Prove that the determinant of the wave equation matrix for a uniaxial crystal is that given in
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Prove that the determinant of the wave equation matrix for a uniaxial crystal is that given in (3.5.27). This can be easily done with a program like Mathematica.
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(x² − u²0²2 ) ( (²² + x² m² 0 ²2 + k²n²60²2 - ² 1² 6² ) = ( - no 2.29 2,2@ zn c2 c2 none 0. (3.5.27)
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