
part
2 of your question is wrong because support A is roller and support
B as you said is internal hinge, these support condition will make
the structure unstable there be no reaction to take the vertical
load and there were no reaction to resist the moments hence i think
your second part of the question is wrong.
1.5 kN/m 2.5 m 2.5 m a) b) Draw a SFD and BMD for end condtions?
Draw the BMD and SFD for the following problems. 6 KN 6 KN 12 kN.m 12 kN.m LB 2 m 2m-2m- W = 8kN W = 8kN L = 3mL = 3m = 3m L = 6m 500 lb 200 lb 300 lb B 8f- 8f- +
calculate the reactions.
draw the sfd bmd and afd where applicable
Q8 4 m 20 kN/m b 3 m + 100 KN 3 m 8 m בו 4
Please draw the SFD and BMD
Determine the shear force and moment at points C and D. Also, Draw the SFD & BMD 500 lb 200 lb 300 lb 114.29 lb 885.71 lb ft-4 ft 2 ft
calculate the reactions.
draw the sfd bmd afd where applicable
03 3 m 200 KN 1 3 m 12 m 04 2 m 120 KN 1 b 4 m 8 m 4 m
Can you please show the calculations and clearly draw the SFD
and BMD
Determine the shear force and moment at points C and D. Also, Draw the SFD & BMD 500 lb 200 lb 300 lb С" 114.29 lb 885.71 lb ft4 ft 2 ft
Find reactions using virtual work method and draw BMD &
SFD.
Pin support at A, Roller supports at B & C.
Point loads are located in the middle of each member.
Units are in Newtons and Meters.
8. calculate the reactions.
draw the SFD BMD and AFD where applicable
200 KN O f 4 m 2m x 2m 4.2mm 2m ste 2m 2m
L1(m)=1.5. L2(m)=1.5. w(kN/m)=3.
P(kN)=10. M(kNm)= 8. B(mm)= 12. D(mm)=18
Q 4. Draw SFD and BMD for the beam given below and determine the absolute maximum bending stress in the beam if it has a rectangular cross-section of width (B) and depth (D). [7 marks) w kN/m PKN M kNm A B E 4 22 L1 L2 L2
Draw SFD, BMD, and AFD for the following problems.
Problem 4 (A is a fixed support) 15m3 m 6 kN 1.5 m 6 kN 1.5 m