linear elasticity वाक्य
उदाहरण वाक्य
मोबाइल
- He worked on problems in the theory of non-linear elasticity.
- An explanation of this relation in terms of linear elasticity theory is problematic.
- The inequality is therefore an important tool as an a priori estimate in linear elasticity theory.
- The cable break will infact propigate as a wave, per Linear elasticity ( WARNING : MATH ).
- Mechanical deformation of hard tissues ( like wood, shell and bone ) may be analysed with the theory of linear elasticity.
- Within linear elasticity the free energy has to be quadratic in the tensor's elements, which eliminates an additional scalar.
- A common application to this is the evaluation of the potential energy as function of the strain tensor, within the framework of linear elasticity.
- Linear elasticity theory predicts that stress ( and hence the strain ) at the tip of a sharp flaw in a linear elastic material is infinite.
- The equations are then discretized onto a grid using the finite difference method and solved subject to the constraints of Gauss's law and Linear elasticity.
- A common approach in linear elasticity is to superpose a number of solutions each of which corresponds to a point load acting over the area of contact.
- He is known for Morera's theorem in the theory of functions of a complex variable and for his work in the theory of linear elasticity.
- If a particular type, in linear elasticity, or more precisely by a tensor field of type, since the stresses may vary from point to point.
- The scale factors are sometimes called Lam?coefficients, but this terminology is best avoided since some more well known coefficients in linear elasticity carry the same name.
- The BDDC method is often used to solve problems from linear elasticity, and it can be perhaps best explained in terms of the deformation of an elastic structure.
- He made important contributions to linear elasticity : the Somigliana integral equation, analogous to Green's formula in potential theory, and the Somigliana dislocations are named after him.
- Its scientific interests mainly are in the fields of calculus of variations and partial differential equations including applications, for example in the theory of non-linear elasticity and in biology.
- When the rotation or stretch of a sub volume is large, errors can be introduced into the calculation of cell surface tractions since most TFM techniques employ a computational framework based on linear elasticity.
- When small deflections of a structure are to be analyzed, elastica theory is not required and an approximate solution may be found using the simpler linear elasticity theory or ( for 1-dimensional components ) beam theory.
- For small strains, the measure of stress that is used is the infinitesimal strain tensor; the resulting ( predicted ) material behavior is termed linear elasticity, which ( for isotropic media ) is called the generalized Hooke's law.
- For second-order problems, such as the Laplace equation or linear elasticity, the matrix of the system has condition number of the order 1 / " h " 2, where " h " is the characteristic element size.
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