The solid 50 mm diameter shaft is used to transmit torques applied to the gears. Determine the relative distance of gear D relative to gear A in rad. Use G = 83 MPa. 250 N-m 75 N.m A 325 N-m 150 N-m B 500 mm C 400 mm 500 mm 3.21 2.36 O 1.18

The solid 50 mm diameter shaft is used to transmit torques applied to the gears. Determine the relative distance of gear D relative to gear A in rad. Use G = 83 MPa. 250 N-m 75 N.m A 325 N-m 150 N-m B 500 mm C 400 mm 500 mm 3.21 2.36 O 1.18

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Determine the force (written as a vector) which BC exerts on member AB (a) if the 800-N load is applied to the center of member AB, and (b) if the 800-N load is applied to the center of member BC. 800 N A 1.1 m 1.1 m B 32 L. Answer: (a) F -( i i+ i j)N (b) F-( i i+ i i) N
In the gear system shown in the figure, the motor applies a torque of 231 N-m to the gear at A. A torque of TC = 440 N-m is removed from the shaft at gear C, and the remaining torque is removed at gear D. Segments (1) and (2) are solid 38-mm-diameter steel (G = 80 GPa) shafts, and the bearings shown allow free rotation of the shaft. Assume DA = 110 mm, DB = 370 mm, L1 = 1.7 m, and L2 = 1.1 m. Calculate the rotation angle of gear D relative to gear B.
The shaft is connected to a generator at A and the torque applied at each of the four gears is as follows: Tu = 40 N.m. T. = 25 N.m. T, 34.5 N.m. T, 23 Nm. The shaft is made of Aluminum 2014-T6 and H has a polar moment of inertia J= 2 *10 m. Find the angle of twist of gear E with respect to gear D knowing that the distance between the two gears is 840 mm. O0.0537 rad O0.0358 rad 10.0132 rad O 0.933 rad 40.0179 rad
The solid 34 mm diameter steel [E = 200 GPa] shaft supports two belt pulleys. For the loading shown, determine: (a) the shaft deflection at pulley B. (b) the shaft deflection at pulley C. Assume P = 810 N, Q = 480 N, LAB = 260 mm, LBC = 400 mm
A half section of pipe rests on a frictionless horizontal surface as shown. If the half section of pipe has a mass of 21 kg and a diameter of 300 mm, determine the bending moment at point Jwhen e = 90°. В A C The bending moment is N-m in the (Click to select)
Calculate the moment Mo of the 250-N force about the base point O of the robot. 500 mm A O 60 400 mm B C 20⁰ 250 N 300 mm
1. By the moment-are a m ethod fin d the slope and defle c tio n at the free end A of the cantile ver be am AB. E = 30,000k/in and I = 200 in. Refer to the figure belo w. A II decim a ls m ust be included, do not round o ff answers. A l fig ures must be included and drawn s tra ight. Curves may be done freehand. Summarize your answers as shown belo w. Answer Required Va lu e s A A 1. 270 k/ft L, 7ft L, 8ft B.
A two-span, continuous wood girder (E = 2,000 ksi) supports a roof patio structure (part (a) of the figure). A uniform load of intensity q acts on the girder, and each span is of length 8 ft. The girder is made up using two 2 x 8 wood members (part (b) of the figure). a q= 17.0 lb/ft -8 ft (a) B 8 ft 41 8 in. 2 in. 2 in. Section a-a (b) 000 8 in. Ignore the weight of the beam. Use the nominal dimensions of the beam in your calculations. (Solve by the method of superposition. The beam has constant flexural rigidity EI, unless otherwise stated.) (a) Find the reactions at A, B, and C. (Enter your answers in lb. Round your answer for Rg to at least one decimal place. Use the statics sign convention.) lb RA RB = lb RC lb
The solid-circular shafts are connected by gears at B and C as shown below, and having the same diameter (D.). The shear modulus of the shafts is 75 GPa. All bearings allow free rotations of the shafts. Determine the rotation of free end A when a torque T is applied. The values of L1, L2, Do, and T are given in table below. Fixed L1 L1=1125mm D L2=440mm Do=36mm .100mm T(N.m)=50 B 60 mm Activate Wine Go to Settings to L2
The hydraulic crane is used to lift the 1400-lb load. Determine the force in the hydraulic cylinder AB and the force in links AC and AD when the load is held in the position shown. B 30° 8 n 1 t 120 D 70° 7 R
A solid shaft made of steel [G = 80 GPa] is subjected to the torques shown. Determine theangle of twist along the shaft measured at gears B, C, D, and E relative to the flange A. Diameter of the shaft is d= 20mm. [TB = 25 N.m; TC = 35 N.m; TD = 24 N.m; TE = 14 N.m][dABCDE = 20 mm (diameter); LAB = 300 mm; LBC = 400 mm; LCD = 400 mm; LDE = 250 mm]
If the mass of cylinder A is 40 kg, determine the mass of cylinder C in order to hold the assembly in the position shown. (Assume the pulley at B to be perfectly smooth) D A E 30° 40 kg B