Derivation of stiffness matrix for beam element // FEM//FEA
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- Опубликовано: 26 авг 2024
- In this video, we derive the elemental stiffness matrix for a beam element including the associated shape functions and the finite element equation. A beam is a long slender structural member generally subjected to transverse loading that produces significant bending as opposed to twisting and axial effects. The bending deformation is measured as a transverse displacement and rotation i.e. two degrees of freedom per node. The stiffness matrix for a member is used to express the forces at the ends of the member as functions of the displacements of the member’s ends.
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1. Introduction to finite element methods • 1. Introduction to fin...
2. Linear spring as a finite element • 2. LINEAR SPRING AS A ...
3. Finite Element equation for a bar element • 3. Finite Element equa...
4. Finite element equation formulation for a Bar element in 2-D space • 4. Finite element equa...
5. Analysis of Beams in Finite Element Method • 5. Analysis of Beams i...
Tutorials/Solved problems
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2. Derivation of stiffness matrix for a beam element • Derivation of stiffnes...
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This will allow me to create more educative videos covering various engineering topics.You can now download notes and other materials related to the lectures on this link bit.ly/4Downloads
I subscribed just now. That for the lesson.
But please can you make videos on fractured beams
Thank you sir
Welcome
Very good, thanks !
Great stuff! Thank you sir!
Welcome
Great video, thanks!
Glad you liked it!
it helps me a lot, thank you
Glad it helped you. Keep learning
Can I get lessons 1,2 and 3
Sure All lessons in this series can be found in this playlist bit.ly/FEMintro
thank you
ur welcome
i still cant be able to get a1 and a2
hello sir can i get the the pdf material of the above lecture
You can now download notes and other materials related to the lectures on this link bit.ly/4Downloads
Thanks a lot Sir
Most welcome
thank you sir
Most welcome