Simplified optical-path balance in a medium

This is the manuscript’s optical-path model. Its correspondence to individual paths and phases in Hoek’s original apparatus requires review.

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Based on the final manuscript · Chapter 1

ASD-WEB-LVE-014

\begin{aligned}L_{\mathrm{opt}}&=nL,\quad L_{\mathrm{opt}}^{\prime}=nL\gamma(1-\beta\cos\phi)\\t_1^{\prime}&=\frac{nL}{c}\gamma(1-\beta),\quad t_2^{\prime}=\frac{nL}{c}\gamma(1+\beta)\\T^{\prime}&=\frac{2nL\gamma}{c}\end{aligned}

This is the manuscript’s optical-path model. Its correspondence to individual paths and phases in Hoek’s original apparatus requires review.
Chapter reference: Final consolidated manuscript · Chapter 1, Section 3.3, Eqs. (1.31)–(1.35) · ASD-BOOK-ddbade997b45

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Final consolidated manuscript · Chapter 1, Section 3.3, Eqs. (1.31)–(1.35)

This is the manuscript’s optical-path model. Its correspondence to individual paths and phases in Hoek’s original apparatus requires review.