$beta(mu_1, mu_2, v_1, v_2)$ for EM waves (in an insulator)

Last modified by

TylerJones

on

Jul 24, 2020, 6:28:07 PM

Created by

TylerJones

on

May 27, 2016, 8:48:25 PM

$beta = ( mu_1 v_1 ) / ( mu_2 v_2 )$

$mu_1$

$mu_2$

$v_1$

$v_2$

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This equation calculates $alpha$ (using $mu_1$ , $mu_2$ , $v_1$ , and $v_2$ ), used in calculating the amplitudes of EM waves striking an interface. For more information and context on this equation, please see the EM waves at the interface of two insulators.

$mu_1$ is the permeability of the first material
$mu_2$ is the permeability of the second material
$v_1$ is the speed of the wave in the first medium
$v_2$ is the speed of the wave in the second medium

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$beta(mu_1, mu_2, v_1, v_2)$ for EM waves (in an insulator), is used in 2 pages

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• EM Waves at the Interface of two Insulators by TylerJones

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• Physics Collection by TylerJones

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β(μ1,μ2,v1,v2)beta(mu_1, mu_2, v_1, v_2) for EM waves (in an insulator)

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$beta(mu_1, mu_2, v_1, v_2)$ for EM waves (in an insulator)