Difference between revisions of "Kaehler bracket"
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The bigger the bracket the more accurate a desired alignement can be approximated. <br> | The bigger the bracket the more accurate a desired alignement can be approximated. <br> | ||
The search-space quickly becomes hyper gigantic though. <br> | The search-space quickly becomes hyper gigantic though. <br> | ||
| − | [[Quantum computers]] could be used to find optimal atomic arrangements for desired geometries. | + | [[quantum computation|Quantum computers]] could be used to find optimal atomic arrangements for desired geometries. |
== Going to the extreme == | == Going to the extreme == | ||
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== Related == | == Related == | ||
| + | * [[Crystolecule fragment]] | ||
* [[Dialondeite]] | * [[Dialondeite]] | ||
| + | * [[Neo-polymorph]] | ||
| + | * [[Design of crystolecules]] | ||
| + | * Solving the associated optimization problem by employing the power of [[quantum computation|quantum computers]]. | ||
Latest revision as of 19:14, 20 May 2022
Kaehler brackets are (usually small) structural crystolecule elements made from gemstone-like compounds
that have as their internal structure not a nicely ordered lattice
but rather a glassy amorphous like structure that was computer optimized
to approximate a certain ideally desired geometric alignment.
Kaehler brackets fing mention in Nanosystems.
Contents
Avoiding high internal stresses and strains
Avoiding high internal tensions will usually be desired to:
- retain full mechanical strength
- avoid fire hazard or even explosion hazard
Size and search space
The bigger the bracket the more accurate a desired alignement can be approximated.
The search-space quickly becomes hyper gigantic though.
Quantum computers could be used to find optimal atomic arrangements for desired geometries.
Going to the extreme
Even if thermal motions are bigger than the achieved accuracy over large scales (macroscale) that can average out.
Gravitational detectors e.g. can detect distances far below the diameter of an atomic core.
Related
- Crystolecule fragment
- Dialondeite
- Neo-polymorph
- Design of crystolecules
- Solving the associated optimization problem by employing the power of quantum computers.
