Cyber Essentials Plus Certification</b></h3>
<p><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQGglJnhFqM15g/article-inline_image-shrink_1000_1488/B4EZ4Y5r2SIMAQ-/0/1778534236477?e=1780531200&amp;v=beta&amp;t=0Ww9_Vvp9quEdrlDM_XSKUcaMMsYzrtHKN--mhNu4tc" alt="Article content" width="583" height="413" /></p>
<p><span style="font-weight: 400;">If you handle sensitive geometry, proprietary process data or supply chain information under contract, the security posture of every tool in your workflow matters.</span></p>
<p><span style="font-weight: 400;">DigitalCNC has achieved Cyber Essentials Plus certification: independently verified against real-world attack scenarios. For teams operating in defence and aerospace programmes, this provides a recognised benchmark for data protection and supply chain integrity.</span></p>
<p><i><span style="font-weight: 400;">We are heading into May with significant partnerships and product announcements. Follow us on </span></i><span style="text-decoration: underline;"><strong><a href="https://www.linkedin.com/company/digitalcnc"><i>LinkedIn</i></a></strong></span><i><span style="font-weight: 400;"> to see them first.</span></i></p>
<p>The post <a href="https://digitalcnc.ai/monthly-rewind-april-newsletter/">Monthly Rewind | April Newsletter</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>Your CAM Program Is Perfect. So Why Is the Part Not?</title>
		<link>https://digitalcnc.ai/your-cam-programme-is-perfect-so-why-is-the-part-not/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Thu, 09 Apr 2026 09:13:37 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3357</guid>

					<description><![CDATA[<p>The part is on the inspection table. The program was correct. The simulation was clean. The toolpath looked exactly as it should. And yet there is a surface defect in the corner that was not supposed to be there. This is not a programming error. It is a physics problem that your CAM system cannot  [...]</p>
<p>The post <a href="https://digitalcnc.ai/your-cam-programme-is-perfect-so-why-is-the-part-not/">Your CAM Program Is Perfect. So Why Is the Part Not?</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><i><span style="font-weight: 400;">The part is on the inspection table. The program was correct. The simulation was clean. The toolpath looked exactly as it should. And yet there is a surface defect in the corner that was not supposed to be there. This is not a programming error. It is a physics problem that your CAM system cannot see.</span></i></p>
<h4><b>WHY THIS PROBLEM EXISTS</b></h4>
<p><span style="font-weight: 400;">When a CAM programmer sets a tolerance in their software, they are defining how closely the toolpath geometry should approximate the ideal part surface. What they are not defining is how the machine tool controller will interpret and execute that toolpath in practice.</span></p>
<p><span style="font-weight: 400;">The controller tolerance (CTOL) governs how the CNC interprets the stream of points and arc commands it receives. Where the CAM tolerance defines the shape of the toolpath on screen, the CTOL defines how faithfully the machine actually follows it. These two settings interact in ways that most CAM systems do not model, and that most programmers rarely have cause to examine directly.</span></p>
<p><span style="font-weight: 400;">The problem is compounded by machine kinematics. As the machine decelerates through tight corners, direction changes, or short segment sequences, the actual chip thickness delivered to the cutting edge drops significantly. In finishing operations, where tolerances are tight and surface quality is paramount, this deceleration can push chip thickness below the edge rounding of the tool itself, creating conditions for rubbing, work hardening, and possibly chatter rather than clean cutting.</span></p>
<p><span style="font-weight: 400;">CAM systems do not account for this by default because they have no understanding of the specific machine tool&#8217;s acceleration and deceleration behaviour through complex toolpaths. The toolpath looks correct in simulation because, geometrically, it is. The problem only becomes visible on the part.</span></p>
<h4><b>WHY IT MATTERS IN PRACTICE</b></h4>
<p><span style="font-weight: 400;">For general machining, a degree of surface variation is manageable. For aerospace components, it is not. Wing ribs, spars, and structural pockets are often manufactured to tight positional and surface tolerances, in materials that are sensitive to work hardening, and on features where rework is expensive or impossible.</span></p>
<p><span style="font-weight: 400;">The consequences of poorly understood tolerance interaction are not always dramatic. They often show up as: unexplained surface finish variation between nominally identical operations; chatter marks in deep pockets where tool extension is significant; premature tool wear that seems inconsistent with the programmed cutting conditions; and occasional scrap on high-value billets where the cause is difficult to diagnose confidently.</span></p>
<p><span style="font-weight: 400;">In deep pocketing conditions in particular, the compounding effects are severe. Cutter engagement spikes as the toolpath wraps around corners with no effective radial control. The machine decelerates through the corner. Chip thickness falls. With a long flute in contact, cutting forces rise sharply. In the worst cases, this produces chatter, surface defects, and spindle degradation on components where none of those outcomes are acceptable.</span></p>
<p><span style="font-weight: 400;">A 50% feed reduction in corners is a widely used CAM-level response to this problem. It helps, but as a blanket rule it does not account for the specific interaction of tool diameter, finishing stock, CAM tolerance output, and controller tolerance on a given machine. The result is a process that is partially compensated but not truly understood.</span></p>
<h4><b>THE CONVENTIONAL APPROACH AND ITS LIMITS</b></h4>
<p><span style="font-weight: 400;">The standard response to unpredictable surface finish in complex milling is conservative programming. Feed rates are reduced. Finishing stock is increased to give more margin. Corner feeds are halved as a rule of thumb. Trial cuts are run on representative material before committing to production.</span></p>
<p><span style="font-weight: 400;">Each of these measures costs something. Reduced feeds extend cycle times directly. Additional stock means additional finishing passes. Trial cuts consume machine hours and material. And even after all of this, the programmer is left with a process that has been de-risked rather than understood. If the surface finish is acceptable, they do not know how much margin they have. If it is not, they are adjusting parameters without a clear picture of which variable is responsible.</span></p>
<p><span style="font-weight: 400;">The deeper issue is that conservative programming optimises for avoiding failure rather than achieving the best possible outcome. On a high-value aerospace part, that distinction matters both in unit cost and in the confidence with which a process can be transferred, repeated, or quoted.</span></p>
<h4><b>THE BETTER APPROACH</b></h4>
<p><b>Tolerance-Aware Process Optimisation Using Real Machine Kinematics</b></p>
<p><span style="font-weight: 400;">The core of the approach is replacing assumed machine behaviour with modelled machine behaviour. Rather than accepting that the CAM simulation represents what will happen on the machine, the programmer works with a tool that understands the acceleration and deceleration behaviour of the specific machine, toolpath geometry and tolerance.</span></p>
<p><span style="font-weight: 400;">The starting point is the NC program as it will be sent to the machine. DigitalCNC ingests this directly and simulates execution against a model of the target machine tool, including its controller tolerance settings. The output is not a geometric verification but a kinematic one: what feedrate will the machine actually achieve at each point in the toolpath, and what does that mean for chip thickness at the cutting edge.</span></p>
<p><span style="font-weight: 400;">For finishing operations, the critical output is the feed per tooth map across the entire toolpath. Where chip thickness falls below the edge rounding value of the tool, the software identifies a risk of ploughing, work hardening, and chatter. The programmer can see exactly where on the part these conditions are likely to occur, and why.</span></p>
<p><span style="font-weight: 400;">This changes the decisions available to the programmer in several concrete ways. Tolerance settings, both CAM tolerance and CTOL, can be evaluated not just for their effect on cycle time but for their effect on cutting conditions. Corner strategies can be assessed against real deceleration behaviour rather than geometric approximations. Tool diameter selection for deep pockets can be informed by the actual wrap-around engagement the machine will deliver, not the idealised engagement the CAM system assumes.</span></p>
<p><span style="font-weight: 400;">The workflow change is significant but not disruptive. The programmer continues to work in their existing CAM environment. DigitalCNC operates as a plugin or parallel analysis tool, taking the NC output and returning a feedrate and chip thickness profile before the programme goes to the machine. Adjustments are made in CAM, reprocessed, and re-analysed until the achieved cutting conditions across the toolpath are within acceptable bounds.</span></p>
<p><span style="font-weight: 400;">What the programmer can now predict, and control is the actual chip thickness delivered at every point in the cut, on their specific machine, with their specific tolerance settings. That is the information that was previously only available after the cut had been made and the surface had been inspected.</span></p>
<h4><b>PRACTICAL EXAMPLE</b></h4>
<p><b>Deep pocket finishing in aluminium on a DST Ecospeed</b></p>
<p><span style="font-weight: 400;">Consider a deep pocket finishing operation on a structural aluminium component. The feature requires a long-reach tool, a tight CAM tolerance to maintain form accuracy, and a corner strategy to manage radial engagement around the pocket walls.</span></p>
<p><span style="font-weight: 400;">Using a conventional approach, the programmer programmes a 50% feed reduction in corners and runs the operation with a standard finishing tolerance. The surface finish in the straight sections is acceptable. In the corners, there is evidence of chatter and a visible surface defect that falls outside the inspection limit.</span></p>
<p><span style="font-weight: 400;">With <a href="https://www.linkedin.com/company/digitalcnc/"><span style="text-decoration: underline;"><strong>DigitalCNC</strong></span></a>, the same NC program is analysed against the actual kinematic performance of the machine tool. The feed per tooth map shows that in the corners, the combination of machine deceleration and the tight CAM tolerance setting is producing chip thickness values below the edge rounding threshold of the tool. The 50% feed reduction has not been sufficient because the machine was already decelerating before the programmed feed change took effect.</span></p>
<p><span style="font-weight: 400;">The solution in this case involved adjusting the <span style="text-decoration: underline;"><strong><a href="https://digitalcnc.ai/why-getting-cam-tolerance-wrong-ruins-your-5-axis-surface-finish/">CAM</a></strong></span> tolerance distribution and the corner entry strategy, rather than simply reducing feed further. The re-analysed programme showed consistent chip thickness through the corner transitions. On the machine the cornering challenges were resolved without any increase in cycle time.</span></p>
<h4><b>KEY TAKEAWAYS</b></h4>
<ul>
<li style="font-weight: 400;" aria-level="1"><span style="font-weight: 400;">The tolerance settings in your CAM system and on your controller interact in ways that directly affect chip thickness and surface quality, particularly in corners and deep pockets. Understanding this interaction is not optional on high-value parts.</span>&nbsp;</li>
<li style="font-weight: 400;" aria-level="1"><span style="font-weight: 400;">A 50% corner feed reduction is a workaround, not a solution. It does not account for machine deceleration, controller tolerance behaviour, or the specific geometry of the feature being cut.</span>&nbsp;</li>
<li style="font-weight: 400;" aria-level="1"><span style="font-weight: 400;">By modelling the actual kinematic behaviour of your machine tool against your NC programme, it is possible to identify where chip thickness will fall below safe thresholds before the programme runs, and to adjust tolerance and strategy settings accordingly.</span>&nbsp;</li>
<li style="font-weight: 400;" aria-level="1"><span style="font-weight: 400;">The result is a finishing process that is genuinely understood rather than conservatively de-risked, with predictable surface quality, better tool life, and a reliable basis for process transfer and quotation.</span>&nbsp;</li>
</ul>
<p><i><span style="font-weight: 400;"> If you have ever adjusted a corner feed, tightened a tolerance, or run a trial cut to chase a surface finish problem, the chances are you were solving the right problem with incomplete information. <strong><a href="https://digitalcnc.ai/"><span style="text-decoration: underline;">DigitalCNC</span></a></strong> gives you the information that was missing. See what your machine is actually doing with your toolpath before it touches the part.</span></i></p>
<p>The post <a href="https://digitalcnc.ai/your-cam-programme-is-perfect-so-why-is-the-part-not/">Your CAM Program Is Perfect. So Why Is the Part Not?</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>March in Motion: Inside DigitalCNC’s Monthly Highlights</title>
		<link>https://digitalcnc.ai/march-updates-digitalcnc/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Mon, 06 Apr 2026 18:01:44 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3325</guid>

					<description><![CDATA[<p>March delivered on every front. New partnerships, technical insight that changes how engineers think about CAM, a team reset, research investment, and recognition that means something. Here is everything that happened. The Surface Finish Problem Starts Before the First Cut We published a piece this month that engineers keep getting wrong. Not because they lack  [...]</p>
<p>The post <a href="https://digitalcnc.ai/march-updates-digitalcnc/">March in Motion: Inside DigitalCNC’s Monthly Highlights</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">March delivered on every front. New partnerships, technical insight that changes how engineers think about CAM, a team reset, research investment, and recognition that means something. Here is everything that happened.</span></p>
<h4><b>The Surface Finish Problem Starts Before the First Cut</b></h4>
<p><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQHi83HPn-emKw/article-inline_image-shrink_1000_1488/B4EZ1JA19GGcAQ-/0/1775046452115?e=1776902400&amp;v=beta&amp;t=bhrGod-NQ7__Z06xgUUKxSVKpmHAgauGFuY-ANcTT_g" alt="Article content" width="428" height="285" /></p>
<p><span style="font-weight: 400;">We published a piece this month that engineers keep getting wrong. Not because they lack skill, but because CAM gives them no visibility into machine behaviour.</span></p>
<p><span style="font-weight: 400;">CAM tolerance is treated as a geometry decision. It is actually a machine-specific decision, made without any data about the machine that will run the code. Too loose and you get geometric faceting. Too tight on a high-performance 5-axis machine and you saturate the controller, creating witness marks from feedrate fluctuations, not from bad geometry. The instinctive fix: adding more points only to make it worse.</span></p>
<p><span style="font-weight: 400;">In a recent aerospace case, CATIA predicted a 60-second cycle. Actual machine time: three and a half minutes. Prove-outs are expensive. Predicting feedrate behaviour before cutting is not.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://digitalcnc.ai/why-getting-cam-tolerance-wrong-ruins-your-5-axis-surface-finish/">Find the full article here. </a></strong></span></p>
<h4><b>Carbide Is the New Platinum. Start Programming Like It.</b></h4>
<p><a href="https://digitalcnc.ai/the-hidden-cost-crisis-coming-carbide-pricing/"><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQGf2z4y6u_WYQ/article-inline_image-shrink_1000_1488/B4EZ1JBGhwH0AQ-/0/1775046519928?e=1776902400&amp;v=beta&amp;t=iivoGRJpnLhRF1fjqcHaMOLTS2NLIP-JltaxP2u2JLk" alt="Article content" width="480" height="320" /></a></p>
<p><span style="font-weight: 400;">If you have end mills in your tool crib right now, they are about to cost significantly more to replace. This is not a supply chain blip. It is a structural shift.</span></p>
<p><span style="font-weight: 400;">China controls roughly 82% of global tungsten production. Tightened quotas, export controls, and surging defence demand pushed prices up more than 200% in 2025 alone. One of the world’s largest carbide manufacturers announced 22% average price increases in Q2 2025. Analysts expect elevated prices to hold into 2027.</span></p>
<p><span style="font-weight: 400;">Dynamic milling, adaptive clearing, and proper entry and exit moves are no longer just best practice. They are cost control. Every prove-out iteration on a constrained 5-axis machine now carries a sharply higher price tag. </span><i><span style="font-weight: 400;">Nothing quite focuses the mind on toolpath quality like watching a £40 end mill snap on an incorrect entry move<span style="text-decoration: underline;"><strong>.</strong></span></span></i></p>
<p><a href="https://digitalcnc.ai/the-hidden-cost-crisis-coming-carbide-pricing/"><span style="font-weight: 400;"><span style="text-decoration: underline;"><strong>The full article is now available here</strong></span></span></a><span style="font-weight: 400;">. Read it before your next tool order.</span></p>
<h4><b>We were in Belfast!</b></h4>
<p><span style="font-weight: 400;">When the market moves this fast, strategy cannot live only at the top. So we took the whole DigitalCNC team to Belfast for a full day reset, hosted by Invest Northern Ireland.</span></p>
<p><span style="font-weight: 400;">It was a day of honest conversations, clear thinking, and getting everyone around the same table with the same picture of where we are going. That kind of alignment does not happen on a Zoom call.</span></p>
<p><span style="font-weight: 400;">We came back sharper, more connected as a team and excited about what is ahead. Here are some snapshots from the trip.</span></p>
<h2><img decoding="async" class="alignnone wp-image-3327" src="https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-300x169.jpg" alt="" width="474" height="267" srcset="https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-200x113.jpg 200w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-300x169.jpg 300w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-400x225.jpg 400w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-600x338.jpg 600w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-768x432.jpg 768w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-800x450.jpg 800w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-1024x576.jpg 1024w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-1200x675.jpg 1200w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3-1536x864.jpg 1536w, https://digitalcnc.ai/wp-content/uploads/2026/04/Monthly-Updates-Feb-3.jpg 1920w" sizes="(max-width: 474px) 100vw, 474px" /></h2>
<h4><b>Our Webinars are Now Available on Demand</b></h4>
<p><span style="font-weight: 400;">Our webinar recordings are now available on the website, featuring AMRC experts alongside our CEO, Dr Rob Ward.</span></p>
<p><b>Conquering the Digital Gap:</b><span style="font-weight: 400;"> Advanced CAM, virtual machining, and where DigitalCNC fits in a precision machining workflow. </span><a href="https://digitalcnc.ai/webinars/#webinar1"><span style="font-weight: 400;"><span style="text-decoration: underline;"><strong>Tune in now.</strong></span></span></a></p>
<p><a href="https://digitalcnc.ai/webinars/#webinar1"><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQGXrKrFCcO81g/article-inline_image-shrink_1000_1488/B4EZ1JCcvYHEAU-/0/1775046874089?e=1776902400&amp;v=beta&amp;t=ZVuwjmQGA67-tIF2bNQzAGD1phWVfci0RXuUoe8j1pU" alt="Article content" width="430" height="236" /></a></p>
<p><b>High-Speed, High-Value:</b><span style="font-weight: 400;"> Adaptive milling strategies and high-speed machining validation. </span><a href="https://digitalcnc.ai/webinars/#webinar2"><span style="font-weight: 400;"><span style="text-decoration: underline;"><strong>Watch it here</strong></span>.</span></a></p>
<p><a href="https://digitalcnc.ai/webinars/#webinar2"><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQGfd3Unv55Jiw/article-inline_image-shrink_1000_1488/B4EZ1JCgIRIsAU-/0/1775046888017?e=1776902400&amp;v=beta&amp;t=XePYtsWBBGLJNSNB7wdDakyYvsD044HSleIfn2xT2lA" alt="Article content" width="427" height="232" /></a></p>
<h4><b>What Is Your CAM System Not Telling You About Your 5-Axis Toolpath?</b></h4>
<p><span style="font-weight: 400;">Simultaneous 5-axis motion produces feedrate fluctuations that leave witness marks and surface defects. CAM cannot show you where or when they will occur. You will not see them until the part is off the machine and the damage is already done.</span></p>
<p><span style="font-weight: 400;">On 9th April, Rob will be joined by Dr Robert Carroll and Bethany Cousins, from the AMRC, to tackle this problem head on. Where slowdown zones appear, why 3+2 is often the faster and cleaner choice, and how to validate offline before the toolpath goes anywhere near a spindle.</span></p>
<p><span style="font-weight: 400;">If you programme 5-axis toolpaths or investigate surface defects, this session was built for the problems you deal with every day. </span><span style="text-decoration: underline;"><strong><a href="https://us06web.zoom.us/webinar/register/WN_8pjGh40jQRK1nwV8J5LBiw#/registration">Here’s the link to register</a></strong></span><span style="font-weight: 400;"><span style="text-decoration: underline;"><strong>,</strong></span> if you haven’t already.</span></p>
