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10-01-2009, 08:05 AM
بسم الله الرحمن الرحيم
وانا بقلب ف موقع الكليه لقيت الكورسات بتاعتنا قلت اجبهالكوا يمكن حد يستفيد منها
PHM 112 Mathematics (2)
1st Year: Electrical Engineering. (Cont.)
Hrs/Week: [(4+2) + (4+2)]
Marks:[(110+40+0) + (110+40+0)] = 300
1st Year: Mechanical Engineering. (Cont.)
Course Contents
Functions of several variables including limits, Continuity, Partial derivatives, Chain rule, Extreme values and lagrange multipliers, Double, Triple, Line and surface integrals, Green's theorem, Infinite series and its tests of convergence, Power series, Expansion of functions of one and several variables, Differential equations of the first order including basic concepts, Method of solving separable, Homogeneous, Exact and linear equations and by integrating factors and some applications, Differential equations of higher orders and their solutions by undetermined coefficients, Operator method and variation of parameters, Euler's equations and systems of linear equations, Solution by matrices, Some applications, Fourier series, Partial differential equations including D'Alembert's and separation of variables methods for solving heat, Wave and laplace equations, Laplace transform and its use in solving differential and integral equations, Dirac delta and periodic functions, Some applications to electrical circuits, Vector analysis including quantities related to scalar and vector fields, Gauss and stokes theorems and curvilinear coordinates.
References:
· Swokowski, E. M.; Olinick, E. and Pence, D., Calculus, PSW Pub. Co., 1994.
· Kreysig, E., Advanced Engineering Mathematics, John Wiley Pub. Co., 1998.
وانا بقلب ف موقع الكليه لقيت الكورسات بتاعتنا قلت اجبهالكوا يمكن حد يستفيد منها
PHM 112 Mathematics (2)
1st Year: Electrical Engineering. (Cont.)
Hrs/Week: [(4+2) + (4+2)]
Marks:[(110+40+0) + (110+40+0)] = 300
1st Year: Mechanical Engineering. (Cont.)
Course Contents
Functions of several variables including limits, Continuity, Partial derivatives, Chain rule, Extreme values and lagrange multipliers, Double, Triple, Line and surface integrals, Green's theorem, Infinite series and its tests of convergence, Power series, Expansion of functions of one and several variables, Differential equations of the first order including basic concepts, Method of solving separable, Homogeneous, Exact and linear equations and by integrating factors and some applications, Differential equations of higher orders and their solutions by undetermined coefficients, Operator method and variation of parameters, Euler's equations and systems of linear equations, Solution by matrices, Some applications, Fourier series, Partial differential equations including D'Alembert's and separation of variables methods for solving heat, Wave and laplace equations, Laplace transform and its use in solving differential and integral equations, Dirac delta and periodic functions, Some applications to electrical circuits, Vector analysis including quantities related to scalar and vector fields, Gauss and stokes theorems and curvilinear coordinates.
References:
· Swokowski, E. M.; Olinick, E. and Pence, D., Calculus, PSW Pub. Co., 1994.
· Kreysig, E., Advanced Engineering Mathematics, John Wiley Pub. Co., 1998.