Hoşgeldiniz, Misafir . Oturum Aç . English
Neredeyim: Ninova / Dersler / Uçak ve Uzay Bilimleri Fakültesi / UZB 218E / Dersin Bilgileri

# Dersin Bilgileri

 Dersin Adı Türkçe Kısmı Differeansiyel Denklemler İngilizce Int.to Partial Diff.Eq. in Eng Dersin Kodu UZB 218E Kredi Ders (saat/hafta) Uygulama (saat/hafta) Labratuvar (saat/hafta) Dönem 1 3 3 - - Dersin Dili İngilizce Dersin Koordinatörü Mehmet Şahin Dersin Amaçları Students are introduced with linear partial differential equations through simple models, namely, the heat and wave equations, which describe a broad range of scientific phenomenon. Equations are formulated carefully from physical principles, motivating the mathematical solution techniques. Only exact solution methods are discussed. Dersin Tanımı Students are introduced with linear partial differential equations through simple models, namely, the heat and wave equations, which describe a broad range of scientific phenomenon. Equations are formulated carefully from physical principles, motivating the mathematical solution techniques. Only exact solution methods are discussed. Dersin Çıktıları On completing this course students should : 1. Know how to solve an ordinary differential equation (a3 ,e2,h1,g1,k1)* 2. Understand what it is needed to solve a differential equation (a3 ,e1,h1,g1,k1)* 3. Be able to solve Laplace’s equation for simple geometries (a3 ,e1,h1,g1,k1)* 4. Be able to use Fourier series (a3 ,b1,e1,h1,g1,k1)* 5. Be able to solve vibrating string and membrane problems (a3 ,e1,h1,g1,k1)* 6. Be able to use Bessel function for the solution of Laplace’s equation (a3 ,e1,h1,g1,k1)* 7. Be able to use Laplace transform for the solution of differential equations (a3 ,e1,h1,g1,k1)* 8. Be able to use eigenvalue expansion for solving elliptic boundary value problems (a3 ,e1 ,g1,k1)* 9. Be able to appreciate the need and importance of analytical methods in the solution engineering problems (a3 ,b1,e1,h1,i1,j1,k1)* Önkoşullar Gereken Olanaklar Diğer Ders Kitabı Haberman, R. Appl. Part. Diff. Eqns.with Fourier Series and BVP’s., 3rd Ed., Prentice Hall, 1998. 1. O'Neil, P.V. Beginning Partial Differential Equations, Wiley-Interscience, 2008. 2. Boyce, W.E. and DiPrima, R.C. Elementary Differential Equations and Boundary Value Problems, John Wiley and Sons Inc., 1997. 3. Zill, D.G. A First Course in Differential Equations. Thomson Brooks/Cole, 2005. 4. Powers, D.L. Boundary Value Problems. 4th Ed., Elsevier, 1999. 5. Bronson, R. Schaum’s Outline of Modern Introductory Differential Equations. McGraw-Hill Book Company, 1973. Diğer Referanslar

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