<p><a href="https://us06web.zoom.us/webinar/register/WN_8pjGh40jQRK1nwV8J5LBiw#/registration"><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQGd26NtxRqdvw/article-inline_image-shrink_1000_1488/B4EZ1JDILGGoAU-/0/1775047051415?e=1776902400&amp;v=beta&amp;t=KDshZLlSLkeXki3TeRzqzsa1KQypsvREsjqJrNOFE3Q" alt="Article content" width="386" height="386" /></a></p>
<h4><b>Our CTO Had 30 Seconds to Answer One Question. Watch What He Does With Them.</b></h4>
<p><span style="font-weight: 400;">How does DigitalCNC support turnkey solutions? Our CTO, David Wilkinson answered it without a slide deck, a preamble, or a disclaimer. Short, direct, and worth a few seconds of your time.</span></p>
<p><strong><a href="https://www.linkedin.com/feed/update/urn:li:activity:7445436015470665728">Watch it here.</a></strong></p>
<h4><b>We Are Funding the Research That Closes the Gap Between Simulation and Reality</b></h4>
<p><span style="font-weight: 400;">We are proud to be sponsoring an Engineering Doctorate at the University of Sheffield. The mission: build physics-informed machine learning models using Bayesian inference and Gaussian processes that give CAM software a genuine understanding of how individual machines behave.</span></p>
<p><span style="font-weight: 400;">This is not a thesis that gets shelved. The researcher works embedded with DigitalCNC and the AMRC throughout, with direct involvement from Rob and David. The work feeds into the product.</span></p>
<p><span style="font-weight: 400;">As Rob put it: “We are unashamedly nerds. We get excited about Gaussian processes and Bayesian inference. If your idea of a good conversation involves machining physics and at least one tangent into science fiction, you will fit right in.”</span></p>
<p><b>£28k tax-free stipend. £35k research budget. CEng support. Apply by 22nd April.</b><span style="font-weight: 400;"> Open to UK Home students.</span><span style="text-decoration: underline;"><strong><a href="https://www.findaphd.com/phds/project/engd-physics-based-ai-for-intelligent-machining-learning-optimisation-and-uncertainty-in-next-generation-cam-software-sponsored-by-digitalcnc/?p195772"> Share this if you know the right person.</a></strong></span></p>
<h4><b>Yorkshire 42 Under 42. Rob’s Response: Right, Back to Work.</b></h4>
<p><a href="https://www.linkedin.com/posts/dr-rob-ward_proud-to-be-named-one-of-yorkshires-42-under-activity-7436696367584075776-WzFc?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAACObA1oBEYMqHQoPIzXnyMoLS0zqfcvgzSw"><img decoding="async" class="" src="https://media.licdn.com/dms/image/v2/D4E12AQF5SNAcF-ydXQ/article-inline_image-shrink_1500_2232/B4EZ1JDSGDGQAU-/0/1775047091254?e=1776902400&amp;v=beta&amp;t=PYH2NuEx67D6KTeUkKdO_N9c1pMw5PeEUeP1QwAREI8" alt="Article content" width="329" height="599" /></a></p>
<p><span style="font-weight: 400;">Rob was named in Yorkshire’s 42 Under 42 for 2026. His ambition is unchanged: get more world-class research out of universities and into industry. Not trend-chasing, not rebranding existing tools with AI language. Solving hard problems for manufacturers who cannot afford to get it wrong.</span></p>
<p><span style="font-weight: 400;">DigitalCNC exists because decades of machining research at the University of Sheffield and the AMRC deserved to become a product. This is a reminder of why that work matters.</span></p>
<p><span style="font-weight: 400;">Congratulations, Rob!</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://www.linkedin.com/posts/dr-rob-ward_proud-to-be-named-one-of-yorkshires-42-under-activity-7436696367584075776-WzFc?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAACObA1oBEYMqHQoPIzXnyMoLS0zqfcvgzSw">Read more about the announcement here.</a></strong></span></p>
<h4><b>April Is Loaded. Stay Close.</b></h4>
<p><span style="font-weight: 400;">Big partnerships. Bigger announcements. The team is genuinely excited about what is coming and we are not in the habit of overpromising.</span></p>
<p><span style="text-decoration: underline;"><strong><a href="https://www.linkedin.com/company/digitalcnc/">Follow our LinkedIn page</a></strong></span><span style="font-weight: 400;"><span style="text-decoration: underline;"><strong>.</strong></span> The next chapter is already in motion.</span></p>
<p>The post <a href="https://digitalcnc.ai/march-updates-digitalcnc/">March in Motion: Inside DigitalCNC’s Monthly Highlights</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>The Hidden Cost Crisis Coming: Carbide Pricing and Why Toolpath Optimisation Has Never Mattered More</title>
		<link>https://digitalcnc.ai/the-hidden-cost-crisis-coming-carbide-pricing/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Mon, 23 Mar 2026 11:47:27 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3287</guid>

					<description><![CDATA[<p>If you have a handful of carbide end mills sitting in your tool crib right now, take a good look at them. They are about to become considerably more expensive to replace. Carbide pricing has been climbing steadily, but what many shops are only just beginning to feel is the sharp upward pressure that has  [...]</p>
<p>The post <a href="https://digitalcnc.ai/the-hidden-cost-crisis-coming-carbide-pricing/">The Hidden Cost Crisis Coming: Carbide Pricing and Why Toolpath Optimisation Has Never Mattered More</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">If you have a handful of carbide end mills sitting in your tool crib right now, take a good look at them. They are about to become considerably more expensive to replace.</span></p>
<p><span style="font-weight: 400;">Carbide pricing has been climbing steadily, but what many shops are only just beginning to feel is the sharp upward pressure that has been building over the last several months. This is not a temporary blip. It is a structural shift in the market, and if you are not already factoring it into your pricing and programming strategy, it is time to start.</span></p>
<h3><b>What Is Driving the Price Surge?</b></h3>
<p><span style="font-weight: 400;">Several forces have converged at once to tighten supply and push costs upward. China accounts for roughly 82% of global tungsten production, and since 2023 Beijing has been tightening mining output controls, with 2025 quotas cut by a further 6.45%. The knock-on effect has been severe: according to Fastmarkets, Chinese tungsten product prices surged by more than 200% across 2025 alone, driven by export controls, national security concerns, and surging demand from the semiconductor and defence industries.</span></p>
<p><span style="font-weight: 400;">Military demand is a significant and growing factor. Global military procurement of tungsten materials rose from 2,200 tons in 2024 to an estimated 3,000 tons in 2025, fuelled by demand for armour-piercing munitions and high-performance defence components. Add to this a broad uptick in manufacturing activity and sustained oil and gas production requiring precision-machined components, and you have a market under serious strain.</span></p>
<p><span style="font-weight: 400;">The impact on tooling brands is already visible. One of the world&#8217;s largest carbide manufacturers, announced average price increases of 22% on tool products in Q2 2025. For smaller manufacturers the situation is even more acute, with around 30% of small and medium-sized tooling enterprises in Europe reported to have suspended taking new orders entirely due to supply shortages and cost pressures.</span></p>
<h3><b>The Margin Problem Nobody Is Talking About Yet</b></h3>
<p><span style="font-weight: 400;">This is still somewhat under the radar for many end customers and even some shop owners. But that window is closing fast. Analysts expect prices to remain elevated well into 2027, with current levels now considered the new market floor. Carbide tooling costs are going to start quietly eroding your margins if you are not proactive about it.</span></p>
<p><span style="font-weight: 400;">The question every shop owner needs to be asking right now is twofold. First, can these costs be passed along to your customers? Second, are your customers even aware that this is happening? If the answer to either question is no, then education becomes part of your job. Customers who understand the supply chain dynamics are far more likely to accept necessary price adjustments than those who receive an unexplained invoice increase.</span></p>
<h3><b>Toolpath Optimisation as a Cost Control Strategy</b></h3>
<p><span style="font-weight: 400;">This is precisely why the content of our <a href="https://digitalcnc.ai/webinars/#webinar3"><span style="text-decoration: underline;"><strong>Webinar 3 </strong></span></a></span><span style="font-weight: 400;">is so timely. Efficient 5-axis toolpath programming is no longer just about cycle time or surface finish. It is a direct lever on your tooling budget.</span></p>
<p><span style="font-weight: 400;">Optimised toolpaths reduce unnecessary cutting forces, manage heat more effectively, and avoid the kinds of sudden directional changes that cause premature tool wear. When you extend the usable life of each tool, you are buying fewer replacements. When your programming is disciplined and organised, you avoid over-ordering and reduce the waste that comes from damaged or lost tooling buried in a disorganised crib.</span></p>
<p><span style="font-weight: 400;">Three strategies in particular are worth building into your programming workflow right now.</span></p>
<p><b>Dynamic milling</b><span style="font-weight: 400;"> keeps the tool moving in continuous, flowing arcs rather than hard corners, maintaining a consistent chip load throughout the cut. This dramatically reduces the heat spikes that degrade carbide edges, and modern CAM packages are getting better and making it easier to implement across 5-axis toolpaths.</span></p>
<p><b>Adaptive clearing</b><span style="font-weight: 400;"> takes this a step further by continuously adjusting the radial engagement angle as the tool moves through the material. Rather than allowing the cutter to suddenly bite deeper into a corner or step, the toolpath compensates in real time. The result is a far more even load on the cutting edge across the entire operation, which translates directly into longer tool life.</span></p>
<p><b>Smooth entry and exit strategies</b><span style="font-weight: 400;"> are often overlooked but are equally important. Plunging straight into material is one of the fastest ways to chip or fracture a carbide tool. Using helical or ramped entry moves distributes the initial cutting load gradually, protecting the tip and edge from the shock that causes premature failure.</span></p>
<p><span style="font-weight: 400;">Investing time in these programming practices is one of the most practical responses a shop can make to a volatile materials market. The cost of carbide may be outside your control. How long each tool lasts is not.</span></p>
