changes.mady.by.user Arthur Aslanyan (Nafta College)
Saved on Oct 17, 2020
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L =\int_{\rho_0}^{\rho} \frac{ \rho1/c(\rho) - j_m^2/\rho }{G \, \rho^2 - F(\rho)} \, d\rho =\int_{p_0}^{p} \frac{ \rho(p) - j_m^2 \, c(p) }{G \, \rho^2(p) - F(\rho(p))} \, dp = \int_{p_0}^{p} \frac{ \rho \, dp}{G \, \rho^2 - F(\rho)} - j_m^2 \cdot \int_{\rho_0}^{\rho} \frac{1}{\rho} \, \frac{d \rho}{G \, \rho^2 - F(\rho)}
