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This leads to convergence difficulties in static solvers.
Further convergence difficulties are encountered for multi-domain problems where contacting domains suffer variable contact conditions.
However, it is barely used at present because it occasionally incurs numerical instabilities and convergence difficulties.
We find no convergence difficulties provided we study mobility problems, rather than resistance problems.
However, if the scalar potential formulation is utilised, convergence difficulties may occur.
Then, we describe a solution strategy that overcomes the nonlinear convergence difficulties.
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No convergence difficulty was encountered during the crack growth analyses.
No convergence difficulty has been encountered during the crack growth analyses.
No convergence difficulty was encountered for all the cases with different values of crack velocity.
However, when the displacement loaded system is used, there is no convergence difficulty.
The geometrical and contact nonlinearities in tubular buckling problem lead to convergence difficulty in calculation.
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