<p><span style="font-weight: 400;">Now is the time to treat every cutting edge as the valuable asset it is increasingly becoming.</span></p>
<h3><b>Simulate Before You Cut</b></h3>
<p><span style="font-weight: 400;">One of the smartest ways to build confidence in these techniques before committing to real tooling and material is to use <a href="https://digitalcnc.ai/"><span style="text-decoration: underline;"><strong>DigitalCNC </strong></span></a></span><span style="font-weight: 400;">to model how your machine will actually behave. Rather than learning through trial and error on the shop floor, where mistakes cost you the very carbide you are trying to protect, DigitalCNC lets you see exactly how dynamic milling paths, adaptive clearing strategies, and entry and exit moves will play out on your specific machine. You can identify potential issues, refine your approach, and step up to the machine knowing your toolpath has already been validated. In a climate where every tool has a sharply rising price tag attached to it, that kind of confidence is not just reassuring. It is good business.</span></p>
<p>The post <a href="https://digitalcnc.ai/the-hidden-cost-crisis-coming-carbide-pricing/">The Hidden Cost Crisis Coming: Carbide Pricing and Why Toolpath Optimisation Has Never Mattered More</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>Why Getting CAM Tolerance Wrong Ruins Your 5-Axis Surface Finish</title>
		<link>https://digitalcnc.ai/why-getting-cam-tolerance-wrong-ruins-your-5-axis-surface-finish/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Mon, 02 Mar 2026 08:39:44 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3234</guid>

					<description><![CDATA[<p>When a 5-axis finishing pass leaves witness marks on an aerospace component, the instinct is to look at the toolpath. Adjust the stepover. Add another pass. But in many cases, the problem was created long before the tool touched the part. It was created when the CAM tolerance was set, and critically, it was set  [...]</p>
<p>The post <a href="https://digitalcnc.ai/why-getting-cam-tolerance-wrong-ruins-your-5-axis-surface-finish/">Why Getting CAM Tolerance Wrong Ruins Your 5-Axis Surface Finish</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">When a 5-axis finishing pass leaves witness marks on an aerospace component, the instinct is to look at the toolpath. Adjust the stepover. Add another pass. But in many cases, the problem was created long before the tool touched the part. It was created when the CAM tolerance was set, and critically, it was set without any knowledge of the machine that would actually run the code.</span></p>
<h4><b>What the Tolerance Setting Actually Does</b></h4>
<p><span style="font-weight: 400;">Every CAM system converts smooth CAD geometry into point-to-point linear segments. The tolerance setting controls how closely those segments approximate the original curve. Too loose, and the segments are large enough to leave visible geometric faceting on the surface. Too tight, and a different problem emerges.</span></p>
<p><span style="font-weight: 400;">On a modern high-performance 5-axis machine, the CNC reproduces every one of those linear segments exactly as programmed. Each segment ends in a direction change, forcing the axes to decelerate, change direction, and accelerate again. On the complex multi-axis moves that define 5-axis finishing passes, this happens continuously across the entire surface. Beyond a certain density of points, rather than improving surface quality, the toolpath creates witness lines, not from geometric error, but from the machine&#8217;s dynamic response to a continuous stream of micro-deceleration events.</span></p>
<p><span style="font-weight: 400;">These are two distinct problems with opposite remedies. Geometric faceting is solved by tightening tolerance. Controller throughput saturation is made worse by it. Setting tolerance correctly means finding the right balance for a specific part geometry on a specific machine.</span></p>
<h4><b>Why This Is Specifically a 5-Axis Problem</b></h4>
<p><span style="font-weight: 400;">In 5-axis simultaneous machining, the rotary axes sweep through arcs while the linear axes move at the same time. The tool tip trajectory is not simply the sum of those movements. The CNC has no information about the desired surface profile, only the axis positions it has been given. It cannot compensate for kinematic errors introduced as the rotary axes move between programmed points.</span></p>
<p><span style="font-weight: 400;">This means a toolpath that looks perfect in CAM simulation can still produce a surface that reflects how the machine moved between points, rather than the geometry the designer intended. Siemens&#8217; guidance makes this explicit: chord tolerance must be set in the context of the machine&#8217;s dynamics. The tolerance value in CAM is not just a geometry decision. It is a machine-specific decision, being made without any data about the specific machine that will cut the part.</span></p>
<h4><b>The Instinctive Fix Makes It Worse</b></h4>
<p><span style="font-weight: 400;">When engineers see surface striations caused by controller throughput issues, the natural response is to tighten the tolerance further. More points, smaller segments. In this specific scenario, that is the wrong direction. Adding more points multiplies the direction changes. The constant acceleration and deceleration cycles now occur at higher frequency, programme files grow significantly, and the CNC spends more processing resource handling small blocks.</span></p>
<p><span style="font-weight: 400;">It is worth noting that all major CNC manufacturers have developed controller-side features to address this problem. FANUC&#8217;s Nano Smoothing, Siemens SINUMERIK&#8217;s COMPCAD, and Heidenhain&#8217;s Advanced Dynamic Prediction can all smooth dense linear toolpaths intelligently without sacrificing accuracy. These are standard features on modern high-end machines and should be understood and configured correctly as part of any 5-axis finishing strategy. However, enabling these features is not a substitute for selecting an appropriate tolerance in the first place. If the tolerance is poorly matched to the machine&#8217;s dynamics, you are relying on the controller to compensate for a decision that could have been made correctly upstream.</span></p>
<h4><b>The Business Cost</b></h4>
<p><span style="font-weight: 400;">Prove-outs on constrained 5-axis capacity run at several hundreds of pounds per hour. When surface quality issues emerge, the response is to iterate the toolpath, regenerate NC code, re-post, and run again. Each iteration consumes machine time that produces no saleable parts. Testing five different strategies on a one-hour process can cost £1,500 in machine time alone.</span></p>
<p><span style="font-weight: 400;">The deeper problem is that there is currently no reliable way to predict whether a tolerance setting will produce an acceptable surface before the machine runs. Prove-outs become the validation mechanism, and prove-outs are expensive.</span></p>
<h4><b>DigitalCNC Solves This Before You Cut</b></h4>
<p><span style="font-weight: 400;">The tolerance setting problem is a visibility problem. CAM engineers make decisions about how a toolpath will behave on a machine they cannot see from within their CAM environment.</span></p>
<p><span style="font-weight: 400;">DigitalCNC closes that gap. Working as a plugin inside CAM, it uses machine-specific kinematic data to predict actual feedrate behaviour across the surface in under a second. Engineers can see exactly where the controller will decelerate through a critical surface region, adjust the strategy in CAM, and re-analyse immediately, without touching the machine.</span></p>
<p><span style="font-weight: 400;">In a recent aerospace case study, CATIA predicted a 60-second cycle. The actual machine time was three and a half minutes. DigitalCNC predicted the real feedrate behaviour before cutting, the CAM strategy was adjusted, eliminating the need for multiple prove-outs and reducing engineering decision time from days to hours.</span></p>
<p><span style="font-weight: 400;">The right CAM tolerance is a part and machine-specific decision. DigitalCNC gives you the data to make it correctly, first time.</span></p>
<p><i><span style="font-weight: 400;"><strong>Join our webinar</strong>: What Your CAM Software Doesn&#8217;t Tell You About 5-Axis Machining. Wednesday 18th March, 15:00 GMT. <a href="https://digitalcnc.ai/webinars/#webinar3"><span style="text-decoration: underline;"><strong>Register here</strong></span></a></span></i></p>
<p>&nbsp;</p>
<p>The post <a href="https://digitalcnc.ai/why-getting-cam-tolerance-wrong-ruins-your-5-axis-surface-finish/">Why Getting CAM Tolerance Wrong Ruins Your 5-Axis Surface Finish</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>Inside DigitalCNC: February 2026 Updates</title>
		<link>https://digitalcnc.ai/inside-digitalcnc-february-2026-updates/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Fri, 27 Feb 2026 07:31:35 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3221</guid>

					<description><![CDATA[<p>Tech and Product Updates February was a strong delivery month for DigitalCNC, with product improvements focused on customer success, accuracy and clearer communication. The updates in this release are designed to reduce friction in day-to-day use while strengthening the feedback loop between customers and our product teams. Faster Issue Resolution A key addition this month  [...]</p>
<p>The post <a href="https://digitalcnc.ai/inside-digitalcnc-february-2026-updates/">Inside DigitalCNC: February 2026 Updates</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h3 data-start="284" data-end="313">Tech and Product Updates</h3>
<p data-start="352" data-end="683">February was a strong delivery month for <strong data-start="393" data-end="434"><span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">DigitalCNC</span></span></strong>, with product improvements focused on customer success, accuracy and clearer communication. The updates in this release are designed to reduce friction in day-to-day use while strengthening the feedback loop between customers and our product teams.</p>
<h3 data-start="283" data-end="312">Faster Issue Resolution</h3>
<p data-start="685" data-end="1084">A key addition this month is in application bug reporting. Users can now report issues directly from within DigitalCNC, without leaving their workflow. This enables faster reporting with better technical context, allowing our support and engineering teams to diagnose and resolve issues more efficiently. For customers, this means fewer interruptions and greater confidence in day to day operations.</p>
<h3 data-start="383" data-end="409">Customer Led Roadmap</h3>
<p data-start="1086" data-end="1450">We have also introduced in application feature suggestions, making it easier for customers to share ideas and feedback as they work. This ensures that user insight feeds directly into our roadmap and prioritisation decisions. By capturing feedback at the point of use, we are able to focus development effort on changes that deliver the greatest operational value.</p>
