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Rex Linkbelt Roller Chain Catalog - Norfolkbearings.com

Rex Linkbelt Roller Chain Catalog - Norfolkbearings.com

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Conveyor EngineeringEngineering Re<strong>com</strong>mendationsEIt is often desirable to determine the amount of sag to beexpected in the unsupported slack span of a conveyor chain sothat required clearances can be established. Table 5 below liststhe approximate sag for various center distances.Use the following formulas to calculate chain sag and catenarytension, where:E=Excess chain, inches, or arc AB minus straight line ABU=Unsupported horizontal length of catenary, inchesW=Weight of conveyor <strong>com</strong>ponents (chain, slats, flights,etc.) per conveyor footZ=Sag, inchesPc=Catenary tension, poundsZ = √.375 UEWU 2 WZ+Pc =96Z 12AADRIVEN DRIVEN SPROCKETUNSUPPORTEDCATENARY LENGTH UUNSUPPORTEDCATENARY LENGTH USAG ZSAG ZAABBUNSUPPORTEDUNSUPPORTEDCATENARY LENGTH U UDRIVER SPROCKETSAG ZSAG ZFig. C-158Fig. C-158Sprockets • Sprockets for conveyor and elevator applicationsare usually the same diameter at both the head and foot ends.Use sprockets with as many teeth as practical to achieve smoothoperation and minimize chain and sprocket wear.BBV 2 - V 1X100Sprockets with at least 15 teeth are re<strong>com</strong>mended; however,where greater operating smoothness is required, use sprocketswith 21 or more teeth. Chart A illustrates the relationshipbetween chordal action and the number of teeth in sprockets.Driving power • The driving power is usually applied to thehead, or discharge, end of the conveyor. This arrangement isre<strong>com</strong>mended so that only R = the PITCH carrying RADIUS run of OF the SPROCKET conveyor WHEELchain is under maximum tension.r = R X COS 180°TChart A • Variations in chain T = NUMBER speed due OF to TEETH chordal actionR = PITCH RADIUS OF SPROCKET WHEEL14N = RPMr = R X COS 180°T13 T = NUMBER OF TEETH A14N = RPMPERCENT SPEED VARIATION =V 213V 2 - V 1 X 100121110PERCENT SPEED VARIATION =987654321V 200121110987654321rr180°T180°TARrrMINIMUMCHAIN SPEEDRV 1 = 2πrN180° 12V 1 = T 2πrN12ARV180°1 = 2πrN12TMAXIMUMMAXIMUM CHAIN SPEEDCHAIN SPEEDV 1 = 2πrN12MINIMUMCHAIN SPEEDCHORDAL RISE CHORDAL AND RISE ANFALL OF CHAIN = R - rFALL OF CHAIN =0 5 10 15 20 25 30 35 40 450 NUMBER 5 10 OF 15 TEETH 20 IN SPROCKET 25 30 35 40 45NUMBER OF TEETH IN SPROCKETRAFig. 5059Table 5 • <strong>Chain</strong> sag–equal size sprockets–horizontal centersSprocketCenter ininchesApproximate sag in inchesExcess chain in inches1/ 16 1/ 8 3/ 8 1/ 2 3/ 4 1 1 1 / 2 2 2 1 / 2 3 3 1 / 2 410 .484 .684 1.19 1.37 1.68 1.94 2.37 2.74 3.06 3.35 3.62 3.8720 .685 .968 1.68 1.94 2.37 2.74 3.35 3.84 4.33 4.74 5.12 5.4730 .839 1.19 2.06 2.38 2.90 3.35 4.11 4.74 5.30 5.81 6.27 6.7140 .968 1.37 2.38 2.74 3.35 3.87 4.74 5.48 6.12 6.70 7.25 7.7550 1.08 1.53 2.65 3.06 3.75 4.33 5.30 6.12 6.85 7.50 8.10 8.6660 1.19 1.68 2.91 3.35 4.10 4.74 5.81 6.71 7.50 8.20 8.87 9.4970 1.28 1.81 3.14 3.63 4.44 5.12 6.27 7.25 8.10 8.87 9.58 10.280 1.37 1.94 3.35 3.87 4.74 5.48 6.71 7.75 8.66 9.49 10.2 11.090 1.45 2.04 3.56 4.11 5.03 5.81 7.11 8.21 9.19 10.1 10.9 11.6100 1.53 2.17 3.75 4.33 5.30 6.12 7.50 8.66 9.68 10.6 11.4 12.2125 1.71 2.42 4.19 4.84 5.93 6.85 8.39 9.68 11.1 11.9 12.8 13.7150 1.88 2.65 4.60 5.30 6.49 7.50 9.19 10.6 11.9 13.0 14.0 15.0175 2.03 2.86 4.96 5.73 7.02 8.10 9.92 11.4 12.8 14.0 15.2 16.2200 2.71 3.06 5.31 6.12 7.50 8.66 10.6 12.2 13.7 15.0 16.2 17.3E-2

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