Tensor analysis has emerged as a fundamental mathematical framework in elucidating complex interactions within quantum physics and elasticity. In quantum physics, tensors facilitate the description of ...

Description: A basic course in the theory of elasticity with emphasis on understanding the fundamental principles and solution techniques used in the stress analysis of structures. Cartesian tensors.

The extracellular matrix (ECM) is a complex assembly of structural proteins that provides physical support and biochemical signaling to cells in tissues. The mechanical properties of the ECM have been ...

This paper proposes an exact analytical formula for the topological sensitivity of the macroscopic response of elastic microstructures to the insertion of circular inclusions. The macroscopic response ...

This course deals with advanced theory regarding stress, strain, and deformation or flow in solids, liquids, and gases. The course focuses to materials that can be considered as continuous, with no ...

Theory of elasticity: elastic stability, principal of minimum potential energy, Raylegh-Ritz methods. Introduction to finite element methods of stress analysis: computer implementation and use of ...

A study has suggested that elasticity in an object possibly originates in the interactions between molecules of the flexible ...

Theory of elasticity: elastic stability, principal of minimum potential energy, Raylegh-Ritz methods. Introduction to finite element methods of stress analysis: computer implementation and use of ...