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The distribution is defined by a shape parameter, the Weibull modulus, and a scaling parameter.
The importance of the utilisation of a true tensile modulus and a true Poisson's ratio is demonstrated.
An increase in Si10 content led to an increase in Young's modulus and a concomitant decrease in flexural strain.
The new scaffolds showed a 90% reduction in elastic modulus and a 74% increase in max strain.
A lower elastic modulus and a higher elongation at break were obtained with the increase of PPC content.
The RAC specimens were however found to have a lower elastic modulus and a higher peak strain.
A significant lightening can be achieved in parts designed for stiffness with a high Young's modulus and a low density.
In general, the crosslinked materials exhibited a decrease in tensile modulus, and a very low tensile strength and tear resistance.
An increase in curing age leads to an increase in dynamic shear modulus and a slowly decrease in damping ratio.
Similar(2)
Connor [8] has further extended this definition to a definition of strong A-summability with respect to a modulus, where A = ( a m k ) is a non-negative regular matrix, and established some connections between strong A-summability with respect to a modulus and A-statistical convergence.
Connor[16] further extended this definition to a definition of strong A- summability with respect to a modulus, where A = (an,k) is a non-negative regular matrix, and established some connections between strong A- summability, strong A- summability with respect to a modulus, and A- statistical convergence.
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