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Existence of positive solutions for second order differential equations arising from chemical reactor theory
Wenying Feng Guang Zhang Yikang Chai
In this paper, we study second-order differential equations that represent the steady state model in an adiabatic tubular chemical reactor. Theoretical results on existence and range of positive solutions are proved by applying a fixed point theorem. At the mean time, numerical solutions are obtained by computer programming. Results from mathematical analysis are compared with the numerical solutions.
keywords: numerical simulation. Steady state model fixed point theorem positive solution

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