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t1=/left(
A_H & /approx & /frac{3k_BT}{4}/left(/frac{/varepsilon_s(0)-/varepsilon_m(0)}{/varepsilon_s(0)+/varepsilon_m(0)}/right)/left(/frac{/varepsilon_t(0)-/varepsilon_m(0)}{/varepsilon_t(0)+/varepsilon_m(0)}/right)
L_o(x,\vec{w}) = L_e(x,\vec{w}) + \int_\Omega f_r(x,\vec{w}
r_{\_|\_} = \frac{\cos\theta_i - \eta\cos\theta_t}{\cos\theta_i + \eta\cos\theta_t}
\eta = \frac{\eta_{t}}{\eta_{i}}