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Incompressible pipe flow 

LaTeX Math Inline
body\rho(T, p) = \rho_s0
with constant viscosity 
LaTeX Math Inline
body\mu(T, p) = \mu_s0

Pressure Profile in Incompressible Isoviscous Stationary Quasi-Isothermal Pipe Flow @model

Pressure profilePressure gradient profileFluid velocityFluid rate


LaTeX Math Block
anchorPPconst
alignmentleft
p(l) = p_s0 + \rho_s0 \, g \, z(l)  
- \frac{\rhoj_sm^2 \, qf_s^2 0}{2 A^2 d}\, \rho_0 \, f_sd} \,cdot l



LaTeX Math Block
anchorgradP
alignmentleft
\frac{dp}{dl} = \rho_s \, g \cos \theta(l) - \frac{\rho_s \, q_s^2 }{2 A^2 d} \, f_s



LaTeX Math Block
anchor1
alignmentleft
q(l) =q_s = \rm const



LaTeX Math Block
anchor1
alignmentleft
u(l) = u_s = \frac{q_s}{A} = \rm const


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