Dear Sir............Example Problem I have a single acting hydraulic cylinder with a stroke of 300 mm, a bore of 18 mm and a rod of 10 mm if the press weight is 1 mm on the Piston Head what is the pressure.....Please explain the calculations
@@ADITYASHARMAACADEMY Dear Sir..........I have single acting a cylinder with a bore of 18 mm and a rod of 10 mm and a stroke of 300 mm. I want to know what is the pressure if my cylinder presses 10 mm ........... Please advise and provide a solution with the formula
The liters per minute (LPM) of a pump in a power pack with four cylinders can be calculated using the following steps: Determine the displacement of one cylinder in the power pack. This information can be found in the manufacturer's specifications or by measuring the piston bore and stroke of one cylinder. Let's assume the displacement of one cylinder is 50 cc. Calculate the total displacement of all four cylinders by multiplying the displacement of one cylinder by the number of cylinders. In this case, the total displacement would be 50 cc x 4 = 200 cc. Determine the pump's efficiency factor. This is typically provided by the manufacturer and represents the percentage of the theoretical flow that the pump can actually deliver. Let's assume the efficiency factor is 90%. Calculate the theoretical flow rate of the pump by multiplying the total displacement of the cylinders by the pump's rotational speed in revolutions per minute (RPM) and dividing by 1,000. For example, if the pump's RPM is 1,000, the theoretical flow rate would be: Theoretical Flow Rate = (Total Displacement x RPM) / 1,000 Theoretical Flow Rate = (200 cc x 1,000 RPM) / 1,000 Theoretical Flow Rate = 200 LPM Calculate the actual flow rate of the pump by multiplying the theoretical flow rate by the pump's efficiency factor. For example, if the efficiency factor is 90%, the actual flow rate would be: Actual Flow Rate = Theoretical Flow Rate x Efficiency Factor Actual Flow Rate = 200 LPM x 0.9 Actual Flow Rate = 180 LPM Therefore, the LPM of the pump with four cylinders in this example is 180 LPM.
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Dear Sir............Example Problem I have a single acting hydraulic cylinder with a stroke of 300 mm, a bore of 18 mm and a rod of 10 mm
if the press weight is 1 mm on the Piston Head what is the pressure.....Please explain the calculations
Okkk..
@@ADITYASHARMAACADEMY Dear Sir..........I have single acting a cylinder with a bore of 18 mm and a rod of 10 mm and a stroke of 300 mm. I want to know what is the pressure if my cylinder presses 10 mm ........... Please advise and provide a solution with the formula
Sir please help for how to find piston rod diamater
Namaste sar
Powerpack pe 4 cylinder Laga Hai
pump ka lpm kaise nikaalte hain
Plz 🙏 help
Nikalne ka method Bata dijiye na Sar please
The liters per minute (LPM) of a pump in a power pack with four cylinders can be calculated using the following steps:
Determine the displacement of one cylinder in the power pack. This information can be found in the manufacturer's specifications or by measuring the piston bore and stroke of one cylinder. Let's assume the displacement of one cylinder is 50 cc.
Calculate the total displacement of all four cylinders by multiplying the displacement of one cylinder by the number of cylinders. In this case, the total displacement would be 50 cc x 4 = 200 cc.
Determine the pump's efficiency factor. This is typically provided by the manufacturer and represents the percentage of the theoretical flow that the pump can actually deliver. Let's assume the efficiency factor is 90%.
Calculate the theoretical flow rate of the pump by multiplying the total displacement of the cylinders by the pump's rotational speed in revolutions per minute (RPM) and dividing by 1,000. For example, if the pump's RPM is 1,000, the theoretical flow rate would be:
Theoretical Flow Rate = (Total Displacement x RPM) / 1,000
Theoretical Flow Rate = (200 cc x 1,000 RPM) / 1,000
Theoretical Flow Rate = 200 LPM
Calculate the actual flow rate of the pump by multiplying the theoretical flow rate by the pump's efficiency factor. For example, if the efficiency factor is 90%, the actual flow rate would be:
Actual Flow Rate = Theoretical Flow Rate x Efficiency Factor
Actual Flow Rate = 200 LPM x 0.9
Actual Flow Rate = 180 LPM
Therefore, the LPM of the pump with four cylinders in this example is 180 LPM.
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