作者: Ahmet N. Eraslan , Yaseminkaya , Büşraçiftçi
DOI:
关键词: Shooting method 、 Mathematics 、 Nonlinear system 、 Maxwell relations 、 Orthotropic material 、 Differential equation 、 Boundary value problem 、 Quadratic equation 、 Mechanics 、 Hardening (metallurgy) 、 Classical mechanics
摘要: A computational model is developed to predict the states of stressand deformation in partially plastic, orthotropic, variable thickness, nonisothermal, stationary annular disks under external pressure. Assuming a state ofplane stress and using basic equations mechanics disk, Maxwell relation,Hill’s quadratic yield condition, Swift type nonlinear hardening law, asingle governing differential equation describing elastic plasticresponse an nonisothermal disk obtained.The solution this second order subject freeand pressurized boundary conditions achieved by shooting method. In thisarticle, we move towards going through that lead it present its procedure some interestingresults