Location and value of maximum deflection of a simply supported beam with udl by Macaulay's Method.

#CivilSAC
In this video, we will learn how to find the slope at the end, location, and value of maximum deflection in a simply supported beam subjected to a uniformly distributed load on a portion of span by using Macaulay's method. The solution is done step-by-step for better understanding.
SUBSCRIBE TO MY CHANNEL FOR MORE USEFUL TUTORIALS.
Link to other videos -
LOCATION AND VALUE OF MAXIMUM DEFLECTION -SIMPLY SUPPORTED BEAM WITH POINT LOAD BY MACAULAY'S METHOD
• Location and value of ...
SLOPE, LOCATION & VALUE OF MAXIMUM DEFLECTION IN SIMPLY SUPPORTED BEAM BY DOUBLE INTEGRATION METHOD
• SLOPE, LOCATION & VALU...

[@faaizahmad725]

Very informative
Thanks

[@CivilSAC]

My pleasure

[@tomkihara1811]

Hey....on calculating M x x ....i didn't really understand can you help understand ....

[@amitpanigrahishorts785]

Plss make a video on how you slove last cubic equation and bring the answer of x for max deflection plss

[@29_arjunm16]

What will be the change in answering if it is symmetrical?

[@CivilSAC]

The solution procedure will remain the same but the values of slope and deflection will change.

[@jethalal6309]

Sir apan sab question me c2= 0 le sakte he kya

[@CivilSAC]

You have to solve for C2 and find its value based on the boundary conditions.