Exact(4)
Two numerical applications dealing with fatigue crack growth are presented to illustrate the proposed method, showing its performance in terms of numerical efficiency and accuracy.
The benefit of including a tangent stiffness matrix proportional to the normal contact force and the effect of performing artificial symmetrization of the linearized friction contribution are investigated in terms of numerical efficiency.
Finally, our method is compared with the classical cubic/thin-plate smoothing spline methods via numerical experiments, where it is seen that the quality of the obtained fitting function is very much equivalent to that of the classical methods, but our method offers advantages in terms of numerical efficiency.
In terms of numerical efficiency, the hybrid schemes outperform the direct optimization by nearly two orders of magnitude while resulting in a significantly better gate fidelity.
Similar(56)
We analyze the multimodal character of the associated non linear optimization problems, and we also evaluate different global optimization approaches in terms of numerical robustness, efficiency and scalability.
The application to four case studies shows the benefits of the new algorithm in terms of numerical and computational efficiency with respect to a multi-objective genetic algorithm.
The objectives of this paper are to compare the three algorithms in terms of numerical accuracy and efficiency and to demonstrate the ability of PDF methods to calculate this type of flow accurately.
We demonstrate reliability, accuracy of the coupling approach and efficiency in terms of numerical costs and modeling effort of our approach with several examples.
In this paper, we describe a unified framework for these methods based on weighted least squares approximations, and on top of this framework we compare a number of methods in terms of numerical accuracy and stability as well as runtime efficiency and robustness through both theoretical analysis and numerical experiments.
For all of this, the worldly success of Christianity – measured in terms of numerical growth – had much to do with the Roman passion for architecture.
For one thing, he said, that former theory was framed in terms of numerical mechanical calculations, and many physicists doubted that it applied to natural systems.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com