Young's modulus
- noun
- /jʌŋz ˈmɒdʒələs/
- Specialized
- The value of Young's modulus indicates how much a material will stretch when subjected to stress.
- Young's modulus of 1000 MPa
- low Young's modulus
- effective Young's modulus
Examples
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The modulus of elasticity is also commonly called Young's modulus in honor of Thomas Young.
Blog text (26) -
Mechanical properties like Young's modulus, hardness, and even friction coefficient and scratch strength of very thin coatings can be measured by a few techniques.
Academic text (2018) -
Environmental effects on Young's modulus of FRP are insignificant.
Academic text (2018) -
Furthermore, the stiffness depends linearly on the Young's modulus of the material.
Academic text (1998) -
Ideally, the Poisson's ratio should be measured together with the Young's modulus in vivo.
Academic text (2001) -
The effect of indentation rate is a common concern during the extraction of the effective Young's modulus from the indentation responses.
Academic text (2001) -
The reduction of Young's modulus of FRP leads to a decrease in confining stiffness.
Academic text (2018) -
Young's modulus can be estimated using the primary flexural modulus of the composite lay-up.
Academic text (1993) -
By comparing the FE analysis results with the experimental displacements at the ports, an estimation of Young's modulus was obtained.
Academic text (2001) -
Average values of Young's modulus of elasticity and Poisson's ratio for bone were taken from the literature (9-17).
Academic text (1994)
Synonyms
A number that shows how stiff a material is when force makes it stretch
A number that shows how stiff a material is when you push or pull it
A number that shows how much a material changes shape when you push or pull it
How Elastic
Surface Forms
Morphology
Young's + modulus
The constituent 'modulus' signals a technical measure of resistance to deformation, so a learner who knows that word could guess the term relates to material stiffness. However, 'Young's' is an eponymous possessive (a scientist's name) and the precise meaning as the stress/strain ratio within the elastic limit is specialized and not fully derivable from the parts, making the expression only partially predictable.
Etymology
The name Young's modulus comes from the scientist Thomas Young, who studied how wires and rods stretch when you pull them. He compared the force on a piece of material to how much it stretches, so Young's modulus now means a simple measure of a material's 'elasticity'.