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A closed-form expression of the dynamic stress was obtained.
The expression of the dynamic parameters is defined from the solution of an Algebraic Ricatti Equation.
Landscapes change because they are the expression of the dynamic interaction between natural and cultural forces in the environment.
An expression of the dynamic material parameter with respect to the relative density and the base-material parameters is obtained.
The Martian landscape is currently dominated by eolian processes, and eolian dunes are a direct geomorphic expression of the dynamic interaction between the atmosphere and the lithosphere of planets.
We could see this as an expression of the dynamic nature of the contemporary educational domain, which is now also often characterised in terms of transformation (Liu et al., 2017; Bell, 2017; Walker et al., 2016: Tuomi, 2013; Baker & Wiseman, 2008).
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Based on moving asymptotes approximate functions, approximated approximations expressions of the dynamic responses are constructed.
Analytic expressions of the dynamic amplification factor and the characteristic response spectrum are derived for weakly damped beams with various boundary conditions subjected to point loads moving at constant speeds.
Starting from a model for damaged suspended cables recently proposed in the literature, an improved expression for the dynamic increment of cable tension is derived.
The approach is based on a mode-selection method which comes from an idea that an optimal range of frequency and mode exists for dynamic load reconstruction, as well as on the consistent spatial expression of the distributed dynamic loads.
In this paper the closed form expression of the exact dynamic stiffness matrix of an Euler Bernoulli beam in the presence of an arbitrary number of concentrated cracks is derived.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com