Question

A straight-bevel gear mesh is utilized to transform the rotation about a horizontal shaft of a motor-driven pinion into rotation of an output gear about a vertical shaft as shown in Fig. 1. The pressure angle f = 20°. The pinion shaft rotates at 900 rpm.

a. Both pinion and gear are Grade 2 steel through-hardened at 250 Brinell and are uncrowned. The quality number is 9 and the desired life is 30,000 hours with a 0.999 reliability. For a design factor of 2.0, rate the speed reducer for power using the AGMA method. (10 points)

b. Select the appropriate tapered roller bearings for use at C and D assuming a bore of 1 in, and that the pinion transmits 8 hp to the gear. The axial load is carried by the bearing at C. The bearings are to have a desired life of 30,000 hours at a combined reliability of 0.99. Use an application factor of 1.5, an initial K = 1.5, and the following Weibull distribution parameter values: x0 = 0, theta0 = 4.5, and b = 1.5 at a rating life of 90·10^6 revolutions. (10 points)

3- - 3.88 - -- 1.293 15-tooth pinion P= 5 teeth/in 45-tooth gear Figure 1 (all dimensions shown are in inches) O

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Answer #1

(Page 1) Solution Given Pa F = 2p - p = dp = datai - 5 teeth / in - pitch face width - 1.3125 finom tooth - 45 pinion speed(Rage-2) # For Reliability of o.999, KR = 0.50 - 0.25 log (IR) - KR = o.so - 0.25 log (1-0.999 - 1,25 # Stress cycle factor fFor steel grade 2 :- Sat G & HB + SI 8° Sat = 48 (250)+ sa 80 Sat - 17960 psi zpage-u) km - Kmb to,00 3.6F² 4 Face width km = 1,25+ 0.0036 (1.3125) ² km = 1.2562 1 J (Bending strength Geometry factar for- (Pages) Swt - Sat KL SF KTKR Assuming temperature will be 25° F L T <250°F, so K=1 Sf = JH - 2 (design factor) Jet - 17980

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