...
| Volumetric Flowrate |
|
|---|
| LaTeX Math Block |
|---|
| q_0^2 = \frac{2 d A^2 G}{f} \cdot \left[
1 + \frac{ (\rho/\rho_0)^2 -1}{1- (\rho/\rho_0)^{\frac{2}{n-1}} \cdot
\exp \left( \frac{fL/d}{ n-1} \right)}
\right]
|
|
| LaTeX Math Block |
|---|
| \cos \theta \neq 0 |
|
| LaTeX Math Block |
|---|
| q_0^2 = \frac{A^2}{c^* \rho^*} \cdot \frac{(\rho_0/\rho)^2-1}{2 \ln (\rho_0/\rho) + fL/d} |
|
| LaTeX Math Block |
|---|
| \cos \theta = 0 |
|
where
| LaTeX Math Inline |
|---|
| body | --uriencoded--\displaystyle \rho/\rho_0 = \frac%7B1+c%5e* p%7D%7B1+c%5e* p_0%7D |
|---|
|
|
The equation
| LaTeX Math Block Reference |
|---|
|
for horizontal pipelines can be re-written explicitly in terms of pressure:
...
