Subject
A spring coefficient is the force required to deflect (or deform) an elastic structural element or body by a unit length (1.0 metre, inch, etc.) and is used to define an expected deflection due to a given load and/or its natural frequency.
A spring coefficient describes a linear relationship between force (F) and deflection (y); i.e. F ∝ y
Calculator
Spring Coefficient calculates this property for a number of structural elements including; columns, shafts, springs, tensile cords and beams & plates with various end/edge support conditions.
The spring coefficient calculator is not limited to plain or singular elements. Quite complex structural frames such as bridges or crane booms may be calculated with equal accuracy if its material(s) and sectional properties are known, consistent and obey Hooke's law.
For help using this calculator see Technical Help
Spring Coefficient Calculator  Options
Beams
Calculates the spring coefficients for six beam configurations with fixed, simplysupported, guided and free ends.
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and the Spring Coefficient calculator will provide: 


Shafts
Calculates the spring coefficient of a rotating shaft with a torsional load (applied torque).
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and the Spring Coefficient calculator will provide: 


Columns
Calculates the spring coefficient of a longitudinal column under an axial load, either tensile or compressive.
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and the Spring Coefficient calculator will provide: 


Plates
Calculates the spring coefficient of a circular plate with its outeredge fixed or simply supported and a small force applied anywhere on its surface.
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and the Spring Coefficient calculator will provide: 


Coiled Springs
Calculates the spring coefficient of a coiled spring made from flatstrip with a tensile load applied at its outer end.
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and the Spring Coefficient calculator will provide: 


Helical Springs
Calculates the spring coefficient of a helical spring under an axial load, either tensile or compressive.
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and the Spring Coefficient calculator will provide: 


Tension Cords
Calculates the spring coefficient of a cord under tension with a load applied halfway along its length.
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and the Spring Coefficient calculator will provide: 


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