I love you. No homo. Did this back in my 2nd year and now in my final year and doing an overseas exchange and the teacher just skips though this in Concrete design. So frustrating. Great revision.
hey, great video! I have a quick question though. For cases with multiple loads, ie a udl and an off centre point load, would I integrate both load cases separately to find the deflections and then add the results together?
How does this change if it were a four point bending problem? So 2 forces acting at two different points along the beam, and 2 reaction forces at the ends of the beam (simply supported).
check this out:you start by saying double integration method,then you write a second order differential deflection definition(2 derivative form).I am having a hard time to understand the so called method.M/EI is a general solution of the differential equation
Thanks, I just got out of my structures test, this was super helpful!! =)
+KsoFlyineer I'm really glad this helped! I hope your test went well!
It's 2022 now, and this video is still helping us.
Great refresher!! Thanks for putting this video together *thumbsup*
This is perfect
I love you. No homo. Did this back in my 2nd year and now in my final year and doing an overseas exchange and the teacher just skips though this in Concrete design. So frustrating. Great revision.
I'm really glad it helped. Goodluck with the rest of your studies overseas! :)
hey, great video! I have a quick question though. For cases with multiple loads, ie a udl and an off centre point load, would I integrate both load cases separately to find the deflections and then add the results together?
This appeared in my exam, can anyone answer it please 😁
@@phebomoralestapel5348 Damn 4 years later no response. One day it'll get answered
hooker joe I have a test tomorrow wish me luck man
@@fee68 Good luck friend, may the Engineering Gods be with you.
hooker joe Your wish motivated me more to work even more thanks a lot friend I will do my best to honor your wish!
I liked very good , It has examples of , beams and distributed load with bending moment ? cantilever beams ?
nice way to solve that question
How does this change if it were a four point bending problem? So 2 forces acting at two different points along the beam, and 2 reaction forces at the ends of the beam (simply supported).
You are genius
good!
Why did he drop the EI on the right side of the integration equation
3:56 WHY THE MOMENT ANTICLOCKWISE?
check this out:you start by saying double integration method,then you write a second order differential deflection definition(2 derivative form).I am having a hard time to understand the so called method.M/EI is a general solution of the differential equation
good man
بالغه العربيه
yeet