1) Force Calculator
Enter values and click Calculate Force.
Use this page to calculate gas strut force in Newtons, convert to pounds-force, estimate standard strut size, and calculate open/closed lengths with stroke from mounting geometry.
Enter values and click Calculate Force.
Set geometry and click Calculate Lengths.
Gas struts, also called gas springs, lift supports, or gas shocks, provide controlled lifting and holding force for lids, hatches, cabinets, machine guards, canopies, and access panels. Getting the right gas strut size is not just about choosing a force number from a catalog. Accurate gas strut calculation combines load, geometry, opening angle, hinge location, stroke, and safety factors.
If a gas strut is under-sized, the lid feels heavy and may drop. If over-sized, the lid can be hard to close, may pop open aggressively, and can overload mounts. The purpose of this guide is to help you size gas struts more reliably using a clear method and a calculator you can use immediately.
At a chosen lid position, the hinge moment from weight must be balanced by the hinge moment from one or more struts.
Where m is the lid mass in kilograms, g is gravitational acceleration (9.81 m/s²), d_cg is hinge-to-center-of-gravity distance, d_mount is hinge-to-lid-mount distance, and theta is the angle between the gas strut axis and the lid at the calculation position.
Since gas springs have friction, tolerances, and force variation over stroke, most designs apply a friction allowance and safety factor. This is why a practical selection value is usually higher than the pure static result.
Geometry dominates performance. Even a high-force gas spring can feel weak if mounted with poor leverage, especially if the strut angle becomes shallow near closed position.
The calculator above gives required force per strut and a rounded recommended nominal force. In manufacturing, struts are stocked in standard force increments, so rounding up is normal. If your application is user-facing, avoid very high oversizing because closing effort rises quickly.
For most lids and doors, a design window of about 10% to 25% above the pure static force at the target balance angle is common. Heavy industrial covers, high friction hinges, and outdoor environments may justify a larger margin.
Force alone is not enough. The strut must also physically fit both closed and open positions. Length and stroke sizing are driven by the distance between body mount and lid mount at each angle. The geometry calculator on this page computes:
If your open-position length is shorter than closed-position length, your coordinate setup likely needs sign or angle convention correction. In most lift applications the strut extends as the lid opens.
Decide whether the lid should self-open, neutrally balance, or require manual lift. Different products need different feel. A toolbox lid may need neutral hold, while a service hatch may need stronger self-opening assist.
The hardest part of motion is often near closed position where leverage is lowest. If you only calculate at full open, the strut may disappoint in actual use. Evaluate critical angles, especially where users begin to lift.
Two struts with force tolerance can produce slight left/right imbalance. Quality mounting symmetry and robust brackets reduce side loading and binding.
Temperature changes gas pressure. Very cold conditions reduce effective output force. Dust, corrosion, and high cycle applications benefit from proper rod orientation, protective materials, and conservative margin.
Hinge friction can be helpful or harmful depending on consistency. If hinge torque varies widely, tuning gas struts becomes difficult. Stable hinges and repeatable mount points produce predictable behavior.
| Application | Typical Strut Count | Usual Safety Margin | Notes |
|---|---|---|---|
| Small cabinet doors | 1 to 2 | 10% to 20% | Prioritize soft user feel and quiet closing |
| Automotive canopies / service hatches | 2 | 15% to 30% | Include temperature and seal friction effects |
| Machine guarding panels | 2 | 20% to 35% | Safety and reliable hold-open are critical |
| Heavy industrial lids | 2 to 4 | 25% to 40% | Check bracket strength and frame stiffness |
A calculated value is the starting point. Final selection should always include prototype testing. Build or mock up the mounting points, then validate opening force, closing effort, hold-open stability, and user comfort. If needed, fine-tune by changing bracket position before changing force rating. Small geometry shifts often produce better results than large force jumps.
In production, document the final hinge coordinates, bracket part numbers, and orientation rules. This protects consistency and prevents performance drift between units.
Use the force calculator with real geometry. Do not guess by weight alone. The required Newton value depends strongly on hinge distance, center of gravity, and strut angle.
Sometimes, but single-sided lifting increases torsion and can twist lids or mounts. Dual struts are generally better for balanced loads and durability.
Usually leverage is poor near closed position, or the strut has insufficient stroke/incorrect mounting path. Check geometry first, then force.
In many applications, rod-down in the closed position helps lubrication and seal life. Follow manufacturer guidance for your orientation and duty cycle.
A common starting range is 1.1 to 1.3 depending on hinge friction, temperature, and product feel targets. Critical industrial uses may require higher margins and formal testing.
Engineering note: this calculator is intended for preliminary sizing and design iteration. Validate with real hardware, manufacturer tolerances, and safety requirements before release.