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It can also be written in the following form:

Pressure profile along the pipe


LaTeX Math Block
anchorPressureProfile
alignmentleft
F(p, l)= \int_{p_0}^p \frac{dp}{\rho} -g \, \Delta z(l)
+ 0.5 \cdot j_m^2 \cdot 
\left[

\left(  \frac{
f
1}{\rho^2} 
+
- \frac{
f_0
1}{\rho_0^2}   \right)  
+
\
cdot \
frac{
l}{
16 
2
\, j_m}{d}
+

\left(  \frac{
1
\mu \, \Phi}{\rho^2} 
-
+ \frac{
1
\mu_0 \, \Phi_0}{\rho_0^2}  
\right)  
\cdot \frac{l}{ 
\right]
d} 



 = 0


where

LaTeX Math Inline
body--uriencoded--\Phi = \frac%7B1%7D%7B64%7D \cdot f \cdot %7B\rm Re%7D

Reduced Friction Factor


Expand
titleDerivation


Panel
borderColorwheat
bgColormintcream
borderWidth7

See Pressure Profile in Stationary Quasi-Isothermal Homogenous Pipe Flow @model


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