Love you, no teacher in engineering could teach me and you teach me all of it in just a few minutes, Love you, and don't worry about your accent it's enough for one to understand... Keep it up,
Absolutely BRILLIANT explanation. Thank you so much for making this video - things that previously made no sense and frustrated me now make complete sense. Much appreciated. 👍🏻
it is best lecture ever i seen in youtube, but you did not explain it in 3d , that i am looking for, but thanks for your way to teach, and awesome voice for teaching
I wish we saw examples of what you briefly explained about 3D at 8:40-8:54 (since almost all available examples about Mohr's Circle are about 2D cases).
Dear viewers, Please decrease the speed of the video to .75 (or as required) if you think it's too fast. Everyone's voice is provided by the 'Divine Power'. Instead of making fun of the video owner, we can appreciate his smart work and time for imparting knowledge to all of us. Enjoy!
In the 2D analysis you mentioned that the sign convention is found by looking at the direction of shear stress parallel to the vertical axis. So, Txy is pointing up on the right and down on the left. Isn't that ACW? So shouldn't that value of shear stress at sigma,y be negative and sigma,x be positive?
can u please tell me what is the origin point to measure maximum normal stress and minimum normal stress on principal plane in graphical method? because if it is the origin of X-Y axis then (σ1-σ2)/2 will not be the radius of Mohr's circle.
In that case, may be you should go find videos where you'll possibly understand what the lecturer is talking about instead of wasting time here. Up yours too, buddy. Bye.
I've tried, but I like this website. And the point of me being here is to be able to understand what he's talking about. But because of his accent, I can't. Hopefully they have newer videos where the person speaking is from America, or can be understood. Let me help you out... *maybe
Yo, sup, this is the best explanation ever! But in order to understand it, you need to solve a random mohrs circle problem. I guarantee this will be awesome after solving a problem first. And when you watch this, you know what you just did.. just copy a guy on the Web here with a random problem:)
Did not understand a single thing of what you just said, I am sorry but if you wanna make a video explaining something in English you better make sure you can manage the language.
Your videos are initially intended to the students from Indian subcontinent as far as I assumed . But with 2 million subscribers will not you care to improve your pronunciation ? But dear thanks for the video. Very informative and explanatory.
Not in all cases, usually we are interested in finding the maximum values, so you need to draw 3 mohr's circle choosing every combination from 3 mutually perpendicular planes and choose maximum in it
It would be useful if you had described the foundation of the cubic equation with invariants, instead of just stating it as a given. Otherwise, nice video.
Love you, no teacher in engineering could teach me and you teach me all of it in just a few minutes,
Love you, and don't worry about your accent it's enough for one to understand...
Keep it up,
one of the best videos , explaining stresses and use of mohr's circle! thanks ...
Absolutely BRILLIANT explanation. Thank you so much for making this video - things that previously made no sense and frustrated me now make complete sense. Much appreciated. 👍🏻
it is best lecture ever i seen in youtube, but you did not explain it in 3d , that i am looking for, but thanks for your way to teach, and awesome voice for teaching
Best video in this topic. Liked how u explained the practical use. Which most of the other Indian teachers miss.
Better than how my professor explained. Thank you
This was far better explained than any of my lecturers/tutors could manage. Great video; thank-you!
All the information I need is here, but I can't understand what your saying; speak slower please
Thank you very much for a better understanding of Mohr's Circle Sir.
It really hepls a lot.
I wish we saw examples of what you briefly explained about 3D at 8:40-8:54 (since almost all available examples about Mohr's Circle are about 2D cases).
Thank you for delivering such a brilliant and clear explanation
Turn on automatic subtitles and go 1:49 lol
Başar Kuzucuoğlu you deserve an award! 👍
:D
That's hilarious!
take a bow
Heheheh noice
amazing explanation I understood very easily, great job .I was searching for this a very long time, tanx
Superb! Cannot get better in a 9 minute video !!
Thanks bro, this was very useful to me, you have explained Mohr's circle in a very simple and easy way.
10 years later but still this video is the best
Thank you bro......Lot of information nd clearly explained, keep on do videos like this broo which were helpful to us like students...
good one, i was searching a lot for some basics, this one was really helpful.. thanks
Thanks. Awesome discussion. I finally get it. Thanks for your insight.Matt
Great! THanks! A video that doesnt beat about the bush and is point direct... Saved it too.. ANd yeah, that mallu accent as well ;)
Bet he is from kerala.. Great explanation btw :)
Dear viewers,
Please decrease the speed of the video to .75 (or as required) if you think it's too fast.
Everyone's voice is provided by the 'Divine Power'. Instead of making fun of the video owner, we can appreciate his smart work and time for imparting knowledge to all of us.
Enjoy!
Such a great video, but it could have some good subtitles, for people all over the world! Thanks
great info, but little hard understand the language
+Yuriy K The language is English. Think you mean accent...
Very nicely explained..!
thank you so much sir for giving good information about Mohr circle
that was actually a pretty good explanation...thank you....
Thank you! Good explanation.
Thank you very much, Sir!
