Calculate the maximum deflection of the steel shaft (E=200 GPa), if a=0.9 m and P=76 N....
Calculate the maximum deflection of the steel shaft (E=200 GPa), if a=1.5 m and P=287 N. The shaft diameter is 25 mm. Write your answer in mm to 2 decimal places. a 2 NI A B P P
Calculate the maximum deflection of the steel beam (E=200 GPa), if a=0.6 m and P=14 kN. Take I = 102 x 100 mm4. Write your answer in mm to 2 decimal places. P 0 |Α C IB + a a a a
Calculate the deflection at B of the steel beam (E=200 GPa), if a=1.2 m and P=17 kN. Take I = 102 x 106 mm4 Write your answer in mm to 2 decimal places. P Mo = Pa A B
Question 10 3 pts Calculate the deflection at B of the steel beam (E=200 GPa), if a=1.5 m and P=10 kN. Take I = 102 x 106 mm4 Write your answer in mm to 2 decimal places. Mo = Pa B
P10.018 210 GPa] shaft supports two pulleys. For the loading shown, The solid 36-mm-diameter steel [E discontinuity functions to compute: (a) the shaft deflection vB at pulley B (b) the shaft deflection vc at pulley C. use = 400 mm, P 840 N, Q 470 N 290 mm, LBC Assume LAB A B C LAB LBC P Answer: (a) VB = mm. (b) vC mm. Open Show Work Click if you would like to Show Work for this question: P10.018...
Calculate the deflection at B of the steel beam (E-200 GPa), il a 18 mand P-1611 Take 1. 102. 10% man write you moverlentoon Mo = Pc А B с
The concrete [E = 29 GPa] pier shown in the figure is reinforced by four steel [E = 200 GPa] reinforcing rods, each having a diameter of 19 mm. Assume P = 680 kN, L = 2.10 m, and a = 275 mm. If the pier is subjected to an axial load of 680 kN, determine (a) the normal stress (positive if tensile and negative if compressive) in the concrete and in the steel reinforcing rods. (b) the deflection of...
The simply supported beam consists of a w530 x 66 structural steel wide-flange shape [E-200 GPa; I -351 x 106 mm]. Determine (a) the beam deflection at point C. (b) the beam deflection at point E. Assume P = 35 kN, w = 80 kN/m, LAB = LBC = LCD = 4 m, LDE = 2 m LAB BC Answers: (a) vc=T-190.693 (b) VE178.156 The simply supported beam consists of a w530 x 66 structural steel wide-flange shape [E-200 GPa;...
5. (10pts) the 4-mm-diameter cable BC is made of a steel with E = 200 GPa as shown in Fig. 2. Knowing that the maximum stress in the cable must not exceed 190MPa and that the elongation of the cable must not exceed 6 mm, find the maximum load P that can be applied. -BQ 2.5 m P 3.5 m 14.0m Fig. 2
The shaft is made of steel with shear modulus of 100 GPa. Its diameter is 100 mm. It is fixed at B while A is loose and can rotate 0.005 rad before becoming fixed. When the torques are applied to C and D, determine the maximum shear stress in regions AC and CD of the shaft " Please draw and write everything clearly. I preferred to be typed " The shaft is made of steel with shear modulus of 100...