| University :Mansoura University | 
| Faculty :Faculty of Engineering | 
| Department : | 
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| 1- 1- Course data :- | 
|  | | Code: | MTH102 |  | Course title: | Math4 |  | Year/Level: | 100 |  | Program Title: | Bsc. in biomedical engineering
 |  | Specialization: |  |  | Teaching Hours: | Theoretical: | 2 | Tutorial: | 2 | Practical: |  | 
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| 2- 2- Course aims :- | 
|  | Apply knowledge of mathematics to solve fundamental engineering problems.Encourage the in-self and life-long learning to acquire the appropriate mathematical tools.
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| 3- 3- Course Learning Outcomes :- | 
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| 4- 4- Course contents :- | 
|  | | No | Topics | Week No. | 
|---|
 | 1 | Gamma, Beta. | 1 |  | 2 | Bessel and Legendre functions. | 2 |  | 3 | Fourier series and Fourier Integral | 3-4 |  | 4 | Boundary value problem (heat, wave and Laplace equations). | 5-6 |  | 5 | Complex numbers | 7-9 |  | 6 | Functions of a complex variable | 10 |  | 7 | Elementary functions | 11 |  | 8 | Conformal mapping | 12 |  | 9 | Complex integration | 13 |  | 10 | Power series | 14 |  | 11 | Residue theorem | 15 | 
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| 5- 5- Teaching and learning methods  :- | 
|  | | S | Method | 
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 |  | Lectures |  |  | Discussion Sessions | 
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| 6- 6- Teaching and learning methods of disables  :- | 
|  | Extra Discussion sessions
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| 7- 7- Student assessment  :- | 
|  | - Timing | 
|  | | No | Method | Week No. | 
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 | 1 | Mid Term Examination | 8 |  | 2 | Semester work | Weekly |  | 3 | Final Term Examination | 15 | 
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|  | - Degree | 
|  | | No | Method | Degree | 
|---|
 | 1 | Mid_term examination | 30 |  | 2 | Final_term examination | 50 |  | 3 | Oral examination | 0 |  | 4 | Practical examination | 0 |  | 5 | Semester work | 20 |  | 6 | Other types of asessment | 0 |  | Total | 100% | 
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| 8- 8- List of books and references | 
|  | | S | Reference | Type | 
|---|
 | 1 | Larry Andrews, Special functions of Mathematics for Engineers, Second Edition, SPIE PRESS, (1998). | Books |  | 2 | J. W. Brown and R. V. Churchill, Complex variables and applications, McGraw-Hill, New York,2009. | Books |  | 3 | Stroud, K. A., and Dexter J. Booth. Engineering mathematics. New York: Industrial Press, 2013. | Books |  | 4 | Stroud, K. A., and Dexter J. Booth. Advanced engineering mathematics. New York: Industrial Press, 2011. | Books |  | 5 | Lecture notes | Course notes | 
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| 9- 9- Matrix of knowledge and skills of the course | 
|  | | S | Content | Study week | 
|---|
 |  | Gamma, Beta. | 1 |  |  | Bessel and Legendre functions. | 2 |  |  | Fourier series and Fourier Integral | 3-4 |  |  | Boundary value problem (heat, wave and Laplace equations). | 5-6 |  |  | Complex numbers | 7-9 |  |  | Functions of a complex variable | 10 |  |  | Elementary functions | 11 |  |  | Conformal mapping | 12 |  |  | Complex integration | 13 |  |  | Power series | 14 |  |  | Residue theorem | 15 | 
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| Course Coordinator(s):  - | 
|  | Waleed Adel Abd El Salam El Sayed AufMoustafa Moustafa Mohamed El Agamy
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| Head of department:  - | 
|  | Hosam Salah Eldeen Mohamed Ebrahim |