Linked from

The 23 pages that link to Young's modulus, each with the reason it gives.

• Stress (mechanics)Related: It quantifies stiffness in the simplest tensile or compressive loading case.

• Contact mechanicsRelated: It helps set how much each body deforms under a given contact load.

• Hooke's lawRelated: It sets the stress–strain proportionality for uniaxial tension or compression.

• Thermal shockRelated: Stiffer materials develop greater stress for a given constrained thermal strain.

• CantileverRelated: It helps determine how much a cantilever deflects for a given load and geometry.

• Carbon nanotubeRelated: It quantifies the stiffness that makes nanotubes attractive as reinforcing elements.

• BucklingRelated: The modulus sets the elastic stiffness appearing in Euler's buckling prediction.

• Poisson's ratioRelated: Together with Poisson's ratio, it determines the isotropic elastic response to uniaxial stress.

• Shear modulusRelated: It is another elastic stiffness, related to shear modulus for isotropic materials.

• Strength of materialsRelated: It measures stiffness in uniaxial loading.

• Strain gaugeRelated: It relates measured strain to stress when the tested material behaves elastically.

• Carbon fibersRelated: Fiber grades are often distinguished by their stiffness as well as their strength.

• LaminationRelated: Layer stiffness influences how a laminate shares loads and resists deformation.

• Euler–Bernoulli beam theoryRelated: It supplies the material stiffness in the theory’s bending law.

• Yield (materials science)Related: Its slope describes the elastic response leading up to yield.