Difference between revisions of "Gem-gum"

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Be aware that: <br>
 
Be aware that: <br>
⚠️ '''Diamondoid nanoscale machinery is not at all jelly like floppy as molecular dynamics simulations may misleadingly suggest.''' <br>
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⚠️ '''Diamondoid nanoscale machinery is not at all jelly like floppy''' <br>
This is NOT what gum in gem-gum refers to. High simulations speeds are to blame. <br>
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'''as molecular dynamics simulations may misleadingly suggest.''' <br>
 +
This is NOT what "gum" in "gem-gum" refers to. High simulations speeds are to blame. <br>
 
For details see: [[Misleading aspects in animations of diamondoid molecular machine elements]] <br>
 
For details see: [[Misleading aspects in animations of diamondoid molecular machine elements]] <br>
<small>Actually at nominal proposed speeds (few mm/s) nanomachinery bends and deflects LESS from machine motions than even everyday metal macromachinery does. <br>
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<small>Actually at nominal proposed speeds (few mm/s) <br>
That's due to the scaling law of [[same relative deflections across scales]].</small>
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nanomachinery bends and deflects LESS from machine motions <br>
 +
than even everyday metal macroscale machinery does. <br>
 +
That is due to the scaling law of [[same relative deflections across scales]].</small>

Revision as of 19:13, 4 May 2024

Disambiguation page

⚠️ Related warning

Molecular dynamics simulations are typically run simulating extremely high speeds thus showing jelly like wobbling which would not at all occur when operated at actually proposed (steady state) speeds many orders of magnitude slower.

Be aware that:
⚠️ Diamondoid nanoscale machinery is not at all jelly like floppy
as molecular dynamics simulations may misleadingly suggest.
This is NOT what "gum" in "gem-gum" refers to. High simulations speeds are to blame.
For details see: Misleading aspects in animations of diamondoid molecular machine elements
Actually at nominal proposed speeds (few mm/s)
nanomachinery bends and deflects LESS from machine motions
than even everyday metal macroscale machinery does.
That is due to the scaling law of same relative deflections across scales.