Mechanics of Materials¶
Gere, J. M., & Goodno, B. J. (2012). Mechanics of Materials.
Cited by¶
4 citations across 4 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Contact-Response Decomposition
- Materials engineering: deformation = stress × compliance, with stress as contact-with-load and compliance as the material's response.
This sourceStandard treatment relating deformation to applied stress and material compliance.
- Materials engineering: deformation = stress × compliance, with stress as contact-with-load and compliance as the material's response.
- Elasticity
- A distinct dimensionless mechanical response elasticity would need to compare a fractional strain change with a fractional stress change explicitly.
This sourceDefines Young's modulus as the stress–strain ratio and the linear-elastic regime up to the yield point, past which plastic deformation or brittle fracture occurs.
- A distinct dimensionless mechanical response elasticity would need to compare a fractional strain change with a fractional stress change explicitly.
- Fold
- The hinge is the bend line where curvature concentrates; through its thickness sits the neutral fiber, the surface where stress passes through zero — the outer fibers stretch, the inner fibers compress, and the neutral axis stays unstrained.
This sourceStandard mechanics-of-materials text covering pure bending and the neutral axis/neutral surface: outer fibers in tension, inner in compression, with zero longitudinal stress and strain at the neutral surface.
- The hinge is the bend line where curvature concentrates; through its thickness sits the neutral fiber, the surface where stress passes through zero — the outer fibers stretch, the inner fibers compress, and the neutral axis stays unstrained.
Domain-specific¶
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Links previously used in the corpus¶
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Registry ID ref:2636af752625 · see in the full table