Course
| code | ME755 |
| credit_hours | 3 |
| title | Advanced Dynamics |
| arbic title | |
| prequisites | None |
| credit hours | 3 |
| Description/Outcomes | Particle dynamics – systems of particles - Lagrange and Hamilton Equations – Impulsive response –Kinematics and Dynamics of rigid bodies - impulsive motion – Differential approach to equations of motion – Integral approach to equations of motion – Transpositional Relations.rn |
| arabic Description/Outcomes | |
| objectives | The aim of this course is to present the dynamics of particles and rigid bodies in some breadth, with examples illustrating the strengths and weaknesses of the various methods of dynamical analysis. In the course there is some emphasis on systems of great generality. Geometrical approaches are used to illustrate the nature of constraints.rn |
| arabic objectives | |
| ref. books | Green Wood, D.T. advanced dynamics, UK Cambridge University 2003. rnKane T.R. and Levinson D.A., dynamics theory and applications, N.Y. McGraw till, 1985.rnDesloge , E.A. classical mechanics, vol1 N.Y., Wiley 1982.rnPars, L.A.A. treatise on analytical dynamics, London, William Heinemann 1965.rn Papastavridis, T.G. analytical mechanics, Oxford Universty press, 2002.rnrn |
| arabic ref. books | |
| textbook | |
| arabic textbook | |
| objective set | combined |
| content set | combined |
Course Content
| content serial |
Description |
| 8 |
 Direct and iterative methods of solution
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| 10 |
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| 11 |
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| 12 |
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| 13 |
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| 14 |
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| 15 |
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| 16 |
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