This really helped.
Even if you take CW to be negative and Anti-CW to be positive, the circle will be the same right ?
Thank you, neatly explained
It was good.. but one doubt.. isn’t the principle planes perpendicular to the 2d square plane
many thanks for the help, sir! Excellent
In the 2D analysis you mentioned that the sign convention is found by looking at the direction of shear stress parallel to the vertical axis. So, Txy is pointing up on the right and down on the left. Isn't that ACW? So shouldn't that value of shear stress at sigma,y be negative and sigma,x be positive?
+Brandon Ornelas dude ! just observe the TXY values corrospond to SIGMA y in the 2 d figure !! you will see they are clockwise ! i hope its clear now
This was very helpful. Thank you!
Great explanation! Thanks!
very good video to get overview of the concept
thank you very much it was so helpful
Very clear and structured explanation, thank you so much!
I'm sorry dude, I can barely understand what you say
You have to listen for a while until you get used to it. But it is worth it because explainations are very good.
@@gamingSlasherTotally agree, one of the best explanations I've heard yet.
Very well explained, nice effort
This vid was a Great help
Fantastic video !!
can u please tell me what is the origin point to measure maximum normal stress and minimum normal stress on principal plane in graphical method? because if it is the origin of X-Y axis then (σ1-σ2)/2 will not be the radius of Mohr's circle.
How would you find the directions of sigma 1,2 and 3 if for some reason you needed to determine them?
What is sigma 1,2&3?
Is it principal stress in x,y,z directions?
Very effective.Thank you.
The captions even made me LMAO!! this is just hilarious to watch!! i know im being a harsh but i just find it funny
Dhanyawad bhai
in mohrs circle for 3d,can we simply draw sigm1-sigma3 diameter circle and find the maximum shear stress?
you helped me! thank you :)
perfect explanation sir❤
excellent concept..thank u sir
Very nice sir
I seriously can't understand this. Not because of the concept, but because I'm trying so hard to understand what he's saying. Ugh.
In that case, may be you should go find videos where you'll possibly understand what the lecturer is talking about instead of wasting time here.
Up yours too, buddy. Bye.
I've tried, but I like this website. And the point of me being here is to be able to understand what he's talking about. But because of his accent, I can't.
Hopefully they have newer videos where the person speaking is from America, or can be understood.
Let me help you out... *maybe
True, but still better than some of my professors back at school....
Yo, sup, this is the best explanation ever! But in order to understand it, you need to solve a random mohrs circle problem. I guarantee this will be awesome after solving a problem first. And when you watch this, you know what you just did.. just copy a guy on the Web here with a random problem:)
ohheydarciemae1121 'from america'. Haha. wow.
Awesome explaination
The way he says Problem
Thank You... It was helpful....!
Great video sir.
Thanks for uploading the video
Perfect and easy explanation...
Did not understand a single thing of what you just said, I am sorry but if you wanna make a video explaining something in English you better make sure you can manage the language.
thank you so much ! it helped me.
very well explained thanks!
Thanks, Explained well
thank u so much , even dummy like me got a clue :D..
Very good !
wow....I got. it....thank you sir...
Nice explanation
nice upload,very helpful
annotations used to represent shear stresses are wrong
Your videos are initially intended to the students from Indian subcontinent as far as
I assumed . But with 2 million subscribers will not you care to improve your pronunciation ? But dear thanks for the video. Very informative and explanatory.
how Thita is calculated graphically.
Thank-You So Much .........
can you add manual captions for this and the Von Mises video?
GREAT VIDEO
So there is no geometric way of calculating principle stresses in 3D? It must be performed algebraically?
For 3D principal stresses you have to do it algebraically :(
Not in all cases, usually we are interested in finding the maximum values, so you need to draw 3 mohr's circle choosing every combination from 3 mutually perpendicular planes and choose maximum in it
Well Explained
i don't understand why the normal stress along y and x are drawed in that positions! can someone help me??
Superb 🤘🏻
Thank you Sir.
m very very thankfull thanx a lot
Should i thank you for 'the awesome lecture' or 'the loudest laughter' i ever had?
Accent was quite harsh, but still nice video. Thumbs up.
Thank you soooooooo much.
thank you so much
It would be useful if you had described the foundation of the cubic equation with invariants, instead of just stating it as a given. Otherwise, nice video.
good lecture, thank u.
Positive shear stress points down for the 2 angle to match the cube angle rotation. He is wrong.
Thanks!
Nice lecture...
The concept is easily understood, but the speaker's accent is rather unclear
Its was Good ..
But sir ur pincipa shtruss n masima plan and queston we wr nt able to understand .. ..
I was cracking up throughout this video
Thank you !!
Thank you the lecture
But please Sir improve your pronunciation, it sounds very funny.
It's Malayalam slang
malayali.ann allle....😘✌️
Good stuff
I can understand fine.
Its really hard to understand ur pronunciation brother....
bahutey badiya samjhayi rhe hei saar.... saaley goro ko nahi smjh aya to ismei sir ka karei... budweiser? (but why sir :P)