<p data-start="1086" data-end="1450"><img decoding="async" class="wp-image-3222 aligncenter" src="https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-300x191.png" alt="" width="704" height="448" srcset="https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-200x127.png 200w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-300x191.png 300w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-400x255.png 400w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-600x382.png 600w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-768x489.png 768w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-800x509.png 800w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-1024x652.png 1024w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM-1200x764.png 1200w, https://digitalcnc.ai/wp-content/uploads/2026/02/Screenshot-2026-02-27-at-6.39.47-AM.png 1210w" sizes="(max-width: 704px) 100vw, 704px" /></p>
<h3 data-start="473" data-end="503">Seamless CAM Integration</h3>
<p data-start="1452" data-end="1757">In addition, this release adds compatibility with Designcenter NX 2512, allowing DigitalCNC to be run directly from Designcenter. This improves integration with existing CAM environments and supports earlier validation of real machine behaviour, helping teams make informed decisions before cutting metal.</p>
<p data-start="1759" data-end="1938">Together, these updates reinforce our commitment to building a product that combines technical accuracy with practical usability, shaped by the realities of modern CNC operations.</p>
<h3 data-start="462" data-end="489"><strong data-start="462" data-end="489">From the Founder’s Desk</strong></h3>
<h4 data-start="201" data-end="235">Where CAM Meets Machine Reality</h4>
<p><img decoding="async" class=" wp-image-3198" src="https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-300x200.jpg" alt="" width="478" height="318" srcset="https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-200x133.jpg 200w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-300x200.jpg 300w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-400x267.jpg 400w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-600x400.jpg 600w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-768x512.jpg 768w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-800x534.jpg 800w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-1024x683.jpg 1024w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-1200x800.jpg 1200w, https://digitalcnc.ai/wp-content/uploads/2026/02/metalworking-cnc-milling-machine-2026-01-09-06-20-13-utc-1536x1025.jpg 1536w" sizes="(max-width: 478px) 100vw, 478px" /></p>
<p data-start="237" data-end="466">In his recent article, our founder, Dr. Rob Ward, examines why CAM predictions often fail to reflect real machine performance, using practical CNC examples to challenge common assumptions around machining strategy, cycle time and quality outcomes.</p>
<p data-start="468" data-end="493"><strong data-start="468" data-end="493">The articles explore:</strong></p>
<ul data-start="494" data-end="902">
<li data-start="494" data-end="575">
<p data-start="496" data-end="575">Why continuous 5 axis machining can run slower than 3 plus 2 on real machines</p>
</li>
<li data-start="576" data-end="658">
<p data-start="578" data-end="658">How kinematic limits and controller behaviour impact feedrates and cycle times</p>
</li>
<li data-start="659" data-end="737">
<p data-start="661" data-end="737">The hidden quality risks caused by feedrate variation and machine dynamics</p>
</li>
<li data-start="738" data-end="815">
<p data-start="740" data-end="815">When simultaneous 5 axis machining is the right choice and when it is not</p>
</li>
<li data-start="816" data-end="902">
<p data-start="818" data-end="902">The real cost of trial and error when machining decisions are based on assumptions</p>
</li>
</ul>
<p data-start="904" data-end="961"><strong data-start="904" data-end="918">Read more:</strong> <a href="https://digitalcnc.ai/why-32-is-often-faster-than-5-axis/"><em data-start="919" data-end="961">Why 3 plus 2 Is Often Faster Than 5 Axis</em></a></p>
<h4 data-start="234" data-end="266">Where Decisions Should Happen</h4>
<p><img decoding="async" class="alignnone wp-image-3211" src="https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-300x169.jpg" alt="" width="504" height="284" srcset="https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-200x113.jpg 200w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-300x169.jpg 300w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-400x225.jpg 400w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-600x338.jpg 600w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-768x432.jpg 768w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-800x450.jpg 800w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-1024x576.jpg 1024w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-1200x675.jpg 1200w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design-1536x864.jpg 1536w, https://digitalcnc.ai/wp-content/uploads/2026/02/Untitled-design.jpg 1920w" sizes="(max-width: 504px) 100vw, 504px" /></p>
<p>&nbsp;</p>
<p data-start="268" data-end="631">In this article, our founder examines why many of the most costly issues in aerospace machining are discovered too late in the process. Drawing on systems engineering principles and real manufacturing workflows, he explains how pushing critical insight upstream fundamentally changes the economics of machining decisions and reduces risk before production begins.</p>
<p data-start="633" data-end="656"><strong data-start="633" data-end="656">The article covers:</strong></p>
<ul data-start="657" data-end="1117">
<li data-start="657" data-end="739">
<p data-start="659" data-end="739">Why the cost of change increases sharply once machining reaches the shop floor</p>
</li>
<li data-start="740" data-end="829">
<p data-start="742" data-end="829">How gaps in information timing, not engineering capability, drive late stage failures</p>
</li>
<li data-start="830" data-end="924">
<p data-start="832" data-end="924">Why CAM programmers are forced to make high impact decisions without machine specific data</p>
</li>
<li data-start="925" data-end="1020">
<p data-start="927" data-end="1020">How upstream access to machine behaviour shifts decisions to when they are still affordable</p>
</li>
<li data-start="1021" data-end="1117">
<p data-start="1023" data-end="1117">Why early insight improves productivity, quality and risk management in aerospace programmes</p>
</li>
</ul>
<p data-start="1119" data-end="1208"><strong data-start="1119" data-end="1133">Read more:</strong> <a href="https://digitalcnc.ai/what-can-we-push-left-the-case-for-upstream-data-in-aerospace-machining/"><em data-start="1134" data-end="1208">What Can We Push Left? The Case for Upstream Data in Aerospace Machining</em></a></p>
<h3 data-start="222" data-end="248">From Our Webinar Series</h3>
<p data-start="250" data-end="620">This month, we also hosted a webinar on aerospace machining, focused on dynamic milling strategies and real-world decision-making. The session was led by our CEO, Dr. Rob Ward and joined by Ryan Fletcher and Joe Berner from the <strong data-start="511" data-end="552"><span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Advanced Manufacturing Research Centre (AMRC)</span></span></strong>, who shared practical insights from aerospace machining programmes.</p>
<p data-start="622" data-end="647"><strong data-start="622" data-end="647">The session explored:</strong></p>
<ul data-start="648" data-end="1092">
<li data-start="648" data-end="731">
<p data-start="650" data-end="731">Key challenges in designing toolpaths for aluminium and titanium aerostructures</p>
</li>
<li data-start="732" data-end="817">
<p data-start="734" data-end="817">The impact of machine kinematics, feedrates and toolpath selection on performance</p>
</li>
<li data-start="818" data-end="912">
<p data-start="820" data-end="912">A real aerospace case study showing how strategy choice affects cycle time and consistency</p>
</li>
<li data-start="913" data-end="1000">
<p data-start="915" data-end="1000">Why early access to accurate machine data improves decision making and reduces risk</p>
</li>
<li data-start="1001" data-end="1092">
<p data-start="1003" data-end="1092">How digital tools can be integrated into existing CAM workflows with minimal disruption</p>
</li>
</ul>
<p><img decoding="async" class="alignnone wp-image-3227" src="https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-300x169.jpeg" alt="" width="493" height="278" srcset="https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-200x113.jpeg 200w, https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-300x169.jpeg 300w, https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-400x225.jpeg 400w, https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-600x338.jpeg 600w, https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862-768x432.jpeg 768w, https://digitalcnc.ai/wp-content/uploads/2026/02/1770390385862.jpeg 800w" sizes="(max-width: 493px) 100vw, 493px" /></p>
<p data-start="1094" data-end="1168"><strong data-start="1094" data-end="1118">Watch the recording: <a href="https://us06web.zoom.us/rec/share/091OeyTeHJuWI-TY2WBBd7o0iaVTNIKZkn-x6xNhWnfSxBgf2H4NyQyl0_6ln0em.AviiTJmC-EfPlwH2?from=hub"><span class="topic" data-v-771abebc="">High-Speed, High-Value: Mastering Adaptive Milling Strategies with DigitalCNC</span><span class="extra" data-v-771abebc="">&#8211; Shared screen with speaker view</span></a></strong></p>
<p data-start="1094" data-end="1168"><em>Passcode: !sxv6@mY</em></p>
<div class="info-container" data-v-7eec9e12="">
<h2 data-start="154" data-end="171">Beyond the office!</h2>
<p>At a recent industry event hosted by <strong data-start="210" data-end="251"><span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Seco Tools</span></span></strong>, our CEO shared a clear view on the role of AI in manufacturing. The real opportunity is not AI in isolation, but AI grounded in a deep understanding of machining processes and validated against real data. Knowing what actually happens when metal is cut is what enables engineers to make better decisions earlier and with confidence. With organisations such as the <strong data-start="617" data-end="658"><span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Advanced Manufacturing Research Centre (AMRC)</span></span></strong> building this foundation, the challenge now is adoption and alignment across industry, investors and policy to turn world-class research into real commercial outcomes.</p>
