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・ Effective mass (solid-state physics)
・ Effective mass (spring–mass system)
・ Effective medium approximations
・ Effective method
・ Effective microorganism
・ Effective mode volume
・ Effective molarity
・ Effective nuclear charge
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Effective potential
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・ Effective refractory period
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・ Effective stress
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Effective potential : ウィキペディア英語版
Effective potential
The effective potential (also known as effective potential energy) is a mathematical expression combining multiple (perhaps opposing) effects into a single potential. In classical mechanics it is defined as the sum of the 'opposing' centrifugal potential energy with the potential energy of a dynamical system. It is commonly used in calculating the orbits of planets (both Newtonian and relativistic) and in semi-classical atomic calculations, and often allows problems to be reduced to fewer dimensions.
==Definition==
The effective potential U_\text is defined in the following way:
U_\text(\mathbf) = \frac + U(\mathbf)
:''L'' is the angular momentum
:''r'' is the distance between the two masses
:''m'' is the mass of the orbiting body
:''U(r)'' is the general form of the potential
The effective force, then, is the negative gradient of the effective potential:
\begin
\mathbf_\text &= -\nabla U_\text(\mathbf) \\
&= \frac\hat)
\end

Where \hat{\mathbf{r}} denotes a unit vector in the radial direction.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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