Error in sweep. - parameters: "matsw.sw1","1" The following feature has encountered a problem: - Feature: Stationary Solver 2 (sol4/s2) Failed to find a solution. Maximum number of Newton Iterations reached. Return solution is not converged. Not all parameter steps returned. I believe th...
Maximum number of Newton iterations reached. Time : 2.001161594232421e-006 Last time step is not converged. What could be possible reason for error please look into it . THANKS IN ADVANCE.
Unable to solve nonlinear system with NewtonSolver. *** Reason: Newton solver did not converge because maximum number of iterations reached. *** Where: This error was encountered inside NewtonSolver.cpp. *** Process: 0 *** *** DOLFIN version: 2017.1.0 *** Git changeset: 3d1f687ec9ee3...
The simulation environment is defined by the topography of stations and rail lines, as well as the properties of these, e.g. number of platforms, directionality, gradients, and the maximum line speed. There are two types of agent; trains and passengers. For brevity, from here on in we ...
aligned. Therefore, a number of alternative, more sophisticated approaches needed to be considered, e.g., based on full finite-element models and an explicit compression simulation [38], random-walk based models of curved fibers [39] or the shaking and breaking approach of Li et al. [40]....
I get an error of "Failed to find a solution. Maximum number of Newton iterations reached. Returned solution is not converged.''
When the number of iterations increases, the estimation becomes more accurate, so that the practical MCC-Newton algorithm will achieve a similar performance with the ideal one after a certain number of iterations. Figure 7. The weight tracks for the gradient descent-based algorithm (MCC_GD) and...
In this research, a new optimization method named remora optimization algorithm (ROA) [26], with a low number of control parameters, is applied for MPPT solving. The reasons for using the ROA to solve the MPPT problem are the high power of the ROA in preventing trapping in the local ...
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