Academics
Dop Course Outline
OS2007 Engineering Mathematics Ⅰ
Last Revised: 2018-03-27
Course Objectives
Learning fundamental math methods for solving physics and engineering problems
Prerequisite
Textbook Main textbook:
E. Kreyszig, Advanced Engineering Mathematics, 10th edition, Wiley (2011)
Reference book:
Hans J. Weber and George B. Arfken, Mathematical Methods For Physicists, 6th edition (2005)
Topical Outline I. Ordinary Differential Equations (ODEs)
(a) First order ODEs (Ch1)
(b) Linear ODEs (Ch2,Ch3)
(C) Series solutions and Special Functions (Ch5)
(d) Laplace Transform (Ch6)
II. Linear Algebra
(a) Matrix Operations & Linear Systems (ch7)
(b) Matrix Eigenvalue Problems (ch8)
III. Vector Calculus
(a) Vector Differential Calculus (ch9)
(b) Vector Integral Calculus (ch10)
Prerequisite
Textbook Main textbook:
E. Kreyszig, Advanced Engineering Mathematics, 10th edition, Wiley (2011)
Reference book:
Hans J. Weber and George B. Arfken, Mathematical Methods For Physicists, 6th edition (2005)
Topical Outline I. Ordinary Differential Equations (ODEs)
(a) First order ODEs (Ch1)
(b) Linear ODEs (Ch2,Ch3)
(C) Series solutions and Special Functions (Ch5)
(d) Laplace Transform (Ch6)
II. Linear Algebra
(a) Matrix Operations & Linear Systems (ch7)
(b) Matrix Eigenvalue Problems (ch8)
III. Vector Calculus
(a) Vector Differential Calculus (ch9)
(b) Vector Integral Calculus (ch10)
