Finite deformation of Elastic rotating solid spheres of blatz-ko material are studied in this research work.
The analysis resulted into non-linear boundary value problem governed by non-linear partial differential equations for the displacements.
An asymptotic method of solution is employed for the solution of equations. The method assumes a trial solution for the displacements in a particular space. Here, the Sobolev space of order two is used. The resulting error is minimized in the space to get an acceptable approximate solution to the first order term in the angular velocity.
The positions of maximum stresses are located.
The MasterMind, P (2021). FINITE DEFORMATION OF ROTATING SPHERE OF BLATZ - KO MATERIAL. Afribary.com: Retrieved May 06, 2021, from https://afribary.com/works/finite-deformation-of-rotating-sphere-of-blatz-ko-material
Project, The MasterMind. "FINITE DEFORMATION OF ROTATING SPHERE OF BLATZ - KO MATERIAL" Afribary.com. Afribary.com, 25 Feb. 2021, https://afribary.com/works/finite-deformation-of-rotating-sphere-of-blatz-ko-material . Accessed 06 May. 2021.
Project, The MasterMind. "FINITE DEFORMATION OF ROTATING SPHERE OF BLATZ - KO MATERIAL". Afribary.com, Afribary.com, 25 Feb. 2021. Web. 06 May. 2021. < https://afribary.com/works/finite-deformation-of-rotating-sphere-of-blatz-ko-material >.
Project, The MasterMind. "FINITE DEFORMATION OF ROTATING SPHERE OF BLATZ - KO MATERIAL" Afribary.com (2021). Accessed May 06, 2021. https://afribary.com/works/finite-deformation-of-rotating-sphere-of-blatz-ko-material