Abstract
In this research paper, inflation of circular membrane bounded at periphery has been analysed. Using an appropriate boundary condition, inflation problem has been reduced to a set of three 1st ordinary DE (differential equation). Hyper-elastic material which has been taken for inflation in this paper is Mooney Rivlin hyper-elastic Material. The effect of change of material model ‘α’ on pressure at different principal stretch ratio ‘λo’ and principal stress with radial coordinate ‘r’ has been shown. How the change of material model plays an important role for inflation of hyper-elastic material has been studied in this paper.
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