Pipe Network Analysis: Finding the Flow at Node D

What is the value of Q at Node D in the given pipe network?

Based on the principles of conservation of mass, how can we determine the correct flows in each pipe after two iterations?

Value of Q at Node D:

The value of Q at Node D can be found by applying the conservation of mass principle in the pipe network. Let's calculate the flow rate at Node D using the equation QCD = QAD + QBD.

Conservation of Mass Principle:

According to the conservation of mass, the total inflow at a node is always equal to the total outflow. By applying this principle at Node D, we can determine the flow rate accurately.

For the given pipe network, we can utilize the equation QCD = QAD + QBD to find the value of Q at Node D. By balancing the inflow and outflow at Node D, we can calculate the flow rate accurately.

Conservation of mass plays a crucial role in determining the flow distribution in a pipe network. By understanding and applying this principle, we can solve for the flow rates at different nodes within the network.

Let's solve for the flow at Node D by applying the conservation of mass equation and accurately determine the distribution of flow in the pipe network.