Material Presets
Paris Law Constants
10⁻¹⁵10⁻¹²10⁻⁹
Fracture Toughness & Stress
Crack Dimensions
Formulas
$\Delta K = \Delta\sigma\sqrt{\pi a}$
$\dfrac{da}{dN} = C\,\Delta K^m$
$N_f = \int_{a_0}^{a_c}\!\dfrac{da}{C(\Delta\sigma\sqrt{\pi a})^m}$
$\dfrac{da}{dN} = C\,\Delta K^m$
$N_f = \int_{a_0}^{a_c}\!\dfrac{da}{C(\Delta\sigma\sqrt{\pi a})^m}$
Fatigue Life N_f
—
cycles
Critical Crack Length a_c
—
based on K_IC
Initial ΔK (at a₀)
—
MPa√m
Last 10% Crack Growth Cycles
—
% of total life
1. Crack Growth Rate da/dN vs ΔK (Log-Log) — Paris Law Line
2. Crack Length a(N) vs Cycles (Observe Rapid Fracture Acceleration)
3. Crack Growth Rate da/dN vs Cycles N