H 2 kN K 2 kN M N www RAY RAX A G B C D E F 3 m ↑ RGY 4m Fill in the multiple blanks. Figure Q19 Finding the vertical reactions is the starting point which can be done by taking moments at A and G but since this is symmetrical loading case the vertical reactions can simply be calculated by halving the total loading 4 kN. Ideally, we can solve the problem using the Method of cutting through the members JK, DJ and It would be sensible to select the left-hand side of the diagram as there are less full members and only one force from the reaction at node A. This will expose the internal forces which can be labelled with the names of the members themselves. Since we are required to find JK, examining the framework shows it is not a straight-forward matter, and we will require finding all three unknown internal forces. The easiest internal force to find is Next, we can take moments at node , as we can resolve forces in the vertical direction. in order to find the internal force JK and find that it has value of KN (use the convention that compressive internal forces are negative values).

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter9: Deflections Of Beams
Section: Chapter Questions
Problem 9.5.16P: Repeat Problem 9,5-15 for the anti-symmetric loading shown in the figure.
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Question
H
2 kN
K
2 kN
M
N
www
RAY
RAX
A
G
B
C
D
E
F
3 m
↑
RGY
4m
Fill in the multiple blanks.
Figure Q19
Finding the vertical reactions is the starting point which can be done by taking moments at A and G but since this is symmetrical loading case the vertical reactions can simply be calculated by halving the total loading 4 kN.
Ideally, we can solve the problem using the Method of
cutting through the members JK, DJ and
It would be sensible to select the left-hand side of the diagram as there are less full members and only one force from the reaction at node A.
This will expose the internal forces which can be labelled with the names of the members themselves.
Since we are required to find JK, examining the framework shows it is not a straight-forward matter, and we will require finding all three unknown internal forces.
The easiest internal force to find is
Next, we can take moments at node
, as we can resolve forces in the vertical direction.
in order to find the internal force JK and find that it has value of
KN (use the convention that compressive internal forces are negative values).
Transcribed Image Text:H 2 kN K 2 kN M N www RAY RAX A G B C D E F 3 m ↑ RGY 4m Fill in the multiple blanks. Figure Q19 Finding the vertical reactions is the starting point which can be done by taking moments at A and G but since this is symmetrical loading case the vertical reactions can simply be calculated by halving the total loading 4 kN. Ideally, we can solve the problem using the Method of cutting through the members JK, DJ and It would be sensible to select the left-hand side of the diagram as there are less full members and only one force from the reaction at node A. This will expose the internal forces which can be labelled with the names of the members themselves. Since we are required to find JK, examining the framework shows it is not a straight-forward matter, and we will require finding all three unknown internal forces. The easiest internal force to find is Next, we can take moments at node , as we can resolve forces in the vertical direction. in order to find the internal force JK and find that it has value of KN (use the convention that compressive internal forces are negative values).
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