COMPUTE YOUNGS MODULUS BASED ON BULK MODULUS¶
Converts Bulk Modulus to Young’s Modulus using the standard isotropic elasticity relation E = 3K(1 − 2ν), where K is the bulk modulus and ν is Poisson’s ratio. Use this worker whenever Young’s Modulus is needed but only bulk stiffness data is available.
When to use¶
Classification: process.
Tagged: bulk_modulus, isotropic_elasticity, material_conversion, poissons_ratio, scalar_math, youngs_modulus.
Inputs¶
| Label | ID | Type | Default | Required | Description |
|---|---|---|---|---|---|
| Bulk Modulus | bulk_modulus | scalar | — | ✓ | Bulk modulus K of the material (scalar, pressure units e.g. GPa or MPa); required input — no default is provided, so a value must be supplied. |
| Poissons Ratio | poissons_ratio | scalar | 0.3 | Poisson’s ratio ν of the material (dimensionless scalar, 0 < ν < 0.5); defaults to 0.3, which is a reasonable approximation for many metals — override for rubber-like or other materials. |
Outputs¶
| Label | ID | Type | Description |
|---|---|---|---|
| math_bulk_to_young_output_1 | math_bulk_to_young_output_1 | scalar | Computed Young’s Modulus E (scalar, same pressure units as the input Bulk Modulus), derived via E = 3K(1 − 2ν). |
Disciplines¶
- data.curve.transform
- engineering.material.characterization
Runnable example¶
A runnable example is registered for this worker. Open the example workflow on the d3VIEW canvas: /api/workflow/example?id=math_bulk_to_young
Auto-generated from transformation schema. Worker id: math_bulk_to_young. Schema hash: 18751e3a5155. Hand-curated docs in workerexamples/ override this page when present.