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\left( 1 - j_m^2 \cdot \frac{c}{\rho} \right ) \frac{dp}{dl} = \rho \, g \, cos \theta - \frac{j_m^2 }{2 d} \cdot \frac{f(p)}{\rho} |
Alternative form
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\left[ \frac{1}{c} - \frac{j_m^2}{\rho} \right] \cdot \frac{d \rho}{dl} =
\rho^2 \, g \, \cos \theta - \frac{j_m^2 }{2d} \cdot f(\rho) |
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