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�� . � �� (�� ) � �� , �� :

$\displaystyle \left.\begin{array}{rcl} \vec E=\vec E_p+\vec E_s, [3pt] \vec E... ... E'_p+\vec E'_s, [3pt] \vec E''=\vec E''_p+\vec E''_s, \end{array} \right\}$

(26)

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��. 5

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$\displaystyle \left.\begin{array}{rcl} \begin{array}{rcl} E_x&=&E_p\cos\varphi;... ...E'_y&=&E'_s; [3pt] E'_z&=&- E'_p\sin\varphi; \end{array} \end{array} \right\}$

(27)

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�� , �� (13) � (14): $ E_x+E'_x=E''_x; E_y+E'_y=E''_y; H_x+H'_x=H''_x; H_y+H'_y=H''_y$ . ��,

$\displaystyle \left.\begin{array}{rcl} (E_p-E'_p)\cos\varphi&=&E''_p\cos\psi,\\... ...sqrt{\varepsilon_1}(E_p+E'_p)&=&\sqrt{\varepsilon_2}E''_p. \end{array} \right\}$

(28)

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�� . �� (28) ��

, ��:

$\displaystyle \left.\begin{array}{rcl} \begin{array}{rcl} E'_p&=&E_p\cdot\frac{... ...\cos\varphi}{\displaystyle\sin(\varphi+\psi)}. \end{array} \end{array} \right\}$

(29)

�� . �� 1823�. �� , �� . �� , �� , �� , �� . �� , �� (��) ��, �� .

�� (29), �� $\varphi+\psi={\displaystyle\pi\over\displaystyle2}$ , �. �. �� $\tg(\varphi+\psi)=\infty$ , $ E'_p=0$ , $E'_s\ne0$ . �� , �� , �� , �� , �� , �� . �� , �� . �� , �� , �� .

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20.09.2014

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