A cantilever beam is under a concentrate load P (N), the beam has a length of L (m). P L y Complete the Python function below to find the support reaction force in y direction RF (N) and reaction moment RM (N*m) at the clamped end of the beam x = 0. Be careful of the sign of force and moment.

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter7: Arrays
Section7.5: Case Studies
Problem 15E
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A cantilever beam is under a concentrate load P (N), the beam has a length of L (m).
P
L
y
Complete the Python function below to find the support reaction force in y direction RF (N) and reaction moment RM (N*m) at the clamped end of the beam
x = 0.
Be careful of the sign of force and moment.
Transcribed Image Text:A cantilever beam is under a concentrate load P (N), the beam has a length of L (m). P L y Complete the Python function below to find the support reaction force in y direction RF (N) and reaction moment RM (N*m) at the clamped end of the beam x = 0. Be careful of the sign of force and moment.
= U.
Be careful of the sign of force and moment.
In [ ]: # Complete the function given the variables P, L and return the reaction force as
## Don't change the predefined content, only fill your code in the region "YOUR CODE"
"RF" and reaction moment as "RM".
def BeamReaction(P, L):
' 'Compute Reaction force V(x) and moment M(x) at any given position x=a.
Parameters
P : Load
L :
Beam length
Step 1: Work out the support reaction force and moment
Step 2: Write down the reaction force and moment at x=0
# your code here
return RF, RM # # Make sure in your solution, you use the same name
"RF" and "RM" for the outputs. Here, there are
Transcribed Image Text:= U. Be careful of the sign of force and moment. In [ ]: # Complete the function given the variables P, L and return the reaction force as ## Don't change the predefined content, only fill your code in the region "YOUR CODE" "RF" and reaction moment as "RM". def BeamReaction(P, L): ' 'Compute Reaction force V(x) and moment M(x) at any given position x=a. Parameters P : Load L : Beam length Step 1: Work out the support reaction force and moment Step 2: Write down the reaction force and moment at x=0 # your code here return RF, RM # # Make sure in your solution, you use the same name "RF" and "RM" for the outputs. Here, there are
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