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This method, the Dynamic Radiative Transfer System (DRTS), employs a dynamical system formality using a global sparse matrix, which characterizes the physical, optical and geometrical properties of the material-volume of interest.
Using a small perturbation method, the dynamic coefficients of bearings are evaluated.
Utilizing Hamilton׳s principle and assumed mode method, the dynamic equations of the stator are deduced.
According to Newmark method, the dynamic response of the rotor is calculated.
In the proposed method, the dynamic programming is implemented to evaluate the fitness value of chromosomes in the genetic algorithm.
By using this method, the dynamic tensile strength of concrete and its dependence on strain rates were measured and investigated.
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Employing the Galerkin and Bolotin methods the dynamic instability regions are computed.
Using the same data and different thermal methods the dynamic fragility of PEN was evaluated.
In contrast to static and quasi-static methods, the dynamic technique allows avoiding errors caused by charge accumulation on the grain boundaries in polycrystalline samples [6, 33].
The results show good agreement with those of the transfer matrix method and the dynamic stiffness method.
Thus, referring to the conjugate gradient method, a subgradient method considering the dynamic search direction is developed.
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