Following are common error messages you may encounter when running a simulation.
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Message |
Meaning |
Possible Solution/Problem |
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Failed to reach convergence in 25 iterations on assembly displacement. |
ADAMS/Solver cannot determine the assembled position. |
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The Initial Conditions displacement solution failed due to a position that produced a singular matrix. |
ADAMS/Solver is unable to determine the assembled position because the step size has become too small. |
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The Kinematic Displacement solution failed to converge after executing %d iterations. For the last attempted iteration the equation with the largest error was %s Error = %E. The variable receiving the largest increment was %s Delta = %E. |
ADAMS/Solver is unable to determine initial position of mechanism. |
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At time %E the Kinematic Displacement solution matrix is singular. The Kinematic solution cannot proceed. |
The step size used to determine the next point in time has become too small. |
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At time %E the model has %d degrees of freedom. The Kinematic solution cannot proceed. |
The simulation started as a Kinematic system and during redundancy removal it has become dynamic |
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At time % E in the Kinematic Displacement solution, a redundant constraint has become inconsistent. |
ADAMS/Solver cannot satisfy all the constraint equations due to a conflict in the constraints. |
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At time %E the GSTIFF integrator is unable to proceed. Corrector convergence could not be achieved. The size of the last attempted time step: %E State variable with maximum value: %s %E State variable with maximum derivative: %s %E |
ADAMS/Solver is unable to determine the next time step. |
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At time %E the acceleration and force acceleration solution failed to converge after executing %d iterations. For the last attempted iteration the equation with the largest error was %s Error = %E. The variable receiving the largest increment was %s Delta = %E. |
A rapid change in force/acceleration has occurred, and ADAMS/Solver cannot determine the next time step (there is discontinuous motion). |
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At time %E the Jacobian matrix for the GSTIFF corrector is singular. |
The time step size has become too small. |
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