ProductsAbaqus/StandardAbaqus/CAE Time incrementation parameters and adjustment criteriaTable 1 lists tolerance parameters available for specific analysis procedures. Descriptions of time integrators for the transient procedure types and, in the case of implicit dynamics, discussion of additional factors influencing the time increment size related to accuracy of time integration are provided in the respective sections referenced in Table 1.
In any transient analysis where automatic time incrementation is used, some of these tolerances, , , will be active. Corresponding measures of the integration accuracy, , will be calculated for each increment in the step. Abaqus/Standard will use these values to adjust the time incrementation using the criteria described in this section. The smallest time increment required by all criteria is used if more than one accuracy measure is active. Reducing the time increment sizeIf for any control, J, that is active in the step, the time increment is too large to satisfy that time integration accuracy requirement. The increment is, therefore, begun again with a time increment of where you can define the value of . By default, = 0.85. Input File Usage CONTROLS, PARAMETERS=TIME INCREMENTATION first data line , , , Abaqus/CAE Usage Step module: Specify: Time Incrementation; click More to see additional data tables: toggle on Increasing the time increment sizeIf at the current time increment, , for all J in each of consecutive increments, i, and if no cut-back has occurred within those increments because of nonlinearity, the next time increment will be increased to You can define the values of , , and . By default, = 3, = 0.75, and = 0.8. is the proposed new time increment, which is defined as for transient heat transfer and transient mass diffusion problems and which is defined as for other transient problems. A limit, , is placed on the time increment increase factor. The default value of depends on the type of analysis:
You can redefine for each analysis type. If the problem is nonlinear, the time increment may be restricted by the rate of convergence of the nonlinear equations. The time incrementation controls used with nonlinear problems are described in Convergence criteria for nonlinear problems. Input File Usage CONTROLS, PARAMETERS=TIME INCREMENTATION , , , , , , , , , , , , , , , , , , , Abaqus/CAE Usage Step module: Specify: Time Incrementation; click More to see additional data tables: toggle on Avoiding small changes to the time increment size during implicit integration proceduresIn linear transient problems when Abaqus/Standard uses implicit integration, the system of equations must be reformed and decomposed whenever the time increment changes even though the stiffness matrix does not change. Therefore, to reduce the number of increments at which the system matrix changes, Abaqus/Standard makes use of the factor , where The definition of results in the following inequality between the proposed and the current time increments: Based on this inequality the time increment is allowed to increase only when its value computed by the criteria described earlier in this section, or computed using the value of PNEWDT specified in certain user subroutines (UMAT, for example), is greater than or equal to . The default value of is 1.0, but you can redefine it to be a smaller number. Reducing to a value less than 1.0 allows the time increment to increase by a factor that is smaller than , thereby forcing a time increment change, even if the change is small. Otherwise, the solution continues with the same . Input File Usage CONTROLS, PARAMETERS=TIME INCREMENTATION first data line second data line , , , , Abaqus/CAE Usage Step module: Specify: Time Incrementation; click More to see additional data tables: toggle on |