Friction loss in fluids refers back to the discount in stress or energy of flowing fluid via a conduit like a pipe, hose, or channel. The lack of power or strain is resulting from the inner surface of the conduit.# Friction loss in fluids can be as a result of numerous factors:
The viscosity of the numerous materials is unique due to the molar weight. The calculator calculates the volumetric flow charge in step with the viscosity of a liquid.
You can locate frictional loss in pipes with the Hazen-Williams equation which is as follows:
\[Hf = \frac{0.2083 \cdot (L / C)^{1.852} \cdot Q^{1.852}}{D^{4.87}}\]
Where:
A manufacturing plant is designing a cooling water system. The Pipe Diameter is \(200 \, \text{mm}\), the Pipe Length is \(500 \, \text{meters}\), and the Flow Rate is \(0.8 \, \text{m}^3/\text{s}\). Calculate the pipe friction loss using the Hazen-Williams Equation.
Given:
Solution:
The Hazen-Williams friction loss equation is:
\[ H_f = \frac{0.2083 \cdot \left(\frac{L}{C}\right)^{1.852} \cdot Q^{1.852}}{D^{4.87}} \]
Assuming the Hazen-Williams coefficient (\(C\)) is \(130\):
Substitute the values into the formula:
\[ H_f = \frac{0.2083 \cdot \left(\frac{500}{130}\right)^{1.852} \cdot (0.8)^{1.852}}{(0.2)^{4.87}} \]
First, calculate each term:
Now substitute these values back into the equation:
\[ H_f = \frac{0.2083 \cdot 9.147 \cdot 0.682}{0.000156} \]
\[ H_f = \frac{1.299}{0.000156} \]
\[ H_f \approx 8,327.28 \, \text{meters} \]
Therefore, the friction loss is approximately \(8,327.28 \, \text{meters}\).
The calculator calculates the head loss or the fundamental friction loss due to viscosity and pipe roughness coefficient.
one hundred fifty is the Pipe Roughness Coefficient for % pipes. The pipe loss calculations do consist of the cloth coefficient.