Unformatted text preview: 12. Example 4 of Lecture Notes 13. Example 5 of Lecture Notes 14. The 1D unsteadystate heat transfer problem without heating source is to be solved by the finite difference method of firstorderaccurate time derivative, and secondorderaccurate space derivative. Use the notation of ( , ) T i l for temperature at x =i ∆ x, t=l t . Write down the discrete algebraic equations with unknown variables in the lefthand side and known quantities on the righthand side. 15. EX6 of tutorial questions 16. EX7 of tutorial questions Chapter 6 1. What are the characteristics of FEM and finite difference methods? 2. What are the general approaches of using FEM to solve the 2D heat transfer problems?...
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 Spring '10
 Dr.G.P.Zheng
 Derivative, Differential Calculus, Mathematical analysis, finite difference, Finite difference method

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