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Tensile Strain & Poisson Ratio Calculator

Calculate engineering strain (ε = ΔL / L), microstrain (με), and lateral Poisson contraction

Elastic Elongation & Hooke's Law Solver

Engineering Strain & Stress

Computes dimensionless elongation strain ε = ΔL / L₀ and linearly elastic stress σ = E · ε via Young's modulus.

1.00 m
1200 µm
29008 ksi
Lateral
Hooke's Elastic Extension & Poisson Lateral ThinningInitial Length L₀ = 1000 mmΔL+1.2 mmStrain ε = 0.12% (1,200 µε)
Engineering Strain (ε = ΔL / L₀)
0.12% (1,200 µε)
Dimensionless fraction: 0.0012
Hooke's Law Stress (σ = E·ε)240 MPa34.81 ksi
Lateral Strain (ε_lat = -ν·ε)-0.0336%-0.000336
Resilience Strain Energy144 kJ/m³Energy stored in elastic volume
Step-by-Step Engineering Derivation

Axial Strain ε = ΔL / L₀ = 1.2 mm / 1000 mm = 0.0012 (0.12% or 1200 με)

Hooke's Law Elastic Stress σ = E · ε = (200 × 10³ MPa) × 0.0012 = 240 MPa

Lateral Strain ε_lat = -ν · ε = -(0.28) × 0.0012 = -0.000336

About Tensile Strain & Poisson Ratio Calculator

Calculate engineering tensile strain (ε = ΔL / L), percentage deformation, and microstrain (με) readouts matching foil strain gauges. Computes transverse lateral contraction via Poisson's ratio (ν) for structural materials.

Key Capabilities & Features

  • Calculates dimensionless engineering strain (ε), microstrain (με), and percentage elongation
  • Computes lateral transverse contraction using material-specific Poisson's ratios
  • Built-in material properties for steels, aluminum alloys, titanium, and carbon fiber
  • Accurate conversion from physical elongation measurements to strain gauge readouts
  • Compatible with Hooke's Law linear elastic deformation calculations

How to Use Tensile Strain & Poisson Ratio Calculator

1

Select Material

Choose your alloy or composite to set the characteristic Poisson's ratio.

2

Input Specimen Dimensions

Enter original gauge length (mm) and measured extension/elongation (mm).

3

Review Strain Metrics

Read out microstrain for instrument calibration and inspect transverse shrinkage.

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Frequently Asked Questions

What is the difference between strain and stress?

Stress (σ) is the internal resistive force per unit area within a loaded body (measured in MPa). Strain (ε) is the resulting normalized physical deformation or elongation (dimensionless ratio).

What is Poisson's ratio?

Poisson's ratio (ν) is the negative ratio of transverse (lateral) strain to axial (longitudinal) strain. When stretched, most materials contract laterally, with ν typically between 0.25 and 0.35 for metals.