Scissor Lift Jack Force Bottom Load Calculator

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Open webpage with mathematical proof (Equations and Calculators updated: April 20, 2012).

Open: Scissor Lift Jack Force Bottom Load Proof and Equations

A scissors lift uses linked, folding supports in a criss-cross 'X' pattern, known as a pantograph. The extension is achieved by applying pressure to the outside of a set of supports located at one end of the lift, elongating the crossing pattern. This can be achieved through hydraulic, pneumatic, mechanical or simply muscular means.

It may require no power to return to its original position, but simply a release of the original pressure.

	Scissor Lift Center Loaded Force Calculations
	Variables
	Payload & Platform W (N, lbs) =
	Angle Φ (Degrees)=
	Results
	Force for Equilibrium at Load Rx (N, lbs) =
	Load Ry (N, lbs) =

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Scissor Lift Bottom Loaded Example

Related:

• Scissor Lift Jack Review and Equations
• Scissor Lift Force Center Load Calculator