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Models with partial differential equations ( Material balances)
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CHE332part8.pdf
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◄ Numerical solution method (Ordinary Differential Equations )
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PROF.DR. GÜLAY ÖZKAN
Course Contents
Ders izlence Formu
INTRODUCTION
Models with Ordinary Differential Equations ( Material balance)
Models with Ordinary Differential Equations ( Energy balances)
Models with Ordinary Differential Equations ( Momentum balances)
Models with Ordinary Differential Equations ( Material balances with and without chemical reactions )
Models with Linear Algebraic Equations ( Material balances with /without chemical reaction )
Numerical solution method (Ordinary Differential Equations )
Models with partial differential equations ( Energy balances)
Models with partial differential equations ( Momentum balances)
Solution of partial differential equations (Method of separation variables)
Solution of partial differential equations (The laplace transform method)
Numerical solution of partial differential equations ( Finite difference)
Solution of the second order linear differential equation with variable coefficient by Series (Bessel’s equation, Modified Bessel’s Equation)
Models with partial differential equations ( Energy balances) ►
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