Finite Element Method (ECV5203)

Second Semester 2017-2018

For PhD Students of Structural Engineering &
Master Students of Structural and Construction Engineering

 

SYNOPSIS:

The course covers basic principles, formulation of the finite element method, element properties, isoparametric elements, plate bending elements, shell elements, finite element in dynamic analysis, nonlinear mechanics.

 

REFERENCES:

1. Logan D. (2011). A First Course in the Finite Element Method. USA: Thomson Punlisher.
2. Ramamurty, G. (2010). Applied Finite Element Analysis. India: I.K. International Publishing House Pvt. Ltd
3.Bathe, K.J. (2007). Finite Element Procedures. New Jersey: Prentice Hall.
4. Reddy J.N. (2006). An Introduction to Finite Element Methods (3rd Edition). Singapore: Mc Graw Hill.
5. Zienkiewicz, O. C., Taylor, R. L. and Zhu, J.Z. (2005). The Finite Element Method: Its Basis and Fundamentals. London: Butterworth-Heinemann.
6. Cook R.D., Davis, S.M. and Plesha, M.E. (2000). Concepts and Applications of Finite element

 

List of Students in Finite Element Method Course

To be uploaded later

 

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Test 1: Test 1 will be conducted on 4 April 2018 at 6:00 pm in DP1.

Test 1: Test 2 will be conducted on 23 May 2018 at 8:00 pm in BK10.

 

Teaching Assessment:

Please make your evaluation for course teaching through this link: http://learninghub.upm.edu.my/ta/action.do
 Thank you.
Submit Assignment

Result for Test 1

Matric NoTest 1
GS46949100
GS47716100
GS4758890
GS4903590
GS4712788
GS4893185
GS4903880
GS4885878
GS4563275
GS4893375
GS4897175
GS4740973
GS4903773
GS4813371
GS4903670
GS4422567
GS4767065
GS4899362
GS4812160
GS4768955
GS4782352
GS4833850
GS477086


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Result of Test 2

Matric NoTest 2
GS4758898
GS4897189
GS4563288
GS4768970
GS4893163
GS4771662
GS4903753
GS4903853
GS4694943
GS4903643
GS4712738
GS4782336
GS4740933
GS4885832
GS4813328
GS4767027
GS4812125
GS4833825
GS4422523
GS4903523
GS4893322
GS4899321

 

Final Grades

Matric NoGrade
GS47588A
GS45632A
GS48971A
GS47716A
GS49036A
GS47689A
GS49038A
GS48931A-
GS47127A-
GS46949A-
GS49037A-
GS45694B+
GS49035B
GS48858B
GS47409B
GS44225B-
GS48121B-
GS48133B-
GS48933C+
GS47670C+
GS47823C+
GS48993C
GS48338C-

Note: The marks are highly moderated.

Take every single chance as it could be a positive opportunity that enhance your future

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