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Interaction of Mechanics and Mathematics

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With its origins in the theories of continuous distributions of dislocations and of metal plasticity, inhomogeneity theory is a rich and vibrant field of research. The recognition of the important role played by configurational or material forces in phenomena such as growth and remodelling is perhaps its greatest present-day impetus. While some excellent comprehensive works approaching the subject from different angles have been published, the objective of this monograph is to present a point of view that emphasizes the differentialgeometric aspects of inhomogeneity theory. In so doing, we follow the general lines of thought that we have propounded in many publications and presentations over the last two decades. Although.

TÀI LIỆU LIÊN QUAN

The interaction between two parametric excitations of the second and third degrees

On the interaction between self-excited and forced oscillations

Study of separation phenomenon in transonic flows produced by interaction between shock wave and boundary layer

The analysis of composite beams with partial interaction using the general technique method

Applying the contact element for simulation of interaction between drillstring and holewall

Numerical and experimental modeling of interaction between a turbulent jet flow and an inlet

Interaction between nonlinear parametric and forced oscillations

On the interaction between forced and parametric oscillations in a system with two degrees of freedom

Interaction between parametric and forced oscillations in fundamental resonance

Interaction between linear and cubic parametric excitations
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