<div id="attachment_3228" style="width: 310px" class="wp-caption alignnone"><img decoding="async" aria-describedby="caption-attachment-3228" class="wp-image-3228 size-medium" src="https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-300x200.jpeg" alt="" width="300" height="200" srcset="https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-200x133.jpeg 200w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-300x200.jpeg 300w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-400x267.jpeg 400w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-600x400.jpeg 600w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-768x512.jpeg 768w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-800x533.jpeg 800w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-1024x682.jpeg 1024w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916-1200x800.jpeg 1200w, https://digitalcnc.ai/wp-content/uploads/2026/02/1772042550916.jpeg 1280w" sizes="(max-width: 300px) 100vw, 300px" /><p id="caption-attachment-3228" class="wp-caption-text">Photo courtesy: Seco Tools</p></div>
<p data-start="173" data-end="826"><a href="https://www.linkedin.com/posts/dr-rob-ward_day-one-at-inspiration-through-innovation-activity-7432688677576667136-CVtT?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAACObA1oBEYMqHQoPIzXnyMoLS0zqfcvgzSw">Read more here.</a></p>
</div>
<p data-start="904" data-end="961">
<p>The post <a href="https://digitalcnc.ai/inside-digitalcnc-february-2026-updates/">Inside DigitalCNC: February 2026 Updates</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<item>
		<title>What Can We Push Left? The Case for Upstream Data in Aerospace Machining</title>
		<link>https://digitalcnc.ai/what-can-we-push-left-the-case-for-upstream-data-in-aerospace-machining/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Tue, 24 Feb 2026 10:51:32 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3205</guid>

					<description><![CDATA[<p>There is a question I have asked throughout my entire career, across very different environments: managing engineering operations in the military, leading Catapult projects at the AMRC, supervising PhD research, and teaching systems engineering to undergraduates. What can we push left? The specifics change. The principle never does. The Cost of Change Curve Systems engineers  [...]</p>
<p>The post <a href="https://digitalcnc.ai/what-can-we-push-left-the-case-for-upstream-data-in-aerospace-machining/">What Can We Push Left? The Case for Upstream Data in Aerospace Machining</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">There is a question I have asked throughout my entire career, across very different environments: managing engineering operations in the military, leading Catapult projects at the AMRC, supervising PhD research, and teaching systems engineering to undergraduates.</span></p>
<h5><b>What can we push left?</b></h5>
<p><span style="font-weight: 400;">The specifics change. The principle never does.</span></p>
<h5><b>The Cost of Change Curve</b></h5>
<p><span style="font-weight: 400;">Systems engineers have known for decades that the cost of changing something increases exponentially the further downstream you make that change. It is one of the most well-evidenced principles in engineering management, and it applies whether you are designing an aircraft, developing software, or managing a complex machining programme.</span></p>
<p><span style="font-weight: 400;">The logic is straightforward. Early in any process, decisions are provisional. The commitments are limited and the options are open. Change something at the design stage and the cost might be a few hours of an engineer&#8217;s time. Change the same thing on the shop floor and you are looking at scrapped parts, unplanned downtime, rescheduled operations, and the downstream ripple effects that rarely show up cleanly on a cost report but are felt acutely by everyone involved.</span></p>
<p><span style="font-weight: 400;">In aerospace manufacturing, where part complexity is high, tolerances are tight, and material costs are significant, this dynamic is particularly unforgiving. And yet the dominant model in the industry still pushes the moment of discovery dangerously far to the right.</span></p>
<h5><b>How Problems Reach the Shop Floor</b></h5>
<p><span style="font-weight: 400;">Consider the typical workflow for a complex aerospace component. A CAM programmer develops toolpath strategies, drawing on experience, established post-processors, and verification software. The programme is verified to a reasonable degree of confidence and released to the shop floor.</span></p>
<p><span style="font-weight: 400;">Then machining begins.</span></p>
<p><span style="font-weight: 400;">And it is here (often hours or days into a process that may have taken weeks to plan) that the real picture emerges. A strategy that once looked sound in theory doesn’t perform under actual cutting conditions. Feeds and speeds that appeared achievable cannot deliver the minimum chip thickness. Tooling that was specified at the programming stage turns out to be a poor choice for the actual cutting conditions encountered.</span></p>
<p><span style="font-weight: 400;">None of this is a failure of competence. It is a failure of information timing. The programmer made the best decisions they could with the data available at the time. The problem is that critical data (about how that machine, that toolpath and those parameters will perform) was not available at the point when decisions were still cheap to change.</span></p>
<p><span style="font-weight: 400;">By the time it is available, it is not cheap at all.</span></p>
<h5><b>Upstream Data Changes the Economics</b></h5>
<p><span style="font-weight: 400;">The concept of shifting decisions to the left is not new. Lean manufacturing, concurrent engineering, and digital twin methodologies have all been working at this problem for years. What has changed is the availability of the data required to make early decisions with genuine confidence rather than informed intuition.</span></p>
<p><span style="font-weight: 400;">This is precisely the challenge that <span style="text-decoration: underline;"><a href="https://digitalcnc.ai/"><strong>DigitalCNC</strong></a></span> was built to address.</span></p>
<p><span style="font-weight: 400;">By giving CAM programmers access to machine specific data at the point of programming (before a single cut is made), the economics of the cost curve shifts fundamentally. The questions that would previously have been answered only by the machine now have answers at the desk. Will this strategy achieve the required chip thickness? Where are the margins, and how sensitive is the outcome to changes in feedrate? These are not small questions. In large-part aerostructure machining, where a single component might represent significant material value and a machining cycle of many hours, getting the answers wrong at the shop floor stage is costly in ways that compound quickly.</span></p>
<p><span style="font-weight: 400;">Getting the answers right at the programming stage costs very little by comparison.</span></p>
<h5><b>What This Means in Practice</b></h5>
<p><span style="font-weight: 400;">The immediate effect of upstream data is faster, more confident programme development. CAM programmers are not replacing their expertise. They are augmenting it with a layer of process intelligence that previously only existed in the collective memory of experienced machinists and in post-machining analysis of completed runs.</span></p>
<p><span style="font-weight: 400;">But the second-order effects are where the real value accumulates.</span></p>
<p><span style="font-weight: 400;">When problems are surfaced upstream, they inform not just the current programme but the broader knowledge base of what works and what does not for a given strategy, tooling family, or machine configuration. Over time, this builds a data asset that compounds: each programme making the next one faster and more reliable.</span></p>
<p><span style="font-weight: 400;">There is also a risk reduction dimension that matters particularly in the aerospace supply chain. Late-stage process failures do not just cost money. They affect delivery schedules, they consume engineering resources that should be focused elsewhere, and in the most serious cases they create quality exposure that has consequences well beyond the immediate programme. Upstream data is, in this sense, a risk management tool as much as a productivity one.</span></p>
<h5><b>The Broader Principle</b></h5>
<p><span style="font-weight: 400;">Pushing left is ultimately about the relationship between information and decision-making. Every engineering process involves a sequence of decisions, and the quality of those decisions is bounded by the quality of the information available when they are made.</span></p>
<p><span style="font-weight: 400;">The goal is not to eliminate uncertainty (that is not achievable in complex manufacturing environments). The goal is to ensure that the right information is available at the right point in the process, so that the decisions that are most consequential are made when they are still affordable to revisit.</span></p>
<p><span style="font-weight: 400;">In aerospace machining, that point is at the CAM programmer&#8217;s desk. Not the shop floor.</span></p>
<h5><b>Push Left Today</b></h5>
<p><span style="font-weight: 400;">If you are responsible for machining programme development in the aerospace sector, it is worth asking the same question that has shaped my thinking across every engineering environment I have worked in. Where in your process are problems being discovered that could have been surfaced earlier? What decisions are being made on the shop floor that could be made at the desk, with better data, at a fraction of the cost?</span></p>
<h5><em><b>What can you push left today?</b></em></h5>
<p><img decoding="async" class="" 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" width="246" height="246" /></p>
<p><i><span style="font-weight: 400;"><a href="https://www.linkedin.com/in/dr-rob-ward/"><span style="text-decoration: underline;"><strong>Dr Rob Ward</strong></span></a>, CEO, DigitalCNC</span></i></p>
<p><i><span style="font-weight: 400;"><a href="https://digitalcnc.ai/"><span style="text-decoration: underline;"><strong>DigitalCNC</strong></span></a> provides CAM programmers with machining intelligence at the point of programming, enabling better decisions upstream and fewer problems downstream. If you would like to understand how this applies to your specific machining challenges, get in touch.</span></i></p>
<p>The post <a href="https://digitalcnc.ai/what-can-we-push-left-the-case-for-upstream-data-in-aerospace-machining/">What Can We Push Left? The Case for Upstream Data in Aerospace Machining</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>Why 3+2 Is Often Faster Than 5-Axis</title>
		<link>https://digitalcnc.ai/why-32-is-often-faster-than-5-axis/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Thu, 19 Feb 2026 22:45:17 +0000</pubDate>
				<category><![CDATA[5-Axis]]></category>
		<category><![CDATA[Insight]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3190</guid>

					<description><![CDATA[<p>You've programmed the part in continuous 5-axis. CAM predicts 20% faster. You send it to the machine. It runs slower than 3+2 would have. This isn't a one-off. It's the gap between CAM predictions and machine reality. The Hidden Slowdown Continuous 5-axis demands constant coordination of all five axes. When programmed feedrates hit kinematic limits  [...]</p>
