When I order Custom Hydraulic Cylinders, I do not begin by guessing a bore diameter or copying an existing model. I first define the required movement, force, pressure, installation envelope, and operating conditions. This guide shows how I calculate the correct stroke length and bore size, prepare a complete specification, and work with Jiaheng to reduce redesign, leakage, and delivery risks.

A hydraulic cylinder is a complete actuator system. Stroke and bore size depend on the machine load, speed, mounting geometry, hydraulic pressure, duty cycle, and environmental conditions.
Before requesting Custom Made Hydraulic Cylinders, I collect the following information:
This information prevents a common problem: selecting a cylinder that produces enough force but cannot physically fit or withstand buckling, side loading, or repeated cycling.
The stroke is the distance the piston rod must travel between the fully retracted and fully extended positions.
I determine it by measuring the two attachment points:
[ \\text{Required stroke} = \\text{Maximum center-to-center distance} - \\text{Minimum center-to-center distance} ]
For example:
The nominal cylinder stroke should be at least 500 mm. However, I also check whether the machine requires:
In many applications, specifying exactly the measured movement can cause the cylinder to bottom out mechanically. A practical design may require a small allowance, such as 5–20 mm, depending on the linkage and end-stop arrangement. This allowance must be confirmed with the machine designer rather than added automatically.
Stroke alone is not enough. The retracted length determines whether the cylinder fits inside the machine.
The basic relationship is:
[ \\text{Extended length} = \\text{Retracted length} + \\text{Stroke} ]
When I send a drawing to Jiaheng, I include both center-to-center dimensions, not only “500 mm stroke.” I also specify the mounting type, such as:
A spherical rod eye or spherical bearing may be necessary when the linkage creates angular misalignment. Without it, side loading can damage the rod, piston seal, and guide bush.
The cylinder bore controls the piston area and therefore the available hydraulic force.
For extension, use the full piston area:
[ F_{\\text{extend}} = P \\times A ]
[ A = \\frac{\\pi D^2}{4} ]
Where:
A useful metric formula is:
[ F(kN) = \\frac{P(bar) \\times \\pi \\times D^2(mm)}{40,000} ]
For a cylinder operating at 200 bar with a 100 mm bore:
[ F = \\frac{200 \\times 3.1416 \\times 100^2}{40,000} ]
The theoretical extension force is approximately 157 kN.
Retraction force is lower because the rod occupies part of the piston area:
[ F_{\\text{retract}} = P \\times \\left(\\frac{\\pi D^2}{4} - \\frac{\\pi d^2}{4}\\right) ]
Where (d) is the rod diameter.
For a machine that must pull a load, I always calculate retraction force separately. Using only the extension force can result in an undersized cylinder.
The theoretical force should not be treated as the working load limit. I account for:
A typical preliminary design factor may be between 1.25 and 1.5, but the correct value depends on the application risk and duty cycle.
For example, if the machine requires 80 kN of effective force and I use a 1.3 design factor:
[ F_{\\text{design}} = 80 \\times 1.3 = 104 kN ]
I then select a standard bore that exceeds this requirement at the actual working pressure.
Bore size determines force, but rod diameter affects tensile strength, stability, and service life.
A larger bore with an undersized rod may produce sufficient force but fail under compression. I check rod buckling using the cylinder’s:
For long-stroke Custom Made Hydraulic Cylinders, buckling analysis is essential. The correct rod diameter may require a stepped rod, larger guide length, or a different mounting arrangement.
I also check the rod slenderness ratio and use an engineering method such as Euler buckling analysis for idealized conditions. For real machinery, I ask the hydraulic cylinder manufacturer to validate the design against the actual pin-to-pin geometry.
Bore and stroke must match the hydraulic system.
Cylinder speed is determined by flow and effective area:
[ Q = A \\times v ]
Where:
For a 100 mm bore cylinder extending at 0.1 m/s:
[ A = 0.00785 m^2 ]
[ Q = 0.00785 \\times 0.1 = 0.000785 m^3/s ]
This is approximately 47 L/min.
