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Solid Mechanics - Prof. Jay Ghosh (IIT Bombay)
Индия
Добавлен 9 авг 2020
Topic # 10.1 - Introduction to Column Buckling
Topic # 10.1 - Introduction to Column Buckling
Просмотров: 5 022
Видео
Topic # 10.2 - Euler's Buckling Formula (Pin-Ended Columns)
Просмотров 3,2 тыс.3 года назад
Topic # 10.2 - Euler's Buckling Formula (Pin-Ended Columns)
Topic # 10.3 - Columns with Other End-Support Conditions
Просмотров 2,1 тыс.3 года назад
Topic # 10.3 - Columns with Other End-Support Conditions
Topic # 9.6 - IMPORTANT - Singularity Functions (Problem 2)
Просмотров 7 тыс.3 года назад
Topic # 9.6 - IMPORTANT - Singularity Functions (Problem 2)
Topic # 9.6 - IMPORTANT - Singularity Functions (Problem 1)
Просмотров 3,6 тыс.3 года назад
Topic # 9.6 - IMPORTANT - Singularity Functions (Problem 1)
Topic # 9.6 - IMPORTANT - Beam Deflections using Singularity Functions
Просмотров 8 тыс.3 года назад
Topic # 9.6 - IMPORTANT - Beam Deflections using Singularity Functions
Topic # 9.5 - Method of Superposition (Problems)
Просмотров 1,5 тыс.3 года назад
Topic # 9.5 - Method of Superposition (Problems)
Topic # 9.5 - Beam Deflection using Method of Superposition
Просмотров 3,4 тыс.3 года назад
Topic # 9.5 - Beam Deflection using Method of Superposition
Topic # 9.4 - Deflection of Indeterminate Beams (Theory + Problems)
Просмотров 3,6 тыс.3 года назад
Topic # 9.4 - Deflection of Indeterminate Beams (Theory Problems)
Topic # 8.3 - Problem Example 1 (Mohr's Circle)
Просмотров 1,6 тыс.3 года назад
Topic # 8.3 - Problem Example 1 (Mohr's Circle)
Topic # 9.3 - 4th Order Method (Theory + Problems)
Просмотров 1,3 тыс.3 года назад
Topic # 9.3 - 4th Order Method (Theory Problems)
Topic # 9.2 - 2nd Order Method (Problems)
Просмотров 1,5 тыс.3 года назад
Topic # 9.2 - 2nd Order Method (Problems)
Topic # 9.2 - Deflection using 2nd Order Method
Просмотров 1,7 тыс.3 года назад
Topic # 9.2 - Deflection using 2nd Order Method
Topic # 9.1 - Introduction to Beam Deflection
Просмотров 2,2 тыс.3 года назад
Topic # 9.1 - Introduction to Beam Deflection
Topic # 8.3 - Problem Example 2 (Mohr's Circle)
Просмотров 1,5 тыс.3 года назад
Topic # 8.3 - Problem Example 2 (Mohr's Circle)
Topic # 8.3 - Mohr's Circle Concepts (Part 2)
Просмотров 2,2 тыс.3 года назад
Topic # 8.3 - Mohr's Circle Concepts (Part 2)
Topic # 8.3 - Mohr's Circle Concepts (Part 1)
Просмотров 2,8 тыс.3 года назад
Topic # 8.3 - Mohr's Circle Concepts (Part 1)
Topic # 8.1 - Basic Concepts of Stress Transformation
Просмотров 6 тыс.3 года назад
Topic # 8.1 - Basic Concepts of Stress Transformation
Topic # 8.2 - Principal Stresses & Maximum In-Plane Shear
Просмотров 10 тыс.3 года назад
Topic # 8.2 - Principal Stresses & Maximum In-Plane Shear
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PROBLEM EXAMPLE)
Просмотров 11 тыс.3 года назад
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PROBLEM EXAMPLE)
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PART 1)
Просмотров 12 тыс.3 года назад
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PART 1)
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PART 2)
Просмотров 7 тыс.3 года назад
Topic # 7.5 - Shear Flow in Thin-Walled Sections (PART 2)
Topic # 7.6 - Shear Center (Problem Example)
Просмотров 14 тыс.3 года назад
Topic # 7.6 - Shear Center (Problem Example)
Topic # 7.4 - Shear Stresses in Built Up Sections (Problem Example)
Просмотров 2,2 тыс.3 года назад
Topic # 7.4 - Shear Stresses in Built Up Sections (Problem Example)
Topic # 7.4 - Shear Stresses in Built Up Sections
Просмотров 3,3 тыс.3 года назад
Topic # 7.4 - Shear Stresses in Built Up Sections
Unable to get answer for hollow one
@@Iitian27 Check if you have done a mistake in the calculation for Q, or substituted the thickness incorrectly. Verify your solution with this: www.dropbox.com/scl/fi/zmelwsihi7n6ugy6l8re2/Shear.jpg?rlkey=iev8t5gdmucxldx2462zxkhfb&st=88ftugcv&dl=0
Thank you sir for uploading these lectures..
