Belt Product Finder
Home Page T–3 Belt Technical Information 1-2  Making Measurements      Belt installation tension is generally measured in the following ways:      Force/Deflection: Belt span tension can be measured by deflecting a belt span 1/64" per inch (0.4 mm per 25 mm) of span length at midspan, with a known force (see Figure 1).  This method  is  generally  convenient,  but  not  always  very  accurate,  due  to  difficulty  in  measuring small deflections and forces common in small synchronous drives.  The force/deflection method is most effective on larger drives with long span lengths.  The static (or installation) tension (Tst) can  either  be  calculated  from  Equation  (1-1)  or  Equation  (1-2),  or  selected  from  Table  1  or Table 2.  The deflection forces can be calculated from Equation (1-4) and Equation (1-5).  The span length can either be calculated from Equation (1-3), or measured.  If the calculated static tension is less than the minimum Tst values in Table 1, use the minimum values. PD pd  2 t = Ö CD2 (––––––––)   (1-3)       2 where: t =   Span length (in) CD   =   Drive center distance (in) PD   =   Large pitch diameter (in) pd =   Small pitch diameter (in)          t               Tst + (––) Y         L Deflection force, Min. = ––––––––––––    (lbs)     (1-4)        16               t               1.1 Tst + (––) Y              L Deflection force, Max. = ––––––––––––––              16 where: Tst =   Static tension (lbs) t =   Span length (in) L =   Belt pitch length (in) Y =   Constant, from Table 1 Shaft    Separation:          Belt installation  tension  can  be  applied directly  by  exerting  a  force  against either  the  driver  or  driven  shaft  in  a simple   2-point   drive   system   (see Figure 2).  The resulting belt tension will   be   as   accurate   as   the   force applied to driver or driven shaft.  This method   is   considerably   easier   to perform   than   the   force/deflection method  and,  in  some  cases,  more accurate. Fig. 1    Force/Deflection Method Deflection 1/64" per inch of span Fig. 2    Shaft Separation Method Fig. 3    Single Tension Vector Force