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Probset 2

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246 views4 pages

Probset 2

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PROBLEM SET (ME 514-FLAT BELT) 1. A20 hp, 1750 rpm, slip ring is to drive a ventilating fan at 330 rpm. The horizontal center distance must be about 8 to 9 ft. for clearance, and Operation is continuous, 24 hr./day. (a) What driving pulley size is needed for a speed recommended as optimum in the text? (b) Decide upon a pulley size (iron or steel) and belt thickness and determine the belt width by the ALBA tables. (c) Compute the stress from the general belt equation ‘assuming that the applicable coefficient of friction is that suggested by the text. A100 hp squirrel cage, line starting electric motor is used to drive a Freon reciprocating compressor and turns at 1140 rpm; for the cast-iron motor pulley, D, = 16 in.; D, = 53 in., a flywheel; cemented joints; C = 8 ft. (a) Choose an appropriate belt thickness and determine the belt width by the ALBA tables. (b) Using the design stress, compute the coefficient of friction that would be needed. 3. Amotor is driving a centrifugal compressor through a 6 in. heavy, single ply leather belt in a dusty location. The 8 in. motor pulley turns 1750 rpm; D2 = 12 in. (compressor shaft); C = 5 ft. The belt has been designed for a net belt pull of F; —F, 40 tb/in. of width and F,/F, = 3. Compute (a) the horsepower (b) The stress in the tight side. (c) For this stress, what needed value of f is indicated by the general belt equation? (d) Considering the original data, what horsepower is obtained from the ALBA tables? 4. A25 hp, 870 rpm motor with a 12 in. pulley drives a centrifugal pump at 290 rpm by means of a medium double leather belt laced with wire by hand. Determine the width and length of the belt required, allowing for 20% overload and 4 ft. center distance. _ 4d os pins, biel de Sek MAAN Ut Bi ees cea nn) (15900-) TPA Gs B= apt =} — TON i AO a5. 81-4 29h a) Wi deh dete gpr = 4700 FPR Coxe Bore) ee Oak (Iso rahe) te 4 AGS wef Ton Das $3 -0303 ing GY tad deve, te - nae mmem: We ae a Tale OF: cms Od (MUM); 20-7 7) . nes Me (8) Com) Cop) Cen? a — 7 {pes Mb Ze mae(enconay Deak + 320009, $3000 EC (apy 7 : yr Pa + Seeothe ES (coke) ge Te, PMA, ay assy Ta Fie to 4 —— Rotor 4 iF ert AAT we aii 75D) = 9038 Tin : 7 = 7 ay ae ee TM, 7 8ey | ~ - frotet EH oe iy (0.08 aE Le cain) (2 [p64 058 us = (5-00 (am) [= aie “ Tips 21512140 = om lip thin he 350% i ii See iors Toate PLY ay U0 rpm Geter om ett wh Me » plea C00). ame seks perme 1 AES HT fas TE? a O87 GEN; a Seer tear tes tery [oohp = TTY & (0-5) (0-9) O13 eens bale tim | rm eT fe= ET +) gy =p, > ReVehe . sr00 (Wobe) % 4775 Tp ani (P0035 Yat ge0- 2d, gS — Ye ERP 74. 7 Fly : a - . study 8) = tl) aaa a 2 4 00psi — = Woictory Ca = DATE 2 a — “rn (0-036 Whips) (TF. ae) L = 60412) — a te Daree re 0-817 4) pe mam wlsinnlirsotrn) | 7 mC |_|. Pitas fe A, Coe cin] ps WN SUSI Hino) a fomes 2406» oom J F000 ES _ = ee iat 24-656 4p | Fmt ele O, ig ng, Re a ae fee Tepe CCLY, R~ Bs 240 mam fe (i=) = 240 ——= Ee Sar L ere fs - aera Frespryggie tea eo) Fie #: 0.058 “Yiu SAS Guan laryy Tats = (om ae 1 a] z ae Mauer Fay 2S ordirtay Tet as ete ona ps ie LEST aa UM 449574 > FO +I FORO G] Cpe OTs 2) rom fete dt fre 2-2. Ome ty HO) Cen) ly lly) = 1 CONT) (0) C870) jae Le. 4iddhp | 4) te oe ya> DAtqm Wo Bim tam) te7epr} rebinm, dose pM Teed oT Ghd 52788. 1956 Phew a) PBS OA Sop tld — eee eB nla et he) Cams ra Sane ae Hy Vuicrory [are can Bin, 0085 Mis, ys CBRE aria ry, — aa << titi” OM (0) 359 psi + tune tap 3 Crome), Z oo 2 osm Fey a EBs 2 oneey Z ¢ CON. aay cribele= ROT RH] sur. 2ta7is: 6 (Sie) [as2rK - Exesh vag EEOPET — Tae bet 34S3in st) sae E Gordy s Ga eee a es Firm a—raeeareaeel t Hee

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