Glad you found them useful!
Thanks for the informative video. Can you explain why the shear at side are not zero, even though there is no shearing plane on it, just like top and bottom. In other words, what is special for top/bottom to have zero shear but for sides have shear?
Good question. Note that the shear on the section face is vertically downward. If there was shear on the side face, the complementary shear would b acting in the direction of b (complimentarity), which is indeed zero.
@@solidmechanics-prof.jaygho7500 Correct!! Which means shear at sides are zero. Then 3D shear diagram shown at 8:34 should not have any shear at the left and right edges. correct me if i am wrong please.
@@sbz_ Hi! The 3D diagram is correct. If there are are shear forces on the sides, the complementary acts on a different face and NOT on the front face. Please see this image I prepared and let me know if you have any further queries. www.dropbox.com/scl/fi/mb2l9gj464jhedg66wcmm/SmartSelect_20241028_185451_Notewise.jpg?rlkey=eiwnw6g9ov68t6t27pi94d92r&st=94h9p22j&dl=0
@@solidmechanics-prof.jaygho7500 : Thank you for clarifying.
just amazing you saved me i am having my mechanics of materials paper tomorrow
Glad to hear. Hope the paper went well!
Which book do you have used?
This example is from Gere and Goodno. This lecture series also heavily uses Hibbeler's book
@@solidmechanics-prof.jaygho7500 I'm using the seventh edition of Gree and Goodno but I didn’t get the first math(1.5). Will you kindly share the edition number of this book to practice and understand your lecture rigorously?
Certainly. It's the eighth edition of Gere and Goodno's book.
thankyou sir
Welcome, Nadeem. Hope it was helpful!
This was very very helpful.. thank u very much.
Glad it was helpful!
SFD has a mistake. SFD at load point P should be +0.043.
Thanks for pointing it out, I will recheck this example from Gere and Goodno. But the concept behind this problem is to move beyond the SFD/BMD and get the stresses. I hope that was clear.
I'm student of Civil Engineering in Bangladesh, Prof. Jay's lectures helped me lot & still helping! Thank you so much, Sir! Accept my humble gratitude.
Glad that you found the lectures helpful!
These lectures are a diamond mine!
Glad that you found them useful
sir 8:02 shear stress is negative right ? then by substution in shear formulae it should yield value of 43.8 MPa right ?
Um, I am not sure I followed your question. The shear comes out as -68.8 MPa. Feel free to write back
Sir why le=4m in the 2-2 section?
Can't express in words your great teaching
Glad that you found the concepts useful!
Thanks sir for clearing the concepts
Sir, where can I find the introduction chapters. Like Topic #1.1? Sir your videos are really very helpful
Hi! I think introductory concepts are great in Gere and Goodno's book as well as Hibbeler's book. Both books are called "Mechanics of Materials". Happy reading!
