Hi all,
I am trying to model the fiber orientation of a undergoing confined compression. I created a material using the fiber-exponential power law with a Neo-Hookean ground matrix. The fibers are distributed using an ellipsoidal model where the ratios of the semi-principle axes (a, b, c values) would represent anisotropy. From my understanding, the fiber strain is found based on the changing orientation of the fibers. Is there a way to export this change in orientation or a way to back-calculate the fiber orientation? For instance, is there a way to export the semi-principal axes of the ellipsoid as a material deforms? Any help would be appreciated!
Thank you,
Chris
I am trying to model the fiber orientation of a undergoing confined compression. I created a material using the fiber-exponential power law with a Neo-Hookean ground matrix. The fibers are distributed using an ellipsoidal model where the ratios of the semi-principle axes (a, b, c values) would represent anisotropy. From my understanding, the fiber strain is found based on the changing orientation of the fibers. Is there a way to export this change in orientation or a way to back-calculate the fiber orientation? For instance, is there a way to export the semi-principal axes of the ellipsoid as a material deforms? Any help would be appreciated!
Thank you,
Chris
Comment