Actuators & Directional Control Valves

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Presentation transcript:

Actuators & Directional Control Valves HYDRAULICS – MODULE 2

Objectives Identify the types of Hydraulic Actuators. Identify the symbols of Actuators. Identify the functions of Actuators. Identify the types of directional control valves. Identify the function of directional control valves. Draw a basic hydraulic circuit diagram. Simulate the circuit diagram using FluidSim software. Assemble the circuit practically and check its operation.

Types of Hydraulics Actuators Single Acting Cylinder Double Acting Cylinder

Single Acting Cylinder The single acting cylinder, is used to convert hydraulic energy into mechanical energy (to give a linear force in one direction). Forward stroke is achieved by hydraulic pressure. Return stroke is achieved by the effect of the gravity or the load.

Double Acting Cylinder The double acting cylinder, is used to convert hydraulic energy into mechanical energy in two directions. It produces a linear force in two directions. Forward and backward strokes are achieved by the hydraulic pressure

Hydraulic Cylinder Forces Hydraulic cylinders transfer fluid pressure into mechanical motion. The force of this motion depends on if the cylinder rod is EXTENDING or RETRACTING. A cylinder's extension force is greater than its retraction force because pressurized hydraulic fluid pushes on the entire surface of the piston to extend it. The piston rod takes up space during the cylinder's retraction cycle, so hydraulic fluid is not pushing on as large surface area The generated force in the hydraulic cylinder is calculated by the following formula: Force (N) Area (m2) Pressure (N/m2)

Extension force (Fe): During the forward stroke the effective piston area is (A) and the produced force is (Fe). During the backward (retraction) stroke the effective piston area is (A- a) (a is the piston rod area ,the produced force is (Fr) From the above equations, it is obvious that the extension force (Fe) is greater than the retraction force (Fr).

Example 1) Fe = P x A P = 20 x 100000 Pa Fe = 2000000 x 0.15 Calculate the forces (Fe) and (Fr) in the Figure below if you are given the following: A= 0.15 m2 a= 0.08 m2 P= 20 bar 1) Fe = P x A P = 20 x 100000 Pa Fe = 2000000 x 0.15 Fe = 300000 N = 300 kN 2) Fr = P(A-a) Fr = 2000000 x (0.15 – 0.08) Fr = 2000000 x 0.07 Fr = 140000 N = 140kN

Directional Control Valves They perform three functions: a) Open b) Close c) Change the flow paths to control the direction of motion of actuators. They are classified according to the number of ports and positions such as follows 4/2 way Valve 4/3 way valve

4/2 way valve 4/2 stands for 4 PORTS and 2 POSITIONS (A) and (B) are working ports (P) is the Pressure Port (T) is the Tank Port It is actuated manually (lever) and returned by a spring. Normal position: flow from P to A and from B to T. Actuated position: flow from P to B and from A to T.

4/3 way valve 4/3 stands for 4 PORTS and 3 POSITIONS (A) and (B) are working ports (P) is the Pressure Port (T) is the Tank Port Normal position: Ports A and B are blocked. Port P is connected to tank (T) It is manually actuated.

Practical Task 2 A furnace door is to be opened and closed by a double-acting cylinder. The cylinder is activated by a hydraulic valve with spring return. This ensures that the door opens only as long as the valve is actuated. When the valve actuating lever is released, the door closes again

Solution: