More practice? You got it. This problem is also a tough one. Here is a simply-supported beam with a mid-span point load. You are to write the v(x) equations for 0< x,≤ L/2 and for L/2
More practice? You got it. This problem is also a tough one. Here is a simply-supported beam with a mid-span point load. You are to write the v(x) equations for 0< x,≤ L/2 and for L/2
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
![Ans. V₁ = 48EI [4x²-3L²x₁]
P
and v₂
P
3
=
+48 [− 4x² + 12Lx² − 9L²x₂ + L³]
48EI](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcf84dde2-f77b-4203-b744-f3414691451c%2Fb1b39c7c-e30a-421e-bb3f-eff706f7dc82%2F2r38o49_processed.png&w=3840&q=75)
Transcribed Image Text:Ans. V₁ = 48EI [4x²-3L²x₁]
P
and v₂
P
3
=
+48 [− 4x² + 12Lx² − 9L²x₂ + L³]
48EI

Transcribed Image Text:More practice? You got it. This problem is also a tough one.
Here is a simply-supported beam with a mid-span point
load. You are to write the v(x) equations for 0≤x≤ L/2
and for L/2<x₂<L.
Here is a visualization of this beam's deflection:
https://i.gifer.com/Kr1C.mp4.
M
x1
x₁
X2
-4/2-+
x2
P
श्री.
-4/2-+
DRAW V(X) HERE
JP
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