Page 507 - Cam Design Handbook
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THB14  9/19/03  7:58 PM  Page 495

                                   SPECIAL CAM MECHANISMS                  495

































              FIGURE  14.45. Computing  mechanism  cams.  (Courtesy  Ford  Instrument  Co.,  Long  Island  City,
              N.Y.).

            to analog computers, cams are often used as correcting devices. In this manner, increased
            accuracy is obtained from the mechanisms.
               The first step in the design of analog computers is the selection of the output scale, the
            input  scale  being  fixed  by  the  fact  that  the  cam  rotates  usually  less  than  360° for  the
            full range. The scale choice is an important consideration. From the standpoint of accu-
            racy, it is desirable to have the scale as large as possible, i.e., as few units per inch per
            revolution as possible. In this manner, backlash and dimensional accuracy will have a
            lesser effect.
               The second step is to establish the cam size and the sense of the follower movement,
            i.e., whether to move outward or inward for increasing values. This is chosen so that the
            steepest portion of the function curve is at the cam outer radius, permitting smaller cams
            for the same pressure angle limit. Generally, a maximum pressures angle of 30° is sug-
            gested, but angles as high as 45° have been successfully applied. In addition, the reader
            should beware of undercutting (see Chap. 6). This detrimental condition may be allevi-
            ated by increasing cam size or reducing the output scale. Figure 14.45 shows some com-
            puting mechanism cams used for precision machinery applications.


            14.28.1 Cam Types
            In  computers,  we  denote  the  basic  function  of  motion  relationship  between  nonlinear
            related parameters X and Y as
                                             F X
                                          Y = ().                        (14.22)
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