It is a practice question 500 mm400 mmGear 3(600 mm diam)PA250 mmPc20°20°Gear 4(250 mm diam)The rotating solid steel shaft is simply supported by bearings at points O and B. The resultant gear force P₁ = 2500N acts at an angle of 20° from the y-axis. Draw force diagrams and moment diagrams and find the critical point.The shaft is machined from steel with Sy = 490 MPa and Sut = 580 MPa. Using a factor of safety of 3, determine the minimum allowable diameter at the critical section of the shaft based on(a) a static yield analysis using the distortion energy theory (DE), and maximum shear stress theory (MSST)(b) a fatigue-failure analysis (DE-Soderberg Theory). Assume sharp fillet radii at the bearing shoulders for estimating stress-concentration factors.(Assume for rotating shafts the bending is completely reversed with a bending moment amplitude equal to that used for static conditions. The alternating torque is zero.)

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Answered: 500 mm 400 mm Gear 3 (600 mm diam) PA…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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4) The 1.5 in diameter shaft below is supported by a thrust bearing at A and a self-aligning bearing at B. The gear weights 100 lbs and supports a 400 lb load in the axial direction (+x-direction), a 2000 lb transmitted load (+y-direction), and 600 lb radial load (-z-direction). The pulley weighs 400 lb and supports loads in the +z-direction. a. Construct the V-M-N-T diagrams for the shaft. b. Determine the location on the shaft with the most severe state of stress. c. Sketch the Mohr's circle and find the principal stresses at that location. 6 in. -12 in. - 8 in. YA 400 lb 600 lb Gear 2000 lb 4 in. 1200 lb 200 lb D 8 in. Pulley
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The diameters of the solid shafts in the gear wheel set shown in the figure are dAB = 20mm, dCD = 25mm, dEF = 40mm. Since the safety shear stress of each shaft is 90MPa, determine the largest T torque that can be applied. Calculate the total angle of rotation in A for the maximum applied torque value.
4-Determine the rotation angle between A and C, if the torque is T=0.9 N.m in point C, if G=80 GPa and diameter of all shafts are D=4 mm. (The radius of small circle are r and the bigger one are 2r) e are Coder 40 T=09N.N
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The 1-in diameter gear shaft DBC is supported by bearings at C & D. Analysis of the 5-inch diameter helical gear found the forces: F₁ = 80 lbs. (tangential), Fa = 20 lbs. (axial), and Fr = 30 lbs. (radial). Assume the bearing at C resists the axial load. (a) Create X-Y and Y-Z plane FBDs. (5 points) 43" D A Fx Fa Fr (b) Determine the reaction force in the Z direction at bearing C. (5 points)
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The rotating solid steel shaft is simply supported by bearings at points B and C and is driven by a gear (not shown) which meshes with the spur gear at D, which has a 140-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 = 260 N-m. The shaft is machined from steel with Sy = 400 MPa and Sut = 560 MPa. Assume factor of safety and all other factors as (one) 1,. Determine the minimum allowable diameter of the 100-mm section of the shaft for infinite life (selectec criter sould be written at the begining of the solution) 250 mm 100 mm 20
For the shaft shown in the figure below, compute the angle of twist of pulleys B and C relative to A. The steel shaft has a diameter of 35 mm throughout its length. The torques are T1= 1500 N · m, T2 = 1000 N · m, = 500 N · m. The lengths are L, = 500 mm, L2 = 800 mm. T3 L2 T |T2 T3 A C B.
The shaft shown in the figure is machined from AISI 1040 CD steel. The shaft rotates at 1600 rpm and is supported in rolling bearings at A and B. The applied forces are F₁ = 1600 lbf and F2 = 640 lbf. A steady torque of 1600 lbf-in is being transmitted through the shaft between the points of application of the forces. 1 / in ] A in [lin -10 in- F₁ in F₂ -10 in- All fillets in R. 12in] 3 in The value of the notch sensitivity is The value of the fatigue stress concentration factor is in NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. What is the value of the theoretical stress concentration factor for torsion, the notch sensitivity, and the fatigue stress concentration factor? (You must provide an answer before moving to the next part.) The value of the theoretical stress concentration factor for torsion is
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Solve part b,c and d only

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