Engineering
Engineering, 13.09.2019 23:30, jwyapo4

How do you find the vertical deflection at point c in problem 9-70 (chapter 9 # 70) given e=200gpa, g=75 gpa and the radius of the rod is 30mm?

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Physics, 26.06.2019 05:20, hannah1571
The two vertical steel rods [e = 200gpa] that support rigid bar abcd are initially free of stress. rod (1) has an area of a1 = 450mm2 and a length of l1 = 2.2m. rod (2) has an area of a2 = 325mm2 and a length of l2 = 1.6m. the dimensions are: a = 3.0m, b = 1.0m, and c = 1.25m. after a load of p = 80kn is applied to the rigid bar at d, determine: (a) the normal stresses in rods (1) and (2). (b) the deflection of the rigid bar at d.
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Mathematics, 01.08.2019 01:20, abc236
Consider the following situation, in which a compass is influenced by not only the force of earth's magnetic field, but also an additional applied force. 1.) which of the following is true of the angle of deflection of the compass relative to fearth if fearth > fapplied? a. the angle of deflection will be exactly 45° b. the angle of deflection will be greater than 90° c. the angle of deflection will be less than 45° d. the angle of deflection will be exactly 0° e. the angle of deflection will be greater than 45° but less than 90° 2.) which of the following is true of the angle of deflection of the compass relative to fearth if fearth < fapplied? a. the angle of deflection will be exactly 45° b. the angle of deflection will be greater than 90° c. the angle of deflection will be less than 45° d. the angle of deflection will be exactly 0° e. the angle of deflection will be greater than 45° but less than 90°
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Physics, 08.10.2019 04:10, sergiogautosg15
Problem 2 (3pts) the horizontal rigid beam abcd is supported by vertical bars (1) and (2) and is loaded at points a by vertical force p = 30 kn. bar (1) is made of aluminum [e = 70 gpa] and has a cross-sectional area of 200 mm2 and a length l1 = 8.0 m. bar (2) is made of steel [e = 200 gpa] and has a crosssectional area of 300 mm2 and a length l2 = 5.0 m. assume dimensions a = 2.5 m, b = 2.0 m, and c = 1.50 m. determine the deflection of the rigid beam (a) at point a and (b) at point d.
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How do you find the vertical deflection at point c in problem 9-70 (chapter 9 # 70) given e=200gpa,...

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