Dear professor, apart from the logic we know for those moments at the ends, lets have a look into those mathematical relations. As of solving the moments between A and B i got 6.75 kNm. If the moment at A and moment at B are tends to be zero how am i able to get a value above zero. May be i am confused or wrong. Please let me clear about this topic. Thank you 😊
Good question. Indeed the moments at the ends are zero. If you do M_B - M_A = 0 - 0 = 0. That means that the net area of the shear force diagram must also be zero. You can calculate values for intermediate points using the same area formula. But there you will get a non-zero value. Hope this helps
@@solidmechanics-prof.jaygho7500 thank you for the explanation professor✌️.
Sir thank you very much for such amazing lectures
For the equations for "Total deflections @ B" how did you get 41 on the numerator for final deflection of B?
I have a little bit confussion about the shareflow direction about I section and C section Once video you showed for C section @ web share flow is opposite to external force And another I section where it seems parallel
Why is there no shear in pure bending...will the 'layers' of beam not tend to 'slide' with respect to each other in pure bending?
Why is there no shear in pure bending...will the 'layers' of beam not 'slide' with respect to each other in pure bending? Also, why is that not the case in, say, a cantilever beam with point load at the end?
Thanks for clearing up my concept. I know that you didn't cover the torsion for the non-circular section, but I will be glad if you do, sir.
thank you sir
i get the I=184.........
Me too, i'm really confused.
18:54 sir where can we find the notes
Thank you sir a lot. For the first time i can feel that how forces act in real. Hats of to you sir ❤❤. Wish i had seen your lectures earlier.
@ prof Jay Ghosh , Sir in flange we have complementary shear arise due to resisting shear force in the same way in web also we have resisting Shear force in upward direction only Why your using same direction (downward in web ) as that of loading V ? . Sir kindly ans it I’m very much confuse with Shear direction in thin section especially in Web shear flow direction .
Sir please teach more topics on this stability/buckling part of beams/columns/frames Like snap theough buckling , post bucling , bucking of beam -colums , static , dyanamic and energy methods of stability
Great video 👌
That twisting experiment... Based on true story! literally got me😄
THANKS YOU VERY MUCH!!
best teacher on youtube!
Isn't the final fig for max shear wrong in terms of the direction of sigma x as it should be compressive 35Mpa?
Thank you Prof.
Your insights makes everything so much more clear. Thanks for uploading these, and spreading knowledge.
For no Torsion the plane of bending should pass through a)neutral axis of the section b)shear centre of section c)be parallel to one of the principle axis ?
This is amazing teaching. Thanks a lot! I've been using these without understanding where they came from.
You're absolutely amazing! Clear concise explanations. Wish my professors were half as good as you are.
Sir literally had goosebumps. Felt like crying after watching you explain it so calmly. Was about to give up but suddenly came across your video. This is by far the hardest topic of this course. Thank you again. May God bless you.
Amazing video with clear explainations and images..i still have doubt about the direction of flow at web..at flange the concept was shown..if same concept is used at web then the direction would be opposite of what was shown here..
thank you!!!!
That was actually very interesting...Thank You. I've been a P.Eng. for over 25 years and I love how you logically presented shear flow. Thank you for sharing. P.S. Your casual comment about deriving equations for thin walled sections requires that we measure to the centrelines is KEY and allowed me to derive the shear in the web. Thank you again for this.
I'm quite thrilled to hear someone as experienced as you found the lecture video helpful. Thanks for your comment!
Will you make videos on structural analysis and Design?
Very perspicuous. Thank you sir
Well explained.. Thank you.
Sir, your explination cleared my complete basic understanding of this concept ! Thank you ! LOVE FROM JADAVPUR UNIVERSITY SIR 🤗💝
Sir does pure shear stress Planes only exist on maximum shear stress Planes??
Sir God bless you it was really very helpful❤
greetings from germany, here we calculate the equations not only the max. values, but it was helpful. but i have an example and i wish that you can help me with it how can i send it to you sir ?
Proud to be a subscriber of exergic channel ...even I am from civil engineering background...I am always eager to watch ur lectures 🙏🙏