Spin-orbit Interaction

SPIN ORBIT INTERACTION The energy of a magnetic moment in a magnetic field is given by: : $\Delta H=-\boldsymbol{\mu}\cdot\boldsymbol{B}$ Where $\mu$ is the Magnetic Moment of the particle and $B$ is the Magnetic Field it experiences. Magnetic Field We shall deal with the Magnetic Field first. For simplicity in many-electron systems we shall assume the nucleus to be stationary and not use the Biot-Savart Law . To calculate the magnetic field : $\boldsymbol{B} = - {\boldsymbol{v} imes \boldsymbol{E}\over c^2}$
	:<math>\boldsymbol{B}	{\boldsymbol{r} imes\boldsymbol{p}\over m_ec^2} \left {E\over r} ight </math>
	:<math>\left E Ight	{\partial V \over \partial r}={1\over e}{\partial U(r) \over \partial r}</math>
	:<math>\Delta E	\left\langle\Psi ight \Delta H \left \Psi ight angle</math>

	CATEGORIES ABOUT SPIN-ORBIT INTERACTION

	atomic physics

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