This article shows how to use MCalibration to calibrate any material model to a dataset that consists of both stress-strain and Dynamic Mechanical Analysis (DMA) data. More specifically, it will show how to use cyclic uniaxial tension tests with built-in stress relaxation segments (which is consistent with my definition of a “smart” test), and some DMA data (storage and loss modulus). The following two figures show the stress-strain data.
The material was also tested using DMA frequency sweeps at a mean strain of 0.10 and a strain amplitude of 0.01, as shown in the following table and figures.
The material model calibration can be performed in 3 easy steps:
Define load cases: tension fast, tension slow, DMA
Select a material model.
Run Calibration in MCalibration
Start by defining the fast uniaxial time-strain-stress data. Call the load case “Uniaxial-Cyclic fast”.
Then define the slow uniaxial time-stress-strain data. Call the load case “Uniaxial-Cylic slow”.
Finally, read in the DMA data from the frequency sweep test. Any combination of mean strain, strain amplitude, frequency, or temperature sweeps can be used.
Select any of the supported material models. In this example we will use the PolyUMod TNV model. After the material model has been selected, start the material model calibration.
The figures below show that the calibrated material model accurately captures the stress relaxation and cyclic response.
This document shows how MCalibration can be used to calibrate a material model to any combination of traditional stress-strain data, and dynamic E’ and E” data. The ability to use results from any combination of different experimental tests is a significant advantage of MCalibration over other material model calibration approaches.