Bigger surface area of smaller machinery: Difference between revisions

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Nanomachinery will have much more surface area per volume due to how surface per volume scales for smaller parts. <br>
This predictably brings up some critique points of the proposed technology of [[macroscale style machinery at the nanoscale]]. <br>
See below.
== Common concerns / critique points ==
Particularly … <br>
★ (A) the concerns of friction losses due to [[Higher bearing area of smaller machinery]] <br>
★ (B) the concern of oxidation due to higher exposed surface area of smaller machinery <br>
== Respective resolutions ==
In brief: <br>
★ (A) Much less nanomachibery volume is needed than what one might expect <br>
… due to (A1) the lesser known scaling law of [[higher throughput of smaller machinery]]. <br>
… plus there are [[infinitesimal bearing|tricks]] (A2) to [[Increasing bearing area to decrease friction|reduce friction by increasing surface area]] <br>
… which drops sliding/rolling speeds resolving the superficially apparent paradox. <br>
… ([[hundredfold smaller frictionlosses from tenfold slowdown]]) <br>
★ (B) just seal the nanomachinery up and design it such that it does not easily break open. <br>
… See: [[Hierarchical intentional breaking interfaces]] & [[Fruit interior analogy]] <br>
… In most systems the environment exposed surface is a miniscule fraction of system surface <br>
… and one can deal with a much smaller design space for viable surfaces there. <br>
For more details see links below.


== Related ==
== Related ==
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'''Solutions:''' <br>
'''Solutions:''' <br>
(A) needing much less nanomachinery due to the scaling law of '''[[higher throughput of smaller machinery]]''' <br>
(A1) needing much less nanomachinery due to the scaling law of '''[[higher throughput of smaller machinery]]''' <br>
(B) [[Increasing bearing area to decrease friction]] … <br>
(A2) [[Increasing bearing area to decrease friction]] … <br>
… using the scaling law of '''[[hundredfold smaller frictionlosses from tenfold slowdown]]''' <br>
… using the scaling law of '''[[hundredfold smaller frictionlosses from tenfold slowdown]]''' <br>
… via things like [[infinitesimal bearing]]s and metamaterials employing such principles.<br>
… via things like [[infinitesimal bearing]]s and metamaterials employing such principles.<br>

Revision as of 11:57, 13 August 2026

This article is a stub. It needs to be expanded.

Nanomachinery will have much more surface area per volume due to how surface per volume scales for smaller parts.
This predictably brings up some critique points of the proposed technology of macroscale style machinery at the nanoscale.
See below.

Common concerns / critique points

Particularly …
★ (A) the concerns of friction losses due to Higher bearing area of smaller machinery
★ (B) the concern of oxidation due to higher exposed surface area of smaller machinery

Respective resolutions

In brief:
★ (A) Much less nanomachibery volume is needed than what one might expect
… due to (A1) the lesser known scaling law of higher throughput of smaller machinery.
… plus there are tricks (A2) to reduce friction by increasing surface area
… which drops sliding/rolling speeds resolving the superficially apparent paradox.
… (hundredfold smaller frictionlosses from tenfold slowdown)
★ (B) just seal the nanomachinery up and design it such that it does not easily break open.
… See: Hierarchical intentional breaking interfaces & Fruit interior analogy
… In most systems the environment exposed surface is a miniscule fraction of system surface
… and one can deal with a much smaller design space for viable surfaces there.

For more details see links below.

Related



Oxydation, Hydrolysation, …

Friction losses

Concern:
Higher bearing area of smaller machinery

Solutions:
(A1) needing much less nanomachinery due to the scaling law of higher throughput of smaller machinery
(A2) Increasing bearing area to decrease friction
… using the scaling law of hundredfold smaller frictionlosses from tenfold slowdown
… via things like infinitesimal bearings and metamaterials employing such principles.

External links