During retraction, the annular area is smaller, so the same pump flow produces a higher rod speed. I calculate both extension and retraction speeds before finalizing the design.
The specification should clearly state:
For example, a cylinder may operate at 210 bar but require a higher pressure test according to the agreed design and quality standard. I ask Jiaheng to identify the applicable test procedure rather than assuming that working pressure and test pressure are identical.
After calculating stroke and bore, I define the construction details.
| Specification | Example |
|---|---|
| Cylinder type | Double-acting hydraulic cylinder |
| Bore | 100 mm |
| Rod diameter | 56 mm |
| Stroke | 500 mm |
| Working pressure | 200 bar |
| Test pressure | Confirm with supplier and design standard |
| Mounting | Rear clevis and spherical rod eye |
| Port | G1/2 or SAE, location specified on drawing |
| Rod material | Hard-chromed induction-hardened steel |
| Barrel material | Honed steel tube |
| Seal material | PU, NBR, FKM, or application-specific compound |
| Cushioning | Adjustable on extension and retraction |
| Environment | Outdoor, dust, moisture, -20°C to +80°C |
| Inspection | Dimensional, pressure, leakage, surface, and functional testing |
For Custom Hydraulic Cylinders, the seal package must match the fluid and temperature. Standard mineral oil service may use NBR or polyurethane seals, while high-temperature or chemically aggressive environments may require FKM or another specialized compound.
Hydraulic cylinders should ideally apply force along their centerline. Side loading creates excessive wear on the guide bush, rod surface, and piston seal.
I verify:
If the cylinder cannot remain aligned, I specify spherical bearings, articulated mounts, or an external guide system. A cylinder should not be used as a structural guide unless it has been specifically designed for that purpose.
A complete request allows Jiaheng to respond quickly and accurately. I include:
I also specify dimensional tolerances. For example, critical dimensions may require accuracy to 0.01 mm, while non-critical welded dimensions may use a broader tolerance. The tolerance must be realistic for the manufacturing process and identified on the drawing.
A useful RFQ sentence is:
Please confirm the bore and rod selection, buckling safety factor, theoretical extension/retraction force, flow requirement, mounting dimensions, seal material, pressure-test procedure, and inspection report before production.
To build confidence in Custom Made Hydraulic Cylinders, I request documented quality controls rather than relying only on a product photograph.
Depending on the application, relevant references may include:
The supplier and buyer should agree on the exact standard edition and acceptance criteria before production.
I may request:
For a critical production line, 100% inspection of pressure and leakage is more appropriate than sampling alone. Jiaheng can also be asked to confirm whether a quotation includes inspection records and a 24-hour technical response for engineering questions.
This usually indicates insufficient pump flow, excessive restriction, or an oversized bore.
Solutions include:
This can result from a long stroke, compressive loading, poor mounting, or side load.
Solutions include:
Premature leakage may be caused by contamination, rod damage, poor alignment, incorrect seal material, or excessive pressure spikes.
Solutions include:
This often happens when only the stroke is specified.
I prevent it by supplying:
I use the following resources before placing an order:
A simple spreadsheet can calculate bore area, rod area, extension force, retraction force, speed, and flow in seconds. For production equipment, I keep the approved drawing and inspection report together with the machine maintenance documentation.
For a lifting application, my preliminary specification may look like this:
Jiaheng can then review the assumptions and recommend the nearest standard bore and rod combination instead of manufacturing an unnecessarily expensive size.
Before approving Custom Made Hydraulic Cylinders, I confirm:
The most reliable way to specify Custom Hydraulic Cylinders is to combine the stroke measurement, force calculation, rod stability check, hydraulic-system data, and complete mounting drawing. By sending these details to Jiaheng, I reduce quotation delays, prevent installation problems, and improve cylinder service life. Start by measuring the two mounting positions, calculate the required force at real operating pressure, and request a formal engineering review before placing your order.
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