Benini distribution: Difference between revisions

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In relation to [[biomechanics]], the '''aggregate modulus''' (Ha) is a measurement of the stiffness of a material at equilibrium when fluid has ceased flowing through it. The aggregate modulus can be calculated from [[Young's modulus]] (E) and the [[Poisson ratio]] (v).
 
 
:<math>
Ha=E(1-v)/[(1+v)(1-2v)]
</math>
 
 
The aggregate modulus of a similar specimen is determined from a unidirectional ''deformational'' testing configuration, i.e., the only non-zero strain component is E<sub>11</sub>, as opposed to the Young's modulus, which is determined from a unidirectional ''loading'' testing configuration, i.e., the only non-zero stress component is, say, in the '''e<sub>1</sub>''' direction. In this test, the only non-zero component of the stress tensor is T<sub>11</sub>.
 
 
Reference: Biomechanics of Cartilage by Mansour
 
[[Category:Biomechanics]]
[[Category:Motor control]]
[[Category:Physical quantities]]

Revision as of 03:56, 27 December 2013

In relation to biomechanics, the aggregate modulus (Ha) is a measurement of the stiffness of a material at equilibrium when fluid has ceased flowing through it. The aggregate modulus can be calculated from Young's modulus (E) and the Poisson ratio (v).


Ha=E(1v)/[(1+v)(12v)]


The aggregate modulus of a similar specimen is determined from a unidirectional deformational testing configuration, i.e., the only non-zero strain component is E11, as opposed to the Young's modulus, which is determined from a unidirectional loading testing configuration, i.e., the only non-zero stress component is, say, in the e1 direction. In this test, the only non-zero component of the stress tensor is T11.


Reference: Biomechanics of Cartilage by Mansour