While starting the centrifugal pump
delivery valve is kept closed
When starting a centrifugal pump, it's crucial to follow the correct procedure to ensure safe and efficient operation and prevent damage to the pump or motor. One of the key steps involves managing the valves connected to the pump.
Let's consider the role of the delivery valve (also known as the discharge valve) during the startup process of a centrifugal pump.
A centrifugal pump requires less torque to start if it is started against a closed discharge valve. When the delivery valve is closed, the pump impeller is initially pushing against a static column of liquid within the pump casing and discharge pipe up to the valve. This condition, often referred to as "dead head" or "shutoff head," results in the lowest power consumption for a centrifugal pump when running.
If the delivery valve were kept wide open during starting, the pump would immediately try to move a large volume of fluid through the entire system. This requires significantly more torque, leading to a very high starting current drawn by the motor. This high current can potentially overload and damage the motor, especially for larger pumps.
Therefore, the standard procedure for starting most centrifugal pumps involves:
Keeping the delivery valve closed during startup minimizes the initial load on the motor, allowing it to reach operating speed more easily and with less stress. Once the motor is running smoothly, the load can be gradually increased by opening the delivery valve.
Considering the options provided, keeping the delivery valve closed aligns with the recommended and safe practice for starting a centrifugal pump.
In a centrifugal pump, the flow enters the chamber along the axis of the chamber and is discharged:
The specific speed of a centrifugal pump is defined as the speed of geometrically similar pump which would -
Which of the following is a positive displacement pump?
Reciprocating pumps:
Two identical pumps, each capable of delivering 0.2 cumec, against a head of 30 m, are connected in parallel. The resulting discharge will be