Statics: Lesson 61 - Shear Moment Diagram, The Equation Method

[@danielkesseler8593]

Since Exams are at home, you know I'll be singing along and repeating "FAT STACKS, shhortt stackks", thank you Professor!

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Same 😂😂

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I didn't know I could laugh this hard while learning statics.... you're a life saver, thank you so much!!

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I could agree more lol

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i couldn't @@velcro8299

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These videos are AMAZING! I never understand what's going on in my statics class, but after watching the related videos by Jeff I actually understand it! THANK YOU so much for spending the time and having such a great attitude when going over the material. I really enjoy your songs/sounds, very enjoyable!

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Your videos are great, thank you!

[@stefanharverd2571]

I lost my sanity trying to make some sorta difficult exercises about this stuff, but now I got it back thanks to this guy. Thanks Dr. Hanson

[@zjyub]

Hey Doc Hanson. I love your vids. They have been a huge help through out my engineering education. Have you ever thought about doing seminars to teach other college professors how to teach. Your method makes this stuff very comprehensible.

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i started out my assignment so afraid of how little I knew, but your uplifting personality and comprehensive approach helped me get through the work. I appreciate that a lot and wanted to say thank you for the amazing videos.

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Thank you so much professor Hanson, you might have saved my entire engineering career. Philippians 4:13

[@dylansmith2709]

Jeff Hanson for the win again; he never fails.

[@scherhundyalihsahijuan5734]

I've learned more about Shear Moment Diagrams in less than an hour by this man than 2 days by my professor. I am very grateful for this, thank you Sir!

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I would go to Vietnam for this man. THANK YOU!

[@bbhjuan3451]

Thank you, I didn’t grasp this well enough from my professor

[@joannab2292]

This video came up in my recommended and I remembered how much your videos helped me for statics and solids. I just wrote the last final of my degree yesterday. Thank you for making these videos, they helped so much!

[@salehyousef1615]

I'm literally having an exam in 50min and I'm struggling with this part You saved me 😭❤️

[@ikesteroma]

I've been there!

[@majormelon8855]

Same

[@nihalulubay8200]

I have eight hours and another exam in 5 hours which i didn't study. I already give up for one of them

[@joshualei5073]

Thank you so much for such a clear explanation and enthusiasm, by a student struggling with Mech of solids, that really helps a lot!!!

[@Xx101TUTORIALxX]

Don't usually comment or subscribe to these kind of channels but you are a lifesaver. Great teaching style!

[@blackvvideo691]

Your videos are delightful and SO helpful! I’m dusting off shelves from 10 years ago to finish my degree and I’d be so lost without these incredible mini lectures! I also really disliked the equation method until now. Grateful 🙏🏻

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[@ThePlazmapower]

This video really is the best explanation on triangular loads. You turned my 2 hour lecture into 17 mins

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MY mind is blown! I'm in Solids right now and have never understood this concept until you explained it like that. Thank you so much!

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Had to listen to John Denver after this! Thank you so much for your passion Dr.Hanson! It's really reaffirming when I completely understand when you teach, I know it's not ME, its THEM. Wish some professors would find their way here too!

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[@jamessullivan9363]

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[@georgesadler7830]

DR. Hanson, thank for an incredible lecture on the Shear Moment Diagram using The Equation Method. These lecture makes Shear and Moments Diagrams seems very easy.

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You're such an entertaining teacher, I love you and you saved my GPA. Thank you so much! :D

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I’m really enjoying and understanding the lectures

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Thank you Mr.Jeff, you made me learn deeply

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This was so helpful, thank you sir. Much love.

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Gotta love your passion sir. Your videos saved me a lot of times. Thank you!

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jeff Hanson the real hancho

[@adityapatel2232]

Super helpful. Thanks Dr. Hanson!

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This man is an absolute beauty

[@torillama4275]

Thank you so much Dr. Hanson!

[@austinreheiser414]

forget statics, i’m coming back to this while taking strengths of materials. great video.

[@schwarzmann1]

Amazing video wonderfully explained a difficult concept. You're an amazing Teacher Jeff thanks for your work

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"but over here I'm getting F A T S T A C K S right?" god bless this man

[@cattyeimrencute99]

I don't know if shear moment diagram is easy or you're just better at teaching them. Neither way, THANK YOU SO MUCH!

[@sad-xt3ml]

just a day before my exam and i have found something that could have helped me all semester. thanks Sir. you have made learning fun.

[@1234jhanson]

Glad to hear that

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Thank you so much!!! You make learning statics so much fun:)

[@saimgautam3871]

Sir your explanation is really to the point and easy to get thaks for your lectures

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[@GaryTugan]

Excellent as always, Jeff. Thanks for your work!

