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Numerical solution of partial differential equations ( Finite difference)
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CHE332part13.pdf
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◄ Solution of partial differential equations (The laplace transform method)
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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 ( Material balances)
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)
Solution of the second order linear differential equation with variable coefficient by Series (Bessel’s equation, Modified Bessel’s Equation)
Solution of the second order linear differential equation with variable coefficient by Series (Bessel’s equation, Modified Bessel’s Equation) ►
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