Moment Area Theorems Explained - Structural Analysis

[@simoskalli]

8 min of pure straight theoretical stuff. Straight to the point, love it!

[@entropyz5242]

Honestly, I like how you go straight to the point. Not like any other instructor here on KZbin that tells you their life story before they begin to explain the topic.

[@1SSJA]

I love this guy man actual engineering saviour

[@yoshitasahishnaa]

you are the best teacher i have come across! thanks!

[@structurefree]

yoshita sahishna you are too kind! thank you.

[@JSamuelN64]

This dude had me so hyped for structures the moment he said "alright"

[@structurefree]

Awwwwwdjyeahhhhhh!

[@andypooncw]

Best teacher ever, thank you so much

[@QuranDuaa7]

very successful "unpaid" PROFESSOR in structure

[@suhasssam2254]

Today I passed the exam because of you. Thanks a lot.

[@tankkong4749]

nek minit got like 75%

[@Stock_Market_Learnings]

best teacher !! i must say.... thanks a lot ...hope to see u again ....

[@live-concept]

i must say you're the best!!

[@structurefree]

Thank you!

[@Batman_the_greatest_Warrior]

ILY you are Structural analysis god

[@vibhore9624]

Thanks a lot... Your explanation make this more interesting to me... 👍👍

[@joejnrnamba6242]

Great!! You cleared those confusions in my head.

[@bashayeralm5640]

You are definitely THE BEST !

[@y_p7]

thanks man!!! you are an angel! you opened my eyes in this theory

[@SamI-yq8oc]

At 8:00, why does x become the centroid instead of just (x^2)/2 ? Is it because it's defined as the distance from the point of interest to the center of the curvature (the circle's centroid)? Thanks for the vids, haven't looked at this stuff in 5 years and I'd be lost without you man :)

[@NinjaMartin]

Could you explain this to me ? I didn’t quite get it :/

[@NinjaMartin]

The first moment of area (S_y) is defined as the sum (integral) of x dA, where x is the distance from a given axis to the centroid of element dA, right? If you divide this by the sum of areas, you get x bar (distance from this chose axis to the centroid of the whole figure one is looking at), right? So looking at our curvature diagram, what is our area? For a small area (dA), we have Height (M/EI) * width (dx), so integrating this for a chosen intervall x gives us an area. Because S_y can be written as x bar * area, we can therefore write it up as x bar * integral (M/EI) dx, which is where my confusion is at right now. Am I on the track of something? Sorry for my bad English, I am from Norway. Thank you Structurefree for this great channel!

[@Rahul-ke8lt]

i like the flow man

[@jonphilipbogbog8623]

Thank you so much, it helps me a lot in my study.

[@bashamsk1288]

you earned a subscriber bro

[@priyamanmohan1245]

You've helped me so much man...I'm getting good at using the methods, I'm just having trouble determining with method to use for a given problem. For example, If a beam problem asks to find the slope/deflection at a point, how do I know whether to use double integration or the moment area method?

[@structurefree]

Priya Manmohan it depends on how much work you are willing to do. integration can be cumbersome depending on the number of functions and boundary conditions you have...personally i like the conjugate beam method.

[@prasadramesh326]

hey this is really help full please keep it up

[@adithyaramachandran..]

Thank u so much sir and it was very useful to me.thank uuu😊😊

[@rof.8005]

Great job, keep it up 👍

[@Ayrton-Da-Silva]

this is simply amazing!

[@jaeseow7805]

Thanks so much man. This is great!

[@tarungupta2310]

great lecture, really helpful. thanku

[@animesh2937]

I guess now a days there is no need of colleges Great work 😀👍👍👍👍👍

[@ikRxpr0s]

Like always, I appreciate it! Great video. So, more importantly, when are you replacing my structures professor?

[@live-concept]

+ikRxpr0s and mine

[@Nickilese]

Alriiiiight , what's up youtubers/future engineers!!

[@Szhihihihihihi]

Brilliant man...and Thanks !

[@mapakarmylover2669]

Salute to you sir 😊😊

[@jasonpaul6708]

alright! alright! alright!... I finally get it Thank you!

[@ravi_pageni]

Thank You Sir 🌺

[@jossrommel74]

me gusto su explicacion, mil gracias esta chevere....

[@harinthbasireddy4265]

Sir, I had a doubt in this theorem. In the case of parabola the angle between radial arcs and the anle between the tangents were not similar know sir. Then how could we decided that the two angles were same.

[@bakhtiareng.6392]

I like your pronunciation of (alright ) .

[@md.tareqturzo3572]

Can I Have more examples to practice with solution???I completed 1,2,3,4 videos of these lesson.Thanks for the tutorial

[@structurefree]

Good job, it's all about practice. You should probably look in a textbook.

[@obieeetleb7764]

you are the best

[@Validproof]

how was this texts made , is a wacom tablet or regular tablet touch screen devices??

[@MrDosSantos]

Thanks a million!

[@lakshanelikewela350]

i can depend on u man. awesome

[@Bolensgoldrush]

0:33 fastest hand in the west

[@عبداللهالخالدي-ش7ت]

يجب أن يكون هناك تجربه بالعربيه 🥺🙏

[@JasonMiller-cu9rr]

hey man... how do you just know that the moment diagram will look like that? can you point me to a video that'll teach me that?

[@dannyrodguez7736]

mmmmm how about if we were finding the max point of deflection and slope?

[@ataulshaikh2886]

Why do we find the difference in slope, when we can find just one slop?

[@yirgabezabeh6121]

tanks so much bro.

[@imrandafterdar4929]

If i have a problem can you help me solving it ?? my instructor gave me a problem and I'm not sure about my answer

[@dhananjayaraogummalla3359]

Good sir

[@stardust1342]

nice ☺

[@himodesweet6726]

thanks a lot

[@rajudangal8355]

awesome.....

[@structurefree]

raju dangal thank you!

[@NetSkillNavigator]

Da best!!!

[@bluebek]

your sound is so disturbing you are to close to the mick ,but a good video

[@prakashlamichhane5802]

thank you

[@structurefree]

+Prakash Lamichhane you are welcome

[@structurefree]

+Prakash Lamichhane you are welcome

[@tutstorial8474]

🤘

[@simplyminimal7428]

rip earphone user

[@shreydon35]

you are my god.

[@structurefree]

Shreyas S I really appreciate the support and enthusiasm, but let's not get carried away. :) I'm only human.

[@gameplays731]

OK if I understand I will subscribe you

[@ghe229]

#geekweek

[@babyelephant121]

i love you dude, no homo

[@snehalyagnik]

Thank you