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We show how nowadays it is possible to achieve the goal of accuracy and fast computation response in radiotherapic dosimetry using MonteCarlo methods, together with a grid computing model.
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Generation of constraint equations: For each positive detection, the discrete constraints are evaluated and temporarily stored (including discrete gradients, etc).. Computation of response: Given the active set of constraints the response is computed.
Since then, evaluation techniques for LQNs that allow the computation of response time percentiles have been presented [61].
Occasionally however, they also wish to access additional resources to achieve short bursts of highly intensive computation in response to deadlines, or to manage peaks of data throughput.
Applications are made for the computation of response of several typical plate structures, approximated by the finite element method so that they can be analyzed as MDOF systems.
Popovics Saenz concrete with smoothing parameter and M P (smooth model) steel models are used to avoid the occurrence of the discontinuity and get the continuous computation of response sensitivity.
To reduce computation time, response surface method, which approximates the output strain with respect to input random variable (RV) with the design of experiment (DOE) procedure, is used to perform reliability analysis.
Generalization of the ESCD method for computation of responses of nonlinear mdof systems is presented in a companion paper.
Therefore, for the design point search, using gradient based optimization algorithms, smooth material model plays an important role to get accurate and efficient computations of response sensitivities.
Therefore, for the design point search, using gradient based optimization algorithms, smooth material model plays an important role to get accurate and efficient computations of response sensitivities. 2.
In a companion paper, the extended stochastic central difference (ESCD) method was presented for computation of responses of linear multi-degrees-of-freedom (mdof) systems under narrow band stationary and nonstationary random excitations.
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