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The results of approximate solution of the tolling contact problem are shown.
These approximations to the Riemann problem are shown to work well, even for strong discontinuities.
The forces for this nonlinear problem are shown to satisfy a linear recursive equation, from node-to-node of the structure.
The effective local truncation error is shown to be less than for higher-order one-sided finite-difference approximations but the solutions for a test problem are shown to have comparable accuracy for both approximations.
The parameters of the test problem are shown in Tables 4, 5 and 6.
The physical model and coordinate system of this problem are shown in Figure 1.
Similar(50)
A solution of the problem was shown around 1935.
An application to the Wine data classification problem is shown.
The optimization problem is shown to be equivalent to the Multiple Choice Knapsack (MCKP) problem.
This problem is shown to be NP-hard, and a heuristic approach is proposed.
The problem is shown to be the instability of β-phase during milling.
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CEO of Professional Science Editing for Scientists @ prosciediting.com