Optics Principal Planes Equation Formula Latex Code and Summary

Optics Principal Planes

Tags: #physics #optics #principal planes

$$h_1=n\frac{m_{11}-1}{m_{12}} \\ h_2=n\frac{m_{22}-1}{m_{12}}$$

                                 h_1=n\frac{m_{11}-1}{m_{12}} \\ 
h_2=n\frac{m_{22}-1}{m_{12}}

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$h_1=n\frac{m_{11}-1}{m_{12}} \\ h_2=n\frac{m_{22}-1}{m_{12}}$

            h_1=n\frac{m_{11}-1}{m_{12}} \\ 
            h_2=n\frac{m_{22}-1}{m_{12}}

Latex code for the Paraxial geometrical optics. I will briefly introduce the notations in this formulation.

$N$ : nodal points
$H$ : principal points
$\perp$ : plane to the optical axis through the principal points is called the principal plane
$m_{ij}$ : lens is described by a matrix

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