[@connorthomas2161]

Can you do a course on Machine Design?, I think it is basically the course right after Solids.

[@stevesaam1924]

I wish I had you as my statics professor! 🤣 That "fat stacks" got me dying 🤣🤣🤣

[@velcro8299]

Talk about jokes and learning, I'm hooked.

[@kentran5990]

I wish I have this clip and internet as well as KZbin when I was talking Statics Course 30 years ago.

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fantastic lesson really helped

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I was focusing on the subject until he said "U don't wanna get left at Walmart" I had to stop for a minute there. You are solid and funny Sir!

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real structural analysis teacher! I am satisfied! I REGRET that I lost much of my time in irrelevant Africa, Ethiopia politics.

[@saskiagilmour5936]

This was enlightening. Thank you so much.

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Jeff, I love it. Great video.

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i wish I could have watched this during my undergraduate Mechanics course! :(

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bro is rlly saving my sanity at this point

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Remember 10:20 is what saved me from getting up to 30 points taken off my final. I’m going to pass thanks to you.

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YOU ARE AWESOME

[@Quietninjastar]

I am pleased to find an american engineer video on youtube. Those indian guys are helpful and all but sometimes it is hard to understand

[@NewAgeRanger]

A little confused. How did you determine the 8' and 4' from the concentrated load of 54? I figured the midpoint of the 12' for the concentrated load of 54 would be 6'. Thank you

[@sword5367]

because its a triangle

[@badyahelamin8386]

For triangles, the centroid is 2/3 of the length (2/3*12=8)from the short lines and 1/3 of the length from the tall lines(1/3*12=4)

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@@khalidalsharari8355 You're welcome :)

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[@cad_cam_engineer]

Mr. Hanson can we imaging distributed load like rain and graphic like umbrella?

[@andrewwinters6516]

Bloody brilliant 👍👍👍

[@bibibhaidari4526]

Whilst doing the global equilibrium... why did you put the centre of the mass 8m from A. If its at the centre should it not be just located at 6m from A?

[@bahaabenhussain2172]

THANKS SIR , U MADE IT SO EASY ❤❤❤❤

[@arashroohanianrashtabadi2979]

I'm so grateful you are teaching me professor.. very very verrry grateful

[@alphonseniyonteze3932]

Thank you so much

[@gonfreecs7202]

Thank you 🙏

[@krisrBlessed]

So clear thank you so much! God bless you!

[@Theguywithephonyname]

Thank you

[@nathangaffran]

What do you do when you have a distributive force on the top and bottom of the beam at the same place?

[@sebastiancurry3714]

Great video as always, just to let some of you know though, it would probably be in your best interest to use calculus and integrate to get the equations instead of cutting the beam. It would save you alot more time on exams, and its not hard integration either, its just integrating a linear function. Could easily find videos on how to do it, def saves lots of time tho instead of drawing a FBD and cutting just to find the max points and what not.

[@seanalbert5746]

0:55 Possible exception? On problem 7-53, the shear graph crosses the axis with a slope, not a parabolic curve, yet I didn't see how to continue with the graphing method because I needed to know where x=0 (which I think requires having the shear equation) in order to calculate the area of the triangles (it's not neatly on a line of discontinuity where we are given the x-value). This is due to an additional moment on the beam making the support forces unequal. If any of you see how I'm wrong, please point it out because I'd much rather use the graphing method as much as possible.

[@rands24]

THANK YOU

[@villesarkilahti4975]

What if in this example the triangle distributed force would be flipped the other way around? This method doesn't seem to work in that case, if the slope is -3/4 and that the starting point is (0, 9) v(x)=0 has no solution.

[@syedabdullah5278]

So fun to watch he teaching...i wish he is my lecturer

[@monars9]

you're a life saver thank you so much (:

[@tutstorial8474]

sir what if the given triangle load is from zero increasing up unto the center but then from center to the right end becomes decreasing to zero, how to make an equation?

[@asif7240]

Thanks a lot!

[@silverbackdungeongorilla4315]

you are heisenberg of statics

[@zoegwynn]

i owe u my life

[@NoCopyrightMusic-hl6pv]

Please tell me how u solved y=mx+b ... Specifically, why u divided both 9 and 12 by '3' .. where did that 3 come from

[@charlesmokanyane285]

Thank you Sir

[@yowo6105]

lets say there was also a point load acting on the beam, then you have to take the cut áfter the point load right?? or can it be at any point? because what if you took the cut too early on? this is where you have to use Macaulay's method right?

[@Sofialovesmath]

You are awesome

[@thepakilad3967]

Sir do all shear moment and shear forces questions are solved through this method? or is there different methods for different questions? I have the book; "SOLID MECHANICS", and it has complex questions solved pretty differently.