I Love The Video ecture Series on Computational Methods in Design and Manufacturing It Can Increase My Knowledge Lecture - 3 Introduction to Finite Element Method
Nice Video Lecture Series on Computational Methods in Design and Manufacturin That You Share , So Very Nice Thanks You Lecture - 3 Introduction to Finite Element Method
Nice Video Lecture - 3 Introduction to Finite Element Method That You Share , So Very Nice Thanks You Lecture Series on Computational Methods in Design and Manufacturing by Dr. R. Krishnakumar
It's a little confusing b/c he's using Hooke's law to define the "applied" force, not the "restoring" force. In other words, Hooke's law tells you that F = -ku, where F is the restoring force, which is always in the opposite direction to the applied force. He's applying Hooke's law to the applied force, so it is P = ku, where P = -F, where P is the applied force.
@ 38.48 when he writes K1*U1 = F1...Isnt he missing the term -K1*U2 as well? In other words shouldnt it be K1*U1 - K1*U2 = F1. (By virtue of the multiplication property of the matrix)???
U seemed to have missed some of the sentences before that. He clearly mentioned that 'let us apply unit displacement to u1 and zero to u2 and u3'. This is called method of displacements and here he used it to explain that watever has been derived in that matrix equation makes real sense, stating that diagonal terms are positive. hope u got it now.
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I am very happy to see the vidoe after you give this Lecture - 3 Introduction to Finite Element Method
Ondelendo 1 month ago
I Love The Video ecture Series on Computational Methods in Design and Manufacturing It Can Increase My Knowledge Lecture - 3 Introduction to Finite Element Method
bebeheuy 1 month ago
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bebeheuy 1 month ago
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bebeheuy 1 month ago
Nice Video Lecture Series on Computational Methods in Design and Manufacturin That You Share , So Very Nice Thanks You Lecture - 3 Introduction to Finite Element Method
AntoMelta 1 month ago
Nice Video Lecture - 3 Introduction to Finite Element Method That You Share , So Very Nice Thanks You Lecture Series on Computational Methods in Design and Manufacturing by Dr. R. Krishnakumar
AntoMelta 1 month ago
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AntoMelta 1 month ago
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willamricard 1 month ago
I Really Like The Video From Your Lecture 3 Introduction to Finite Element Method
willamricard 1 month ago
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imegatrone 1 month ago
Your Video Is Very Useful Sharing Lecture Series on Computational Methods in Design and Manufacturing
imegatrone 1 month ago
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lenin9k 6 months ago
It's a little confusing b/c he's using Hooke's law to define the "applied" force, not the "restoring" force. In other words, Hooke's law tells you that F = -ku, where F is the restoring force, which is always in the opposite direction to the applied force. He's applying Hooke's law to the applied force, so it is P = ku, where P = -F, where P is the applied force.
ThePaul778 8 months ago
A = area of the cross-section of the bar, not the bar itself.
ThePaul778 8 months ago
I suppose he is using the superposition principle??
damieneatsrice 11 months ago
@ 38.48 when he writes K1*U1 = F1...Isnt he missing the term -K1*U2 as well? In other words shouldnt it be K1*U1 - K1*U2 = F1. (By virtue of the multiplication property of the matrix)???
damieneatsrice 11 months ago
@damieneatsrice
U seemed to have missed some of the sentences before that. He clearly mentioned that 'let us apply unit displacement to u1 and zero to u2 and u3'. This is called method of displacements and here he used it to explain that watever has been derived in that matrix equation makes real sense, stating that diagonal terms are positive. hope u got it now.
kesav1985 10 months ago
@damieneatsrice yes, where k1*u2 = F1, but F1 = -P, so that equation gives him that u2 = P/k1, which he derived later.
ThePaul778 8 months ago
Thank you, very straightforward and useful.
noncomformistpl 1 year ago
Thank you verymuch sir.
Basavaraj777 1 year ago
Best Lectures and a Nice Style
sexwaxtax 1 year ago
Good Job guysthis is the way education should be.
U2PLUS 1 year ago