English - Beam Deflection Using Double Integration Method

Determination of beam deflection using double integration method

[DethWhite]

Some of the things you explain no one else ever has before. For example, you explained what EI is, then you explained that it is constant because xxxx and THAT is why you moved it over. Honestly, I'm only halfway through the video and I've gone "So THATS why you do that!" so many times already! I am subscribing to your videos, thanks so much :)

[aboali]

straight to the point and very helpfull. its so say how we pay top doller in university and get lost for 3hrs and we get this for free and 100times better keep up the good job bro

[anthonydoyle]

This is the best tutorial on YouTube for this topic, made it so easy to understand

[danielbernardandrews]

this video has just saved me from gettin an f to getting an A16! :) teaching is an art which you have masterd! just wish my tutor could manage it ! thankyou much appreciated my friend :)

[mahavirmeena]

nothing better than this to understand beams deflections. thank you sir.

[hajji]

You are awesome, you are a godsend to depressed students and those thirst to knowledge.

[meshackjohn]

This one is perfect. I have structural mechanics exam and i have understood well. Asante sana

[sergiomartin]

superb, If only half the lecturers where half as good explaining course material the world would be a better (and easier to understand) place. Thank you very much, saved me hours of struggle.

[steventaylor]

Thank you for this, you make it so much clearer than any text book or lecturer.

[annaebbeson]

Thank you! life saver....you've explained this crystal clear unlike my lecture notes.

[Mech_Engg_USA]

Excellent presentation! I was able to understand alot of things which I had forgotten over the years. Please keep uploading videos like this one. God bless you!

[CTSCIVIL]

Sorry for the late reply. If you are referring to the example of the simply supported beam with the point load, then at x=0 theta is NOT zero since there is rotation at the hinge. if theta was zero at x=0 that means there is a moment at the hinge which physically not true :)

[NicklasNancke]

Thanks! This video saved me hours with books and thusand of websites for my project. 

[alessandrobaratto]

Thanks so much for your time and work putting this video together.  Excellent explanation.  I finally understand the method of double integration for deflection of beams.

[piceilocosnortechapter]

Its really a great tutorial.. im so thankful that i bumped into this. Continue your great job. Thanks.

[irulebigtime]

Thank you so much! You have saved me hours trying to decipher my structural analysis textbook. Keep doing what you're doing :)

[starrod]

Nice video! I really liked how you discussed what the elastic curve is, this confused me a lot when I took Mechanics of Materials. For beam deflection problems solved integration it is especially important for students to understand how to solve for the constants of integration.

[troyza]

Thank you so much for your reply and your videos! You helped me so much to pass my course! Please keep up the great work.

[wantutu]

i learned a lot more in this 30 minute video more than my 3 hour lecture at uni.

[CTSCIVIL]

from what I understood from your comment, I can say that all you need to do after dealing with the integrals move the EI to the righ of the equal sign (divided)
That is y = (1/EI)*Integrals
look at the video at time around 16:50
hope that clears things out
CTSCIVIL