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LaTeX Math Block
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\rho(p) = \tilde \rho \cdot \sqrt{ 1- \frac{f}{2d} \frac{j_m^2}{G} ( \rho_0^2 - {\tilde \rho}^2) }



LaTeX Math Block
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\int_{\rho_0}^{\tilde \rho} \frac{d \rho}{ \rho^2 \, c(\rho)} = G \cdot L


where

LaTeX Math Inline
body\tilde \rho

no-flow pressure at the pipe end (

LaTeX Math Inline
body--uriencoded--%7B\tilde j%7D_m = 0
)



See also

Physics / Fluid Dynamics / Pipe Flow Dynamics / Pipe Flow Simulation / Pressure Profile in Homogeneous Quasi-Isothermal Steady-State Pipe Flow @model

[ Pressure Profile in G-Proxy Pipe Flow @model ] 

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