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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

Extension Spring Calculator

Inputs

Results

Spring rate k
1.929N/mm
Free length H₀
70mm
Extension f₂
25mm
Load F₁
37.3N
Load F₂
66.2N ≈ 6.75 kgf
Suggested F₀
15.2~24N
Initial stress τ₀
92MPa
Stress τ₁
225MPa
Stress τ₂
399MPa
Allowable [τ]
628MPa
Hook bending stress
765MPa
Hook allowable
981MPa
Outer dia.
18mm
Spring index C
8
Wahl factor K
1.184
Weight (approx.)
27.3g

Body and hook stresses are within allowable values.

Load–extension

18.436.755.173.57142229F₁ 37NF₂ 66NExtension mmN

Free length (inside hooks) estimated per GB/T 2088 hook types; F = F₀ + k·(H − H₀). Body allowable = 80% of compression value (0.40·Rm); hook bending per Shigley σ = F·[K_b·16D/(πd³) + 4/(πd²)], allowable 0.625·Rm; suggested F₀ from Shigley's preferred initial-stress range. For reference only.

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FORMULAS

Formulas

Spring rate

k = G·d⁴ / (8·D³·n)

All body coils are active

Load

F = F₀ + k·(H − H₀)

F₀ = initial tension

Free length

H₀ = (n+1)d + D₁ / + 2D₁

Half loop / full loop, inside hooks

Initial stress

τ₀ = 231/e^(0.105C) ± 6.9(4 − (C−3)/6.5)

MPa, Shigley preferred range; F₀ = πd³τ₀/(8D)

Body stress

τ = K·8FD/(πd³)

Allowable = 80% of compression springs

Hook bending

σ = F·[K_b·16D/(πd³) + 4/(πd²)]

K_b = (4C²−C−1)/(4C(C−1))

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