Dec 25, 2024
As the core component of the actuator in the field of precision machinery and automation control, the air cylinder has many series, and each series of cylinders has different models. Do you know how to choose the most suitable size among the various cylinders? How to calculate air cylinder force according to your actual needs?
To choose the right cylinder bore, you need to perform air cylinder force calculation with some vital parameters.
First of all, it is the key to select the cylinder to clarify the actual load(the actual force generated by the cylinder). By accurately calculating the load size and combining the force formula of the cylinder, we can reversely deduce the appropriate cylinder bore range, and then select within this range.
The output force of the cylinder is related to three main parameters, namely the Working pressure P, the Theoretical force F0, and the Sectional area of cylinder S.
Among them, the Working pressure P is generally between 0.4MPa and 0.8MPa, the Theoretical force F0 can be reversed according to actual needs, and the Sectional area of cylinder S can be obtained according to the cylinder bore using S = πr2.
After obtaining the main parameters, we can solve the problem by using the formula F = P x S.
Next, we use an example to understand the actual force calculation process.
◆ Know Your Cylinder's Working Pressure:
The pressure inside the cylinder plays a significant role in determining the force. Make sure you have the accurate working pressure (P) of your pneumatic air cylinder.
◆ Measure Your Piston's Diameter:
Measure the piston diameter (D) to calculate the area upon which the pressure will act. The force generated is directly proportional to the piston area.
◆ Calculate the Piston’s Area
Use the formula to calculate the piston area (S).
Try to calculate the actual thrust of a cylinder with a cylinder diameter of 50mm (π=3.14)
The Working pressure is generally taken as
P = 0.6MPa ≈ 6kgf/cm2
Sectional area of cylinder
S = πr2 = 3.14 x 25 x 25 = 1962.5mm2 = 19.625cm2
Then the Theoretical force
F0 = P x S = 6 x 19.625 = 117.75kgf
Due to factors such as energy loss and margin, the theoretical force cannot be fully converted into the actual force, so we multiply the theoretical force by a coefficient A less than 1 to obtain the final actual force
A = 0.8
Then the actual force
F = F0 x A = 117.75 x 0.8 = 94.2kgf
Through the above calculation, we can get the actual force of the 50mm cylinder is about 94.2kgf, and we also understand the calculation method of the cylinder force.
However, in practical applications, we often need to select the cylinder bore when the actual force is known. Can this be achieved by reverse calculation?
Of course, this is also possible. In fact, we only need to know two of the three main parameters to calculate the third main parameter.
Similarly, let's use an example to understand the calculation method of this situation.
If we now know that in actual work, the cylinder needs to generate at least 170kgf of force.
Then we know
F ≥ 170kgf
Then the Theoretical force is
F0 = F / A = 170 / 0.8 = 212.5kgf
The Working pressure is
P = 0.6Mpa ≈ 6kgf/cm2
The required Sectional area of cylinder
S = F0 / P = 212.5 / 6 ≈ 35.4cm2
From S = πr2 ,we can know the cylinder barrel radius is
Then the cylinder bore is
d = 2r = 33.58 x 2 = 71.16mm
The cylinder model is not continuous. Generally, the cylinder bore is 25mm, 32mm, 40mm, 50mm, 63mm, 80mm, 100mm, etc. Therefore, a cylinder with a cylinder bore of 80mm or more should be selected.
Generally, larger diameter cylinders operate slower and more expensive due to inertia loads and friction losses. So there is no need to select the cylinder with too large cylinder diameter to meet the demand. Therefore, in the above example, a cylinder with a bore of 80mm is generally selected.
However, in some situations, due to various factors, such as material restrictions, environmental protection requirements, gas source stability, system adaptability, etc., a cylinder with a larger cylinder diameter may also be selected.
Sometimes, due to installation conditions, speed requirements, and other limitations, it is also possible to choose cylinders with smaller diameters by increasing the supply pressure, or to choose special types of cylinders such as compact cylinders, mini pneumatic cylinders or other piston air cylinder.
After understood the thrust calculation method of the cylinder, we can inversely deduce
Then, the cylinder diameter can be quickly calculated with this formula.
Let’s walk through an example where you want to calculate the force of a single-acting pneumatic cylinder with a piston diameter of 50 mm and a working pressure of 400,000 Pa.
◆ Select "Single-acting" Cylinder Type: Choose the cylinder type (single-acting) in the calculator.
◆ Input Cylinder Pressure (P): Enter the working pressure of 400,000 Pa (Pascal) in the "Cylinder pressure" field.
◆ Input Piston Diameter (D): Enter the piston diameter of 50 mm in the appropriate box.
◆ Calculate the Force: After entering the necessary data, the air cylinder force calculator will output a calculated force of 785.4 Newtons. This is the maximum force that the cylinder can exert under these conditions.
Pneumatic cylinders use compressed air to generate force. The force is a result of the pressure applied to the piston’s surface area. Pneumatic systems are typically faster and more flexible, making them ideal for high-speed applications and tasks requiring quick response times. However, they may lack precision in force control compared to electromechanical systems.
Electromechanical systems use motors, gears, and actuators to produce force. These systems offer more precise control over force and movement, making them suitable for applications where accuracy and steady force are crucial. Electromechanical systems, however, tend to be slower and can be more expensive due to the complexity of components.
Pneumatic systems are generally faster and more flexible, ideal for tasks needing rapid force generation.
Electromechanical systems are more precise and can maintain constant force but may be slower in operation.
Cylinders play a vital role in modern industry and machinery. You can also click here to visit our Blog page, where we provide a series of articles, pictures, videos and other resources to help you better understand the work principles, characteristics, applications and other aspects of pneumatic cylinders and components.
The stroke of a pneumatic cylinder is the distance the piston travels inside the cylinder barrel from one extreme position to the other.
This movement is what allows the cylinder to perform mechanical work.
The bore is the internal diameter of the cylinder barrel. It is essential in calculating the cylinder's force, as it directly affects the piston’s area.
The force that a pneumatic cylinder can lift is primarily determined by its piston diameter, the pressure applied to it, and the type of cylinder (single-acting or double-acting).
Larger bore sizes and higher working pressures result in greater lifting force. Pneumatic cylinders can lift significant loads, but their force capacity is limited by the physical properties of the cylinder and its components.
A high-force pneumatic cylinder is designed to generate significantly larger forces compared to standard pneumatic cylinders.
These cylinders typically have a larger bore size and are built to withstand higher working pressures, allowing them to lift or move heavier loads.
High-force pneumatic cylinders are often used in industrial applications where heavy lifting, pushing, or clamping is required.
These cylinders are engineered to provide reliable and powerful performance in demanding tasks, such as material handling, heavy machinery, or automotive assembly lines.
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