
Blatz-Ko Model
The Blatz-Ko model can be used for both foams and rubber-like materials. This article explains the theory.
The Blatz-Ko model can be used for both foams and rubber-like materials. This article explains the theory.
Anisotropic materials often need an effective strain measure. The Hill strain is useful in those cases.
Definition of the Hill Stress and how to use it in material models.
This article examines the difference between simple shear, pure shear, and planar tension.
It would be very handy if uniaxial compression was the same as biaxial tension. But is it? This article has the answer.
Investigation of how important the bulk modulus is in a FE simulation. Using MCalibration and Abaqus, I show that most of the time the bulk modulus has virtually no influence on the FE results.
Theory of how the constitutive elements influence the predicted yield stress dependence on strain rate
Review of how different material models can be used to predict the non-linear response of PC. Also covers how the yield stress depends on the strain rate.
Quick discussion about the math behind stress relaxation and creep in polymers.
Discussion about how to extrapolate the stress relaxation response of rubbers to long times.
Discussion about how to best estimate the long-term stress relaxation response of a thermoplastic based on short-term data.
This article explains why some rubbers get softer with increasing temperature, and why some rubbers get stiffer.