<p>The post <a href="https://digitalcnc.ai/why-32-is-often-faster-than-5-axis/">Why 3+2 Is Often Faster Than 5-Axis</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">You&#8217;ve programmed the part in continuous 5-axis. CAM predicts 20% faster. You send it to the machine. It runs slower than 3+2 would have.</span></p>
<p><span style="font-weight: 400;">This isn&#8217;t a one-off. It&#8217;s the gap between CAM predictions and machine reality.</span></p>
<h4><b>The Hidden Slowdown</b></h4>
<p><span style="font-weight: 400;">Continuous 5-axis demands constant coordination of all five axes. When programmed feedrates hit kinematic limits during tool reorientation, the controller decelerates to maintain accuracy. CAM doesn&#8217;t see these slowdowns.</span></p>
<p><span style="font-weight: 400;">Siemens knows that you get “</span><i><span style="font-weight: 400;">frequently longer machining times due to compensatory movements of the kinematics”</span></i><span style="font-weight: 400;"> and FANUC says that &#8220;</span><i><span style="font-weight: 400;">because of the constant acceleration and deceleration of the axis and the fact that the abrupt changes cause machine shock and vibration, feedrates are limited.&#8221;</span></i></p>
<p><span style="font-weight: 400;">However, when machining in 3+2, the rotary axes are locked. Only three linear axes move during material removal. No rotary kinematics forcing deceleration. More consistent feedrates throughout.</span></p>
<h4><b>Quality Matters More</b></h4>
<p><span style="font-weight: 400;">Beyond cycle time, there&#8217;s a bigger problem. Feedrate fluctuations in 5-axis leave witness marks and surface artefacts.</span></p>
<p><span style="font-weight: 400;">On thin-walled aerospace parts, any feedrate variation shows as a finish defect. For medical devices, it impacts final quality. For precision components, it means rejection.</span></p>
<p><span style="font-weight: 400;">Siemens is explicit: &#8220;</span><i><span style="font-weight: 400;">Even the smallest jumps in deceleration and acceleration can result in surface defects (e.g. chatter marks).</span></i><span style="font-weight: 400;">&#8221; FANUC describes it exactly: &#8220;</span><i><span style="font-weight: 400;">The modern CNC will faithfully reproduce those small segments generating witness lines on the part</span></i><span style="font-weight: 400;">.&#8221;</span></p>
<p><span style="font-weight: 400;">With 3+2, you eliminate feedrate variations from rotary axis dynamics. Locked tool axis means more consistent chip load, improved surface finish and longer tool life.</span></p>
<h4><b>When 5-Axis Works</b></h4>
<p><span style="font-weight: 400;">This isn&#8217;t anti-5-axis. It&#8217;s about choosing correctly. True simultaneous 5-axis excels for sculptured surfaces requiring continuous tool tilt, deep cavities needing collision avoidance during cutting, and parts demanding continuous rotation for accessibility.</span></p>
<p><span style="font-weight: 400;">But for many components (especially those decomposable into distinct orientations), 3+2 delivers better results. Both Siemens and FANUC recommend: &#8220;</span><i><span style="font-weight: 400;">As much as possible 3-, 3+1- and 3+2-axis roughing/semi-finishing. 5-axis simultaneous milling only for the finishing</span></i><span style="font-weight: 400;">.&#8221;</span></p>
<h4><b>The Real Cost of Guessing</b></h4>
<p><span style="font-weight: 400;">CAM can&#8217;t tell you which approach performs better on your specific machine. Without understanding machine kinematic capabilities and toolpath interaction, you&#8217;re programming blind.</span></p>
<p><span style="font-weight: 400;">On a recent aerospace use case: CAM predicted 40 seconds for a deep-pocket aluminium operation. Actual time? Three minutes. That&#8217;s 4.5x error. Not programmer mistake. CAM simply can&#8217;t account for machine kinematic limits.</span></p>
<p><span style="font-weight: 400;">FANUC testing shows the scale of the problem. Their comparison data: setup dropped from 2.5 hours to 30 minutes, cycle time reduced from 80 minutes to 40 minutes, surface finish improved from rough to smooth. Same machine, same part, different approach.</span></p>
<p><span style="font-weight: 400;">Testing strategies costs real money. Each test consumes machine time, material, programming effort. For aerospace manufacturers, testing five strategies on a one-hour process can cost £1,500 in machine time while producing nothing.</span></p>
<h4><b>Make Better Decisions</b></h4>
<p><span style="font-weight: 400;">The path forward isn&#8217;t avoiding 5-axis. It&#8217;s knowing when to use it. Recognising the gap between CAM predictions and machine performance lets you make programming decisions that optimise both cycle time and quality.</span></p>
<p><span style="font-weight: 400;">The question isn&#8217;t whether your machine has 5-axis capability. It&#8217;s whether continuous 5-axis is the right strategy for this part, on this machine, with these quality requirements.</span></p>
<p><span style="font-weight: 400;">Want to learn more about bridging the gap between CAM and machine performance? Join our <strong><a href="https://digitalcnc.ai/webinars/#webinar3" target="_blank" rel="noopener">upcoming webinar</a></strong> and learn more about <strong>What Your CAM Software Doesn&#8217;t Tell You About 5-Axis Machining</strong>.</span></p>
<div style="width: 1300px;" class="wp-video"><video class="wp-video-shortcode" id="video-3190-1" width="1300" height="731" preload="metadata" controls="controls"><source type="video/mp4" src="https://digitalcnc.ai/wp-content/uploads/2026/02/Dr.-Rob-Ward-CEO-DigtalCNC.mp4?_=1" /><a href="https://digitalcnc.ai/wp-content/uploads/2026/02/Dr.-Rob-Ward-CEO-DigtalCNC.mp4">https://digitalcnc.ai/wp-content/uploads/2026/02/Dr.-Rob-Ward-CEO-DigtalCNC.mp4</a></video></div>
<p>The post <a href="https://digitalcnc.ai/why-32-is-often-faster-than-5-axis/">Why 3+2 Is Often Faster Than 5-Axis</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>Data-Centric Toolpath Design: Programming for Reality, Not Theory</title>
		<link>https://digitalcnc.ai/data-centric-toolpath-design-programming-for-reality-not-theory/</link>
		
		<dc:creator><![CDATA[Cheryl Kar]]></dc:creator>
		<pubDate>Tue, 10 Feb 2026 19:51:45 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<category><![CDATA[aerospace]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=3162</guid>

					<description><![CDATA[<p>Your CAM system says 3,000 mm/min. Your machine delivers 800. The gap between programmed and actual feedrates isn't just a minor inconvenience: it's costing you time, tools, and parts, especially on high-value aerospace components where a single scrapped part can run into tens of thousands of pounds. The fundamental problem is simple: CAM systems  [...]</p>
<p>The post <a href="https://digitalcnc.ai/data-centric-toolpath-design-programming-for-reality-not-theory/">Data-Centric Toolpath Design: Programming for Reality, Not Theory</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="fusion-fullwidth fullwidth-box fusion-builder-row-1 fusion-flex-container nonhundred-percent-fullwidth non-hundred-percent-height-scrolling" style="--awb-border-radius-top-left:0px;--awb-border-radius-top-right:0px;--awb-border-radius-bottom-right:0px;--awb-border-radius-bottom-left:0px;--awb-flex-wrap:wrap;" ><div class="fusion-builder-row fusion-row fusion-flex-align-items-flex-start fusion-flex-content-wrap" style="max-width:1352px;margin-left: calc(-4% / 2 );margin-right: calc(-4% / 2 );"><div class="fusion-layout-column fusion_builder_column fusion-builder-column-0 fusion_builder_column_1_1 1_1 fusion-flex-column" style="--awb-bg-size:cover;--awb-width-large:100%;--awb-margin-top-large:0px;--awb-spacing-right-large:1.92%;--awb-margin-bottom-large:0px;--awb-spacing-left-large:1.92%;--awb-width-medium:100%;--awb-spacing-right-medium:1.92%;--awb-spacing-left-medium:1.92%;--awb-width-small:100%;--awb-spacing-right-small:1.92%;--awb-spacing-left-small:1.92%;"><div class="fusion-column-wrapper fusion-flex-justify-content-flex-start fusion-content-layout-column"><div class="fusion-text fusion-text-1"><p><span style="font-weight: 400;">Your CAM system says 3,000 mm/min. Your machine delivers 800. The gap between programmed and actual feedrates isn&#8217;t just a minor inconvenience: it&#8217;s costing you time, tools, and parts, especially on high-value aerospace components where a single scrapped part can run into tens of thousands of pounds.</span></p>
<p><span style="font-weight: 400;">The fundamental problem is simple: CAM systems program toolpaths based on geometry and theoretical calculations. But your machine controller doesn&#8217;t care about theory. It responds to acceleration limits, look-ahead capabilities, curvature constraints, and a dozen other real-world factors that determine what actually happens at the cutting edge.</span></p>
<p><span style="font-weight: 400;">This disconnect creates a cascade of technical and commercial problems. Chip thickness varies wildly as the machine decelerates through tight corners. Tools rub in zones where feedrate collapses below the minimum chip threshold. Unexpected force fluctuations where engagement changes. Your carefully calculated parameters become meaningless the moment they hit real machine kinematics.</span></p>
<h4><b>The Solution: Design Toolpaths with Reality in Mind</b></h4>
<p><span style="font-weight: 400;">What if you could see actual feedrate behaviour before cutting a single chip? What if you could design toolpaths that account for your specific machine&#8217;s performance characteristics, not just theoretical geometry?</span></p>
<p><span style="font-weight: 400;">This is data-centric machining: using real feedrate data to inform toolpath design decisions at the CAM programming stage, before the process reaches the machine, not discovering problems when you&#8217;re already burning through expensive aerospace alloys.</span></p>
<p><span style="font-weight: 400;">The approach transforms how you think about toolpath creation. Start with </span><b>process window validation</b><span style="font-weight: 400;">. Verify that actual chip thickness stays within your stable range throughout the entire operation, not just at programmed conditions. Then </span><b>adjust cutting parameters</b><span style="font-weight: 400;"> based on actual engagement and actual motion, not what the CAM system thinks will happen.</span></p>
<p><span style="font-weight: 400;">You can </span><b>predict and eliminate rubbing zones</b><span style="font-weight: 400;"> before they destroy your tools. Identify areas where feedrate collapse will push you below minimum chip thickness and redesign accordingly. </span><b>Tune tolerance bands intelligently</b><span style="font-weight: 400;">, understanding the trade-offs between speed and accuracy on your specific machine, not generic CAM settings.</span></p>
