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Week - 1 |
Introduction, classical beam theory, Ritz method |
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Week - 2 |
Minimum total potential energy principle |
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Week - 3 |
One-dimensional problems, C0 continuity, shape functions, truss systems. |
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Week - 4 |
One-dimensional problems, C0 continuity, shape functions, truss systems. |
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Week - 5 |
One-dimensional problems, C0 continuity, shape functions, truss systems. |
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Week - 6 |
Two-dimensional systems, triangular elements, CST element, shape and area coordinates. |
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Week - 7 |
Midterm Exam |
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Week - 8 |
Two-dimensional systems, triangular elements, CST element, shape and area coordinates. |
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Week - 9 |
Two-dimensional systems, triangular elements, LST element, shape and area coordinates. |
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Week - 10 |
Two-dimensional systems, triangular elements, LST element, shape and area coordinates. |
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Week - 11 |
Two-dimensional elements, quadrilateral elements, numerical integration, higher-order elements. |
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Week - 12 |
Two-dimensional elements, quadrilateral elements, numerical integration, higher-order elements. |
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Week - 13 |
Two-dimensional elements, quadrilateral elements, numerical integration, higher-order elements. |
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Week - 14 |
C1 continuity, finite element analysis of beams |
Eskisehir Technical University Info Package