Hello friends here we are starting a new chapter in sum and the name of the chapter is Principal Stresses and Planes it is called as principal stresses in plains sometimes we even call it as principal stresses and strains now when we are talking about principal stresses and Plains first I’ll give an example that here there is a plane plane has negligible thickness next here I will assume that along X Direction there is a stress called as Sigma X which is of tensile nature then along Y there is stress Sigma Y which is again of tensile nature so now I will say that for this figure a body or a plane may be subjected to only normal stress now normal stress means either tensile or compressive stress so you’re the example one which I have given in this a plane is subjected to stress stresses along two perpendicular directions that is along x and y along X the stress is Sigma X along Y it is Sigma Y and they are called as normal stresses so a plane may be only subjected to normal stress next if I consider the same plane call it as a b c and d and now instead of normal stress it can happen that the nature of the stresses would be like this in two opposite directions that is the first stress is acting upward on the face ad next a stress is acting in downward direction on Phase BC I will call it as tau so this indicates shearing action because in case of shear one of the force would be acting in one direction other should act in the opposite direction because of that there is shearing action so here on phase ad the shear stress or I can say the shear force is acting along upward direction on BC it is acting along the onward direction because of that there would be shearing or sliding of this plane next similarly now because of this sliding I can say that this is clockwise shear the other thing possible is that one phase a B there can be shear stress acting towards left tau then on phase DC there can be a shear stress acting towards right so because of that this is called as the anti clockwise shear first it was clockwise shear again there is shearing action so I can say that a body or a plane may be subjected to only shear stress the other word of shear stress is tangential stress now in this example here the body is acted upon only by shear stress previously it was subjected to only normal stress so here we have seen what is meant by normal stress and shear stress next there can even be a case where we have normal as well as shear stress so I can say that again drawing the diagram lene ABCD now here I say that Sigma X is acting along X Direction Sigma Y is the stress along y direction now this is a case of normal stress then apart from that there is even shear stress shear forces are acting on Phase ad on phase BC next there is even shear stress acting along a b and acting along DC so the third case I can write it down as a body or a plane may even be subjected to a combination of normal stress as well as tangential stress which is also called as shear stress so now as I have started the introduction of this chapter by explaining that how the stresses are acting on different planes so in this chapter we are going to see such cases in which normal stress shear stresses would be acting along plane sometimes the plane may even be inclined and we have to find out the values of stresses on that inclined plane so here in this chapter some notations would be used that is tensile or compressive stresses given in the problem that is in the Delta in the problem would be denoted by Sigma X or Sigma Y or it can be opposite of Y Server so now here I have written an important point that in the chapter of principal stresses and planes tensile or compressive stresses given in the problem that is in the data they will be they would be denoted by Sigma X or Sigma Y next shear stress or I can say the tangential stress stress will be denoted by Sigma suffix T now whenever I write Sigma suffix T in this chapter it would be tangential stress and not tenderized stress because if it is tensile or compressive we can denote it directly by Sigma X for Sigma Y so these are some special notations which would be used in this chapter so your in this video we have seen the introduction of the chapter of principal stresses and planes

Bhai nice way teaching

Do have lecture on solid mechanics

Nice video but the accent hurts my ears.

sir this is nice video but where is mohr circles lecture video?

sir so nice,please upload fluid mechanism and ecet lectures

xplain with practical xample sir…nice lecture though😊

can you please give me your email address. i have a question to send you. thanks

sir principal stress and strain ka vidio banaiye n sir please

im having question that why thickness is not considered. if any particle is their thickness should be there. without thickness its practically impossible. practically it can not exist.

your videos are very well produced and easy to understand thank you sir

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sir can u pls upload a video on Mohr's Circle?

sir hindi me visdeo send kriye kyu hm diploma valo ko samgh ni ata plz sir

Can anybody send me the link of

Construction of Mohr'S circle

Do you have lectures on Mohr's circle?

Very nicely explained.

Why shear stress are same in x and y direction

Are they can be different

Sir please post a lecture on the Mohr circle method please please

thank you sir.. your problems solving is very good and the language is very simple

thank you sir.. your problems solving is very good and the language is very simple

thank you sir.. your problems solving is very good and the language is very simple

Please explain in Hindi

Sir plz can u upload a video of mohr's circle …and …some problem based on mohr's circle

Sir we want Mohr's circles lecture ……

principal plane formula

improve sound quality

Sounds problem

Thanku very very very much sir ji

Kbhi video bnate bnate paad aaya kya ?

Why r u don't make video on Mohr's circle?

Sir principal stress is acting on which plane and shear stress is acting on which plane …say me answer sir

Can u upload principal stress and principal planes subject to stresses at a particular point in 3d situation for i want 1 sloved sum on this

sir plzz upload a video on Mohr's circle

What is this plane in beams can you explain which plane is it beams or flexural members and what about z axis or span

sir hindi me mil skta h kya

You just write the definition of that particular term where is concept man???

Could please tell me that what is principal plane and principal stresses and what are their importance and why and when we we have to consider these stresses??

if a mohr circle is drawn for a fluid element inside a fluid body at rest it would be ??explain?

Thanks sir

Which software you are using for making this video??

👍👍👍👍

AB pe shear stress kaise aaya sir ji APne aap vo tho explain kr do….

ur actually dumb

sir please explain you are just doing Reading and pasting .you'r explanations is not much good sir. please change your method.

हिन्दी में समझाये

Thnnxx sir

sir pls explain MOHR CIRCLE .ASAP

Please make lecturing on mohrs circle sir we need from urs only sir

Burra paadu

Sir upload mohrs circle concept please please

Ur lectures are superb to understand

Sir and also upload complex stresses

And stresses on an inclined plane under different uniaxial and biaxial stress

Kaam ki chij bhi bta do kbhi 🤥

Super my guru

Sir u are amazing plzz upload more video

please speak something ra what have you kept in mouth ra reyyyyy ????

Can we join on WhatsApp

sir we love u

Thank u sir…😊

Sir please upload a lecture on topic Mohr's Circle

Poor lecture. You did not explain the Principal Stresses and Planes.

Sir ache se samjahaiye answer bata ne she. Kya hoga

Ap Jo bata, rahe ho wo toh hame book main miljayega

Ham video esliye dekhte hain kyun ki ham wo samajh nahi pate or agar ap sirf answer kahoge toh Kay hoga sry sir galat mat samajhna😅😅😅

Niche lungi pehna hoga usne

Thanku so so so much sirr 3 markss mil jainge mujhe exam me

definition you mentioned. that we knows. give some example and calculation. its calculation not theory. don"t waist time for giving simple definition.

http://onlinemech.com/2018/12/stress-and-strain-part-4

Namaste sir jiiii

0:40 arent planes two dimensional?

Hello Friends,

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More boring than NPTEL lecture.

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