<p><b>Strategic toolpath selection</b><span style="font-weight: 400;"> becomes data-informed rather than guesswork. Choose strategies based on how your machine kinematics actually perform. </span><b>Optimise stepover dynamically</b><span style="font-weight: 400;"> using predicted machine behaviour to maintain consistent chip load, not just geometric calculations.</span></p>
<p><b>Redesign entry and exit strategies</b><span style="font-weight: 400;"> knowing exactly where acceleration limits will affect actual engagement. </span><b>Segment problematic moves</b><span style="font-weight: 400;"> that cause excessive controller deceleration into simpler segments that maintain feedrate. </span></p>
<p><span style="font-weight: 400;">Even </span><b>NC block density</b><span style="font-weight: 400;"> matters. Structure your G-code with appropriate point spacing for your controller&#8217;s look-ahead capabilities, avoiding unnecessary slowdowns that plague older controllers.</span></p>
<h4><b>See It In Action</b></h4>
<p><span style="font-weight: 400;">Join our upcoming webinar where we&#8217;ll demonstrate how real feedrate data transforms toolpath design.</span></p>
<p><span style="font-weight: 400;">We&#8217;ll show you exactly how to bridge the gap between CAM theory and machining reality, using the same approach that&#8217;s helping aerospace OEMs eliminate costly trial-and-error cycles on critical components.</span></p>
<p><span style="text-decoration: underline;"><a href="https://digitalcnc.ai/webinars/#webinar2"><b>Register now</b></a></span><b>. </b><strong>Programming for the machine you have is better than programming for the machine you wish you had.</strong></p>
</div></div></div></div></div>
<p>The post <a href="https://digitalcnc.ai/data-centric-toolpath-design-programming-for-reality-not-theory/">Data-Centric Toolpath Design: Programming for Reality, Not Theory</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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		<title>What Machining Performance and Formula One Have in Common</title>
		<link>https://digitalcnc.ai/what-machining-performance-and-formula-one-have-in-common/</link>
					<comments>https://digitalcnc.ai/what-machining-performance-and-formula-one-have-in-common/#respond</comments>
		
		<dc:creator><![CDATA[tombarker]]></dc:creator>
		<pubDate>Thu, 29 Jan 2026 09:29:57 +0000</pubDate>
				<category><![CDATA[Insight]]></category>
		<category><![CDATA[aerospace]]></category>
		<guid isPermaLink="false">https://digitalcnc.ai/?p=2753</guid>

					<description><![CDATA[<p>Picture a Formula One driver approaching Monaco's famous hairpin turn at Loews. In the blink of an eye, they're threshold braking from 180 mph down to 30, the chassis compressing under 5.5G of deceleration. Hit the apex millimetres off-line, and they're in the barriers. Miss the braking point, and they've handed seconds to their  [...]</p>
<p>The post <a href="https://digitalcnc.ai/what-machining-performance-and-formula-one-have-in-common/">What Machining Performance and Formula One Have in Common</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="fusion-fullwidth fullwidth-box fusion-builder-row-2 fusion-flex-container has-pattern-background has-mask-background nonhundred-percent-fullwidth non-hundred-percent-height-scrolling" style="--link_color: #959595;--awb-border-radius-top-left:0px;--awb-border-radius-top-right:0px;--awb-border-radius-bottom-right:0px;--awb-border-radius-bottom-left:0px;--awb-flex-wrap:wrap;" ><div class="fusion-builder-row fusion-row fusion-flex-align-items-flex-start fusion-flex-content-wrap" style="max-width:1352px;margin-left: calc(-4% / 2 );margin-right: calc(-4% / 2 );"><div class="fusion-layout-column fusion_builder_column fusion-builder-column-1 fusion_builder_column_1_1 1_1 fusion-flex-column" style="--awb-bg-size:cover;--awb-width-large:100%;--awb-margin-top-large:0px;--awb-spacing-right-large:1.92%;--awb-margin-bottom-large:20px;--awb-spacing-left-large:1.92%;--awb-width-medium:100%;--awb-order-medium:0;--awb-spacing-right-medium:1.92%;--awb-spacing-left-medium:1.92%;--awb-width-small:100%;--awb-order-small:0;--awb-spacing-right-small:1.92%;--awb-spacing-left-small:1.92%;"><div class="fusion-column-wrapper fusion-column-has-shadow fusion-flex-justify-content-flex-start fusion-content-layout-column"><div class="fusion-text fusion-text-2"><div>
<p class="font-claude-response-body">Picture a Formula One driver approaching Monaco&#8217;s famous hairpin turn at Loews. In the blink of an eye, they&#8217;re threshold braking from 180 mph down to 30, the chassis compressing under 5.5G of deceleration. Hit the apex millimetres off-line, and they&#8217;re in the barriers. Miss the braking point, and they&#8217;ve handed seconds to their rivals. The driver&#8217;s mission: extract every tenth through every corner whilst keeping rubber on tarmac.</p>
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<div>
<p class="font-claude-response-body"><strong>Your CNC machine is doing exactly the same thing.</strong></p>
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<div>
<p class="font-claude-response-body">When a CNC controller encounters a tight radius in a toolpath, it must decelerate to maintain machining tolerance and meet GD&amp;T requirements – just like our F1 driver hunting for grip at the limit. Exit the corner, and both are back on the throttle, clawing back time. The similarity isn&#8217;t coincidental; both are optimising velocity through constrained geometric paths under physical laws that don&#8217;t negotiate.</p>
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<div>
<p class="font-claude-response-body"><strong>The Performance Envelope</strong></p>
</div>
<div>
<p class="font-claude-response-body">The parallels run deeper. A high-downforce setup with exceptional power-to-weight ratio can attack the most demanding circuits – Eau Rouge, Maggotts-Becketts, the Suzuka Esses. Similarly, a high-performance machine tool with exceptional servo motors and rigid structure can handle the most aggressive toolpaths in titanium or Inconel. The machine, like the car, is only as capable as its physical limits allow. Push beyond them, and you&#8217;re not going faster – you&#8217;re crashing.</p>
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<div>
<p class="font-claude-response-body">Machining operations mirror race strategy. Select roughing mode, and you&#8217;ve dialled in maximum attack – short-shifting for torque, pushing hard into every apex. Switch to finishing, and you&#8217;re in quali mode, limiting acceleration for precision, prioritising smooth lap times over raw aggression. Different strategies, different speeds, same goal: fastest time to the chequered flag.</p>
</div>
<div>
<p class="font-claude-response-body"><strong>Track Limits and Tolerances</strong></p>
</div>
<div>
<p class="font-claude-response-body">Even tolerance behaves like track width. Give a racing driver wider track limits, and they&#8217;ll carry more speed through corners, using every millimetre of tarmac to maximise velocity. Widen your machining tolerance, and the controller can maintain higher feedrates through transitions. Tighten either, and everything slows down – the driver feathering the throttle, the machine pulling back acceleration. Both the F1 engineer and the CAM programmer are solving the same optimisation problem: fastest lap time, maximum productivity.</p>
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<div>
<p class="font-claude-response-body"><strong>The Telemetry Gap</strong></p>
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<div>
<p class="font-claude-response-body">Here&#8217;s where the analogy reveals a critical gap in current practice.</p>
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<div>
<p class="font-claude-response-body">Every F1 team lives on telemetry. Before a single qualifying lap, they&#8217;ve analysed thousands of data points – brake temperatures, tyre degradation curves, fuel loads, downforce maps. They know their car&#8217;s performance envelope down to the millisecond. They design their racing line around the car they&#8217;re actually driving that weekend – a Red Bull on soft compounds requires completely different lines than a Ferrari on mediums.</p>
</div>
<div>
<p class="font-claude-response-body">Yet CAM engineers routinely design toolpaths <strong>flying blind.</strong></p>
</div>
<div>
<p class="font-claude-response-body">Traditional CAM systems assume idealised behaviour, treating every machine as identical. They predict cycle times with 30-50% error margins because they don&#8217;t account for the real-world performance characteristics of individual machine tools. No telemetry. No performance curves. No machine-specific data. It&#8217;s like designing a lap strategy without knowing whether you&#8217;re driving a title-contending Red Bull or a backmarker – then wondering why your predicted lap time is 30% off reality.</p>
</div>
<div>
<p class="font-claude-response-body"><strong>DigitalCNC: Telemetry for Your Machine</strong></p>
</div>
<div>
<p class="font-claude-response-body">We don&#8217;t treat each toolpath as equal because different machines perform differently—even with identical G-code. Our controller-accurate kinematic simulation reveals exactly how <em>your</em> machine will execute <em>your</em> toolpath, highlighting bottlenecks and opportunities invisible to traditional CAM systems. We give CAM engineers the data F1 teams take for granted: actual performance curves, deceleration zones, acceleration limits, and the critical transitions between them.</p>
</div>
<div>
<p class="font-claude-response-body">Think of it as having access to your machine&#8217;s telemetry before you cut a single chip. You can see where the controller is lifting off the throttle, where it&#8217;s back on power, and where you&#8217;re leaving time on the table. You can optimise strategies, test alternatives, and make informed decisions – all before the spindle spins.</p>
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<div>
<p class="font-claude-response-body">No expensive practice sessions. No surprises on race day. Just the fastest route from design to delivery.</p>
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<div>
<p class="font-claude-response-body"><strong>Get to pole position faster with DigitalCNC.</strong></p>
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<p><span style="font-weight: 400;">Image used with permission- Reuben Mitchell &#8211; Formula Focus. </span></p>
<p><a href="https://www.instagram.com/formula.focus/" target="_blank" rel="noopener"><span style="font-weight: 400;">Formula Focus Instagram</span></a></p>
<p><a href="https://www.linkedin.com/company/formula-focus/" target="_blank" rel="noopener"><span style="font-weight: 400;">Formula Focus LinkedIn</span></a></p>
<p><br style="font-weight: 400;" /><br style="font-weight: 400;" /></p>
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<p>The post <a href="https://digitalcnc.ai/what-machining-performance-and-formula-one-have-in-common/">What Machining Performance and Formula One Have in Common</a> appeared first on <a href="https://digitalcnc.ai">DigitalCNC</a>.</p>
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