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Canal SpringSINCE 2004
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ENGINEERING TOOLS

Spring Calculators

Online design calculations for compression, extension, torsion, disc and leaf springs

Compression Spring Calculator

Inputs

End type

Results

Spring rate k
11.704N/mm
Installed load F₁
117N ≈ 11.93 kgf
Working load F₂
257.5N ≈ 26.26 kgf
Stress τ₁
167MPa
Stress τ₂
368MPa
Allowable [τ]
785MPa
Solid load Fs
374.5N
Solid stress τs
535MPa
Solid height
38mm
Pitch
8mm
Outer dia.
34mm
Inner dia.
26mm
Spring index C
7.5
Wahl factor K
1.197
Slenderness b
2.33
Weight
93g
Natural freq.
198Hz

Parameters look reasonable; working stress is within the allowable value.

Load–deflection

941872813758162432F₁ 117NF₂ 257NFsDeflection mmN

Sketch

D 30 × d 4 × n₁ 10 · H₀ 70

Common formulas of GB/T 23935: k = Gd⁴/(8D³n), τ = K·8FD/(πd³). Allowable shear stress = 0.5·Rm for the selected load class. Rm depends on wire size — adjust as needed. For reference only; contact our engineers for detailed design.

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FORMULAS

Formulas

Spring index

C = D / d

Typically 4–16

Wahl factor

K = (4C−1)/(4C−4) + 0.615/C

Corrects for coil curvature stress

Spring rate

k = G·d⁴ / (8·D³·n)

n = active coils; within 0.5% of an energy solution incl. helix angle

Load & stress

F = k·(H₀ − H), τ = K·8FD/(πd³)

Compare with the allowable shear stress

Solid height

Hs ≈ (n₁ − 0.5)·d

Closed & ground; ≈ (n₁ + 1)·d if not ground

Buckling

b = H₀ / D

Both ends fixed ≤ 5.3; fixed–pivoted ≤ 3.7; both pivoted ≤ 2.6

We build to drawing or sample. Send us your drawing or working conditions and our engineers will recommend material and design.

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