Consider a shaft rotating with a 200mm diameter gear and a 400 mm diameter belt drive as shown in the picture below. The diameter of the shaft is 25mm.
(a) (5 points) What is the force Fp acting on the belt?
(b) (5 points) Sketch the VMNT diagrams for this loading condition. Clearly label the units.
(c) (5 points) Suppose the shaft is rotation with an angular velocity w. Find the equivalent mean and alternating stresses acting on the surface of the shaft at the gear (x = 150 mm)
Consider a shaft rotating with a 200mm diameter gear and a 400 mm diameter belt drive
1. Consider the stepped (note change in diameter at bearing B) shaft with gear and belt drive as shown below. The shaft is rotating and can be modeled as simply supported at locations A and B 2000N (+ z direction) 2000N (- z direction) 600N 10 mm 100 mm rsimm 150 mm Diameter 400 mm 15 mm 150 mm B 75 mm Fp (- z direction) a. Determine the force on the belt, Fp b. Identify the location on the...
A gear and shaft with nominal diameter of 35 mm are to be assembled with a medium drive fit. The gear has a hub, with an outside diameter of 60 mm and an overall length of 50 mm. Specify dimensions with tolerances for the shaft and gear bore to achieve the desired fit. (40 points)
3. A gear and shaft with nominal diameter of 35 mm are to be assembled with a medium drive fit. The gear has a hub, with an outside diameter of 60 mm and an overall length of 50 mm. Specify dimensions with tolerances for the shaft and gear bore to achieve the desired fit. (40 points)
7. (15 pts) Consider a shaft that is rotating at 150 rpm driving a bevel gear as shown The shaft is below. supported by bearings at locations A and B. A is the thrust bearing. The motor input torque i by the torque at the gear. 0.4 FL F+ z direction) 0.2 Ft 35 mmm 50 mm Motor torque 15 mm50 mm dia a. (10 pts) Find the equivalent mean and alternating stresses at the location along the shaft axis...
Problem 1 (50 points) A countershaft carrying two V-belt pulleys is shown in the figure. Pulley A receives power from a motor through a belt with tensions shown. The power is transmitted through the shaft and delivered to the belt on pulley B. Assume the belt tension on the loose side at B is 15 percent of the tension on the tight side. 230 mm F: 30-mm dia. 280 mm 300 mm 250-mm dia. 400-mm dia 1000 N 150 N...
The rotating solid steel shaft is simply supported by bearings at points B and C and is driven by gear (not shown) which meshes with the spur gear at D, which has a 150-mm pitch diameter. The force F from the drive gear acts at a pressure angle of 20". The shaft transmits a torque to point A of TA = 340 N.m. The shaft is machined from steel with Sy= 420 MPa and Sut = 560 MPa. The fatigue...
Pulley Diameter = 800 mm Base Plate Diameter = 1200 mm Shaft Mounted Wheel Axial force F2 along the shaft axis Belt connected to motor with tension force F Figure 1. Side View Belt Bearing A. Bearing B FR = 2 kN --- - - - - - - - - - - > ---- 500 mm 500 mm 500 mm F1 = 500 N 'Fw = 1 kN Figure 2. The design of a fatigue test machine for car...
Figure 1 shows the layout of countershaft used to transmit power to a blower through a pulley drive (4-5). Pulley (driving sheave) 4 has a diameter of 125-mm and pulley (driven sheave) 5 has a diameter of 75 mm. Pulley 5 is mounted vertically below pulley 4 (as shown in the figure). Belt tension on the loose side is 20% of the tension on the tight side. A power of 7.5 kW is transmitted via the gear set (2-3) from...
A cantilevered cylindrical shaft of length 1.6m and diameter 100 mm is loaded by the force vector F = -3; -5j + 10k kN applied 20 mm above the cross-sectional centroid on the end of the shaft, as shown. Note that the drawing does not correctly indicate the direction of the vector F (the direction of the vector F is given by the vector expression above), but it does correctly indicate the location that the vector is applied. 800 mm...
2. Given the shaft specifications and gear diameters, determine largest allowable force P2. gear A diameter-300 mm gear C diamter 400 mm alow60 MPa dshaft44 mm 80 mm 25O mm 250 1. Set P1 1 kN 2. Find torque between A and C 3. Calculate shear stress 4. Find maximum moment about y-axis (fbd of x-z plane) 5. Find maximum moment about z-axis (fbd of y-z plane) 6. Find resultant moment 7. Calculate normal stress for resultant bending moment 8....