Semi-classical limit: Difference between revisions
From DispersiveWiki
Jump to navigationJump to search
No edit summary |
No edit summary |
||
| Line 1: | Line 1: | ||
{{stub}} | |||
The '''semi-classical limit''' is the limit when Planck's constant <math>\hbar</math> (which measures the strength of quantum (non-classical) effects) is sent to zero. It is closely related to the [[high-frequency limit]] of an equation. | The '''semi-classical limit''' is the limit when Planck's constant <math>\hbar</math> (which measures the strength of quantum (non-classical) effects) is sent to zero. It is closely related to the [[high-frequency limit]] of an equation. | ||
[[Category:limits]] | [[Category:limits]] | ||
Latest revision as of 04:53, 4 August 2006
The semi-classical limit is the limit when Planck's constant (which measures the strength of quantum (non-classical) effects) is sent to zero. It is closely related to the high-frequency limit of an equation.
