Difference between revisions of "Non size-scale scaling law"
From apm
m (added notes on definition) |
(→Examples: added * Hundredfold smaller frictionlosses from tenfold slowdown) |
||
(One intermediate revision by the same user not shown) | |||
Line 11: | Line 11: | ||
== Examples == | == Examples == | ||
+ | |||
+ | == Scaling laws over speed == | ||
+ | |||
+ | * [[Hundredfold smaller frictionlosses from tenfold slowdown]] | ||
=== Scaling laws over temperature === | === Scaling laws over temperature === | ||
Line 21: | Line 25: | ||
* Quantity of viscous flow of a liquid through a pipe of constant diameter and constant length depending on pressure. <br> | * Quantity of viscous flow of a liquid through a pipe of constant diameter and constant length depending on pressure. <br> | ||
* ... | * ... | ||
+ | |||
+ | [[Category:Scaling law]] |
Latest revision as of 22:12, 5 October 2022
This page is about scaling laws for other possible other parameters beside size.
For scaling laws over size scales see: Scaling law – or: Scaling law (disambiguation).
This more general treatment kinda seems to blur into just about any physical laws.
Well; Especially worth being called a scaling law are laws that seem
- laws that are quite simple
- laws that are polynomial
- laws with a relationship between two quantities that stands out especially
(when it is sensible to keep all other involved quantities constant)
Contents
Examples
Scaling laws over speed
Scaling laws over temperature
- Stefan Boltzmann law. Thermal radiation rises to the fourth power with temperature. – (wikipedia)
- ...
Scaling laws over pressure
- Quantity of viscous flow of a liquid through a pipe of constant diameter and constant length depending on pressure.
- ...