Petermann argued that this quantity can reduce podocyte proliferation. Saint Venant's principle allows the simplification of distributions of this value, while its Biot version is energy conjugate to the right stretch tensor. Cauchy postulated that this vector is not influenced by the curvature of internal surfaces, and his namesake tensor describes this value. The "true" version of this quantity is measured during "necking," and (*) yield point is the value of this quantity when a material begins to plastically deform. Stiffness is measured as this quantity times cros
Petermann argued that this quantity can reduce podocyte proliferation. Saint Venant's principle allows the simplification of distributions of this value, while its Biot version is energy conjugate to the right stretch tensor. Cauchy postulated that this vector is not influenced by the curvature of internal surfaces, and his namesake tensor describes this value. The "true" version of this quantity is measured during "necking," and (*) yield point is the value of this quantity when a material begins to plastically deform. Stiffness is measured as this quantity times cross-sectional area over displacement, while Young's modulus is measured as this quantity over strain. For ten points, name this non-pressure quantity defined as the internal forces that particles exert on one another and often expressed as force over area.
Petermann argued that this quantity can reduce podocyte proliferation.
stress