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For solving network problem of pipes, necessary condition is
- a)continuity equation
- b)energy equation
- c)Darcy-Weisbach equation
- d)all the above
Correct answer is option 'D'. Can you explain this answer?
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For solving network problem of pipes, necessary condition isa)continui...
Explanation:
Network problems of pipes:
A network of pipes can be defined as a system of pipes that are interconnected and attached to each other to transport fluids from one location to another. Such pipes are used in industries, water supply systems, and other places where fluid transportation is required.
Necessary conditions for solving network problem of pipes:
To solve the network problem of pipes, the following conditions are necessary:
1. Continuity equation:
The continuity equation states that the mass flow rate of a fluid is constant in a pipe network. This equation is based on the principle of mass conservation and it helps to calculate the flow rate of fluids in different parts of the pipe network.
2. Energy equation:
The energy equation states that the total energy of a fluid in a pipe network is constant. This equation is based on the principle of energy conservation and it helps to calculate the pressure drop and velocity of fluids in different parts of the pipe network.
3. Darcy-Weisbach equation:
The Darcy-Weisbach equation is used to calculate the frictional losses in a pipe network. It is based on the principle of energy conservation and it helps to calculate the pressure drop and velocity of fluids in different parts of the pipe network.
Conclusion:
Therefore, all the above conditions are necessary for solving the network problem of pipes. The continuity equation helps to calculate the flow rate of fluids, the energy equation helps to calculate the pressure drop and velocity of fluids, and the Darcy-Weisbach equation helps to calculate the frictional losses in a pipe network.
Network problems of pipes:
A network of pipes can be defined as a system of pipes that are interconnected and attached to each other to transport fluids from one location to another. Such pipes are used in industries, water supply systems, and other places where fluid transportation is required.
Necessary conditions for solving network problem of pipes:
To solve the network problem of pipes, the following conditions are necessary:
1. Continuity equation:
The continuity equation states that the mass flow rate of a fluid is constant in a pipe network. This equation is based on the principle of mass conservation and it helps to calculate the flow rate of fluids in different parts of the pipe network.
2. Energy equation:
The energy equation states that the total energy of a fluid in a pipe network is constant. This equation is based on the principle of energy conservation and it helps to calculate the pressure drop and velocity of fluids in different parts of the pipe network.
3. Darcy-Weisbach equation:
The Darcy-Weisbach equation is used to calculate the frictional losses in a pipe network. It is based on the principle of energy conservation and it helps to calculate the pressure drop and velocity of fluids in different parts of the pipe network.
Conclusion:
Therefore, all the above conditions are necessary for solving the network problem of pipes. The continuity equation helps to calculate the flow rate of fluids, the energy equation helps to calculate the pressure drop and velocity of fluids, and the Darcy-Weisbach equation helps to calculate the frictional losses in a pipe network.
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For solving network problem of pipes, necessary condition isa)continuity equationb)energy equationc)Darcy-Weisbach equationd)all the aboveCorrect answer is option 'D'. Can you explain this answer?
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