What is a Hydraulic Ram?
A hydraulic ram is a mechanical device that uses the energy of flowing water to pump a portion of that water to a higher elevation. It operates based on the water hammer principle, where the sudden closure of a valve creates a pressure surge, allowing some of the water to be forced into a delivery pipe. Hydraulic rams do not require external power sources, making them ideal for remote locations with a consistent water supply. They are commonly used in applications such as irrigation, livestock watering, and filling storage tanks, providing a sustainable and efficient method of water transportation.
How to Calculate Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram?
Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram calculator uses Time to Build Maximum Velocity in Supply Pipe = (Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram)/(Height of Water in Supply tank*[g]) to calculate the Time to Build Maximum Velocity in Supply Pipe, Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram formula is defined as the duration required for the velocity in a supply pipe to reach its maximum value from zero, typically observed in hydraulic systems and actuators. Time to Build Maximum Velocity in Supply Pipe is denoted by t1 symbol.
How to calculate Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram using this online calculator? To use this online calculator for Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram, enter Length of Supply Pipe of Hydraulic Ram (ls), Maximum Velocity in Supply Pipe of Ram (Vmax) & Height of Water in Supply tank (h) and hit the calculate button. Here is how the Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram calculation can be explained with given input values -> 1.235279 = (25.7*1.555488)/(3.3*[g]).