Difference between revisions of "Semi hard-coded structures"

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m (Explanatory introduction: Friction in gem-gum technology)
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Given throughput is determined by temporal density (frequency) times spacial density, and <br>
 
Given throughput is determined by temporal density (frequency) times spacial density, and <br>
temporal density is limited due to quadratically growing friction losses with speed, <br>
+
temporal density is limited due to quadratically growing friction losses with speed ([[Friction in gem-gum technology]]), <br>
 
What one will desires is using to maximize spacial density. <br>
 
What one will desires is using to maximize spacial density. <br>
 
That is one will want to use as little volume as possible for <br>
 
That is one will want to use as little volume as possible for <br>

Revision as of 11:36, 22 June 2023

This article defines a novel term (that is hopefully sensibly chosen). The term is introduced to make a concept more concrete and understand its interrelationship with other topics related to atomically precise manufacturing. For details go to the page: Neologism.

Context is advanced productive nanosystems.

Explanatory introduction

There is plenty of room at the bottom.
This is the title of a famous speech by physicist Richard Feynman.
This very much holds from the macroscale perspective. In certain contexts though this turns around into:
"There is limited space at the bottom".

Specifically cramming in enough nanomachinery in a certain amount of
nanoscale volume under the constraint of atomic granularity.
But why would one want to tho that?

The challenge especially arises when it comes to reaching sufficient and
further optimizing for high throughput and low friction losses in productive nanosystems.

Given throughput is determined by temporal density (frequency) times spacial density, and
temporal density is limited due to quadratically growing friction losses with speed (Friction in gem-gum technology),
What one will desires is using to maximize spacial density.
That is one will want to use as little volume as possible for
each active site where piezomechanosynthesis is performed.

Put differently: One can put only a certain number of Mechanosynthesis cores with
single active piezomechanosynthesis site into a given volume due to atomic granularity.

So the question is: How to get more active piezomechanosynthesis site into the same amount of given volume?
The answer is specialized mass production of standard parts using molecualr mill assembly lines.
See: Bottom scale assembly lines in gem-gum factories'

Instead of general purpose freely programmable robotics
very simple rugged one task robots are uses that have their capabilities hard coded.
But we still want reusability and part recycling.
This is where the semi cones it the hard coded.

Definition

For semi-hard coded nano-assemblies to be very compact yet still batch-process recomposable the idea is to take an approach with simple blocks.
Imaging having an empty cuboid box that can be filled with various other cuboid blocks
all held together by Van der Walls force.

Some blocks are …

  • … merely for composable spacing of other blocks (like gauge blocks with a set of lengths) … or for same thing but angularly (wedges)
  • … for holding functional parts that are necessary within a molecular mill within an piezomechanosynthesis assembly line (mill wheels, track segments, …).
  • … for holding composable standard cam-follower system units for guiding mechanisms among highly optimized tool-paths for standard piezomechanosynthesis reactions

Bulky and space filling design ensures structures are stiffly and sturdily one factor to keep error rates in piezomechanosynthesis low (beside cooling).

So the possible types of parts for semi hard-code structures are include:

  • gauge block like crystolecules as compossable spacing wedges
  • modular parts for cam-followers systems (rotative and linear)
  • blocks holding functional units

Related

External links

Wikipedia: