Difference between revisions of "Non size-scale scaling law"

From apm
Jump to: navigation, search
m (Scaling laws over temperature)
m (added notes on definition)
Line 5: Line 5:
  
 
This more general treatment kinda seems to blur into just about any physical laws. <br>
 
This more general treatment kinda seems to blur into just about any physical laws. <br>
Well; Especially the simple polynomial relationships seem worth being called scaling 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 <br>(when it is sensible to keep all other involved quantities constant)
  
 
== Examples ==
 
== Examples ==

Revision as of 09:10, 16 June 2021

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

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)

Examples

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.
  • ...