b) The simply supported beam as shown in Figure 2 is made of five planks glued together at A and B. The beam has a length of, L= 4m and carries a concentrated load P = 5 KN. The cross sectional of the beam is shown in Figure 2(b). Given the centroid of the cross section (measured from its base), 9 is 27.73 mm. i) Determine the maximum shear flow at point 4 and B, ii) Determine maximum shearing stress at point A and B, i) If the load, P is increases to 10 kN, discuss whether the joint A and B will break or not. Given the maximum shearing stress for the glhue is 0:45 kPa. (a) 10 mm 40 10 mm 30 mm 30 m 10 mm 10 mm (b) Figure 2

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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ChapterMA: Math Assessment
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QUESTION 1
a) A beam is made of from three wood planks and connected together using screws as
shown in Figure 1. The spacing between the serews is 150 mm and the beam is subjected
to maximum shear of V,=- 250 N. Calculate the shear force in each screws.
220 mm
180 mm
-Screws-
40 mm
40 mm
140 mm
40 mm
Figure 1
Transcribed Image Text:QUESTION 1 a) A beam is made of from three wood planks and connected together using screws as shown in Figure 1. The spacing between the serews is 150 mm and the beam is subjected to maximum shear of V,=- 250 N. Calculate the shear force in each screws. 220 mm 180 mm -Screws- 40 mm 40 mm 140 mm 40 mm Figure 1
b) The simply supported beam as shown in Figure 2 is made of five planks glued together at
A and B. The beam has a length of, L= 4m and carries a concentrated load
P = 5 KN. The cross sectional of the beam is shown in Figure 2(b). Given the centroid of
the cross section (measured from its base), y is 27.73 mm.
i) Determine the maximum shear flow at point 4 and B,
ii) Determine maximum shearing stress at point A and B,
i) If the load, Pis inereases to 10 kN, discuss whether the joint A and B will break or
not. Given the maximum shearing stress for the ghue is 0.45 kPa.
(a)
10 mm
40 mm
9=27.13 mm
10 m
40 m-t
30 mm
10 mm
10 mm
(b)
Figure 2
Transcribed Image Text:b) The simply supported beam as shown in Figure 2 is made of five planks glued together at A and B. The beam has a length of, L= 4m and carries a concentrated load P = 5 KN. The cross sectional of the beam is shown in Figure 2(b). Given the centroid of the cross section (measured from its base), y is 27.73 mm. i) Determine the maximum shear flow at point 4 and B, ii) Determine maximum shearing stress at point A and B, i) If the load, Pis inereases to 10 kN, discuss whether the joint A and B will break or not. Given the maximum shearing stress for the ghue is 0.45 kPa. (a) 10 mm 40 mm 9=27.13 mm 10 m 40 m-t 30 mm 10 mm 10 mm (b) Figure 2
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