Transferring results with nodal temperature and field variables

The verification problems presented in this section test the transfer of results with nodal temperature and field variables from an Abaqus/Standard analysis to an Abaqus/Explicit analysis.

The model in each test consists of disjoint blocks of various types of elements. The blocks are fixed at one end and subject to concentrated loads at the other. The elements reference an elastic material for which the properties are given as tabulated data of the temperature and field variables 1 and 2. In Step 1 the static response is computed in an Abaqus/Standard analysis with given values of concentrated loads, nodal temperature, and nodal field variables. In Step 2 the model and the results at the end of Step 1 are imported to an Abaqus/Explicit analysis and the solution continues with the same load, nodal temperature, and field variable values used in Step 1. The nodal and elemental results of Step 2 in the import analysis are compared to those of Step 1 in the previous analysis.

The verification problems presented in this section test the transfer of results with nodal temperature and field variables from an Abaqus/Standard analysis to an Abaqus/Standard analysis.

The model in each test consists of disjoint blocks of various types of elements. The blocks are fixed at one end and subject to concentrated loads at the other. The elements reference an elastic material for which the properties are given as tabulated data of the temperature and field variables 1 and 2. In Step 1 the static response is computed in an Abaqus/Standard analysis with given values of concentrated loads, nodal temperature, and nodal field variables. In Step 2 the model and the results at the end of Step 1 are imported to an Abaqus/Standard static analysis and the solution continues with the same load, nodal temperature, and field variable values used in Step 1. The nodal and elemental results of Step 2 in the import analysis are compared to those of Step 1 in the previous analysis.

The verification problems presented in this section test the transfer of results with nodal temperature and field variables from an Abaqus/Explicit analysis to an Abaqus/Standard analysis.

The model in each test consists of disjoint blocks of various types of elements. The blocks are fixed at one end and subject to concentrated loads at the other. The elements reference an elastic material for which the properties are given as tabulated data of the temperature and field variables 1 and 2. In Step 1 the steady-state response is computed in an Abaqus/Explicit analysis with given values of concentrated loads, nodal temperature, and nodal field variables. In Step 2 the model and the results at the end of Step 1 are imported to an Abaqus/Standard static analysis and the solution continues with the same load, nodal temperature, and field variable values used in Step-1. The nodal and elemental results of Step 2 in the import analysis are compared to those of Step 1 in the previous analysis.

The verification problems presented in this section test the transfer of results with nodal temperature and field variables from an Abaqus/Explicit analysis to an Abaqus/Explicit analysis.

The model in each test consists of disjoint blocks of various types of elements. The blocks are fixed at one end and subject to concentrated loads at the other. The elements reference an elastic material for which the properties are given as tabulated data of the temperature and field variables 1 and 2. In Step 1 the steady-state response is computed in an Abaqus/Explicit analysis with given values of concentrated loads, nodal temperature, and nodal field variables. In Step 2 the model and the results at the end of Step 1 are imported to an Abaqus/Explicit analysis and the solution continues with the same load, nodal temperature, and field variable values used in Step 1. The nodal and elemental results of Step 2 in the import analysis are compared to those of Step 1 in the previous analysis.