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Young's modulus is defined as the ratio of stress to strain and is used to provide a measure of stiffness.
Young's modulus is defined as "the ratio of stress to strain for uniaxial stress (Gidley et al. 1989)".
For the degree of restraint, the restraining materials modulus is defined as E f, and the modulus of the freshly casted concrete is E c.
Theoretically, the model is stretched linearly in the elastic deformation stage and the elastic modulus is defined as the slope of the linear portion of the stress-strain curve.
The comprehensive elastic modulus is defined as an integrated interface parameter, and it has a good correlation with the macro properties like compressive strength and diffusion coefficient of Cl− of RAC.
The results of the long-term triaxial creep tests show that creep strains accumulate until a "creep-stable state" is reached when virtually no further creep is occurring at that level of sustained deviator stress and temperature, and a corresponding "creep-stable stress-strain modulus" is defined.
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A fatigue modulus was defined as the slope of a line, connecting the minimum stress-strain point with the maximum one in the cycle.
Accounting for tissue variation, the fibril and matrix modulus were defined as a range rather than an absolute value.
The data presented in the literature prove that cell mechanical properties, particularly stiffness and the Young's modulus, are defined mostly by the state of the actin cytoskeleton and not by the microtubule system.
A single value of elastic modulus does not represent the continuously varying response of the tissue, and the variation of elastic modulus can then be taken into account by introducing an incremental elastic modulus, which is defined by the differentiation of the stress-strain relationship.
The Opial modulus of is defined for as (2.6).
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