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2 Hydraulic cylinders. Cylinder inner diameter −0.15 m Rod diameter - 0.1 m Cylinder on the left has to life 130 kg and cylinder on right 112 kg. The discharge pressure for this system is 300kpa. Fluid used is air, find pressure need to lift both basket and weight.

Answer :

The pressure needed to lift both baskets and weights in the system depends on the force required to lift each individual weight.

However, without knowing the specific design and mechanical properties of the hydraulic cylinders, it is not possible to determine the exact pressure required. The inner diameter and rod diameter provide information about the size of the cylinders, but additional factors such as the piston area, hydraulic system efficiency, and friction need to be considered.

To calculate the pressure required, you would need to determine the force exerted by each weight on the hydraulic cylinders. This can be calculated using the formula:

Force = Weight × Acceleration due to gravity

Once you have the forces, you can calculate the pressure using the formula:

Pressure = Force ÷ Area of the piston

By summing up the pressures required for both cylinders, you can determine the total pressure needed to lift both baskets and weights. However, without the specific design details, it is not possible to provide an accurate pressure value. It is recommended to consult the manufacturer's specifications or a hydraulic engineer for precise calculations in this scenario.

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