Compression Spring Calculator
Easily calculate key spring parameters and performance characteristics for your custom compression spring design. This tool helps you determine force, stress, solid height, and other essential spring attributes based on your inputs.
Get Started
To begin, enter your known spring design specifications such as wire diameter, outside diameter, and free length. Select the material and end type, and the calculator will instantly provide critical performance metrics to help you validate or refine your design.
Input Parameters
Calculated Outputs
Geometry
Stiffness
Performance at Solid Height
Other Geometric Properties
At Current Deflection (0.000 in)
Design Checks
This calculator provides estimates based on theoretical spring formulas and standard assumptions. Results are for preliminary design purposes only and should be verified by a qualified engineer for any critical applications. The calculator does not account for all factors affecting spring performance, including material variations, manufacturing tolerances, environmental conditions, or fatigue life.
Use at your own risk. This tool is not intended for applications where spring failure could result in injury, property damage, or system failure. Always consult appropriate engineering standards and conduct proper testing for your specific application.
Request a Custom Quote
Submit your quote request using the inputs and results from the spring calculator which are shown below. Our experienced engineering team will review your specifications and provide a detailed, personalized quotation.
Compression Spring Calculator Summary
Input Parameters
Unit of Measure: Imperial
Outside Diameter (in.): 0 in
Wire Diameter (in.): 0 in
Free Length (in.): 0 in
Total Coils: 0
Material Type: Music Wire (ASTM A228)
End Type: Squared & Ground
Calculated Outputs
Mean Diameter: 0 in
Inside Diameter: 0 in
Spring Index (C): 0
Active Coils: 0
Spring Rate (k): 0 lbf/in
Solid Height: 0 in
Deflection to Solid: 0 in
Force at Solid Height: 0 lbf
Stress at Solid Height: 0 ksi
Pitch: 0 in
Helix Angle: 0 degrees