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Analysis of Graphical Approach for Cam Profile Determination

Year 2017, Volume: 6 Issue: 1, 32 - 46, 30.04.2017

Abstract

A novel approach based on graphical approach of cam
profile determination is put forth in this study. The objective of the study is
to have a high accuracy independent platform from CAD systems and to eliminate
determination parameters of planar cams like derivatives, pressure angle and
curvature. A brief description of graphical method is represented. Equations
and algorithms of the proposed approach for flat face and roller translating
follower mechanisms are provided. Results are compared with results of the
conventional analytical approach and graphical CAD systems which indicated that
the approach provides precisely correct results.

References

  • Biswas, A., Stevens, M., Kinzel, G.L. 2004. A comparison of approximate methods for the analytical determination of profiles for disk cams with roller followers. Mechanism and Machine Theory 39: 645–656
  • Chen, F.Y. 1972. A refined algorithm for finite-difference synthesis of cam profiles. Mechanism and Machine Theory 7 (4): 453–460
  • Chen, F.Y. 1982. Mechanics and design of cam mechanisms, Pergamon Press, New York, 152-177.
  • Goldman, R. 1990. Intersection of Two Lines in Three-Space. Graphics Gems I (Editor: Glassner A.S.). San Diego: Academic Press, p. 304.
  • Goldstein, H., Poole, C., Safko, J. 2002. Classical Me-chanics, 3rd Edition, San Francisco: Addison Wesley, 142–144.
  • Gordon, S.P. 2012. Some Surprising Errors in Numerical Differentiation, PRIMUS, 22:6, 437-450.
  • Liang, Z., Quinn, C.J. 1991. Accurate design of a cam profile on the CAD System, Journal of Manufacturing Systems, 10 (6), 501-508.
  • Norton, R.L. 2009. Cam Design and Manufacturing Handbook, Industrial Press, New York, 393-405.
  • Rothbart, H.A. 2004. Cam Design Handbook, McGraw-Hill, New York, 160, 177-204. Söylemez, E. 2010. Mechanisms, Ankara: Birsen Yayın, 351-358.
  • Thomas, G.B., Finney, R.L. 1998. Calculus and Analytic Geometry, Addison Wessley Publishing Comp., Massachusetts.
Year 2017, Volume: 6 Issue: 1, 32 - 46, 30.04.2017

Abstract

References

  • Biswas, A., Stevens, M., Kinzel, G.L. 2004. A comparison of approximate methods for the analytical determination of profiles for disk cams with roller followers. Mechanism and Machine Theory 39: 645–656
  • Chen, F.Y. 1972. A refined algorithm for finite-difference synthesis of cam profiles. Mechanism and Machine Theory 7 (4): 453–460
  • Chen, F.Y. 1982. Mechanics and design of cam mechanisms, Pergamon Press, New York, 152-177.
  • Goldman, R. 1990. Intersection of Two Lines in Three-Space. Graphics Gems I (Editor: Glassner A.S.). San Diego: Academic Press, p. 304.
  • Goldstein, H., Poole, C., Safko, J. 2002. Classical Me-chanics, 3rd Edition, San Francisco: Addison Wesley, 142–144.
  • Gordon, S.P. 2012. Some Surprising Errors in Numerical Differentiation, PRIMUS, 22:6, 437-450.
  • Liang, Z., Quinn, C.J. 1991. Accurate design of a cam profile on the CAD System, Journal of Manufacturing Systems, 10 (6), 501-508.
  • Norton, R.L. 2009. Cam Design and Manufacturing Handbook, Industrial Press, New York, 393-405.
  • Rothbart, H.A. 2004. Cam Design Handbook, McGraw-Hill, New York, 160, 177-204. Söylemez, E. 2010. Mechanisms, Ankara: Birsen Yayın, 351-358.
  • Thomas, G.B., Finney, R.L. 1998. Calculus and Analytic Geometry, Addison Wessley Publishing Comp., Massachusetts.
There are 10 citations in total.

Details

Journal Section Articles
Authors

Cemil Közkurt

Hacı Ali Ertaş

Serpil Yücel This is me

Publication Date April 30, 2017
Published in Issue Year 2017 Volume: 6 Issue: 1

Cite

APA Közkurt, C., Ertaş, H. A., & Yücel, S. (2017). Analysis of Graphical Approach for Cam Profile Determination. Journal of New Results in Science, 6(1), 32-46.
AMA Közkurt C, Ertaş HA, Yücel S. Analysis of Graphical Approach for Cam Profile Determination. JNRS. April 2017;6(1):32-46.
Chicago Közkurt, Cemil, Hacı Ali Ertaş, and Serpil Yücel. “Analysis of Graphical Approach for Cam Profile Determination”. Journal of New Results in Science 6, no. 1 (April 2017): 32-46.
EndNote Közkurt C, Ertaş HA, Yücel S (April 1, 2017) Analysis of Graphical Approach for Cam Profile Determination. Journal of New Results in Science 6 1 32–46.
IEEE C. Közkurt, H. A. Ertaş, and S. Yücel, “Analysis of Graphical Approach for Cam Profile Determination”, JNRS, vol. 6, no. 1, pp. 32–46, 2017.
ISNAD Közkurt, Cemil et al. “Analysis of Graphical Approach for Cam Profile Determination”. Journal of New Results in Science 6/1 (April 2017), 32-46.
JAMA Közkurt C, Ertaş HA, Yücel S. Analysis of Graphical Approach for Cam Profile Determination. JNRS. 2017;6:32–46.
MLA Közkurt, Cemil et al. “Analysis of Graphical Approach for Cam Profile Determination”. Journal of New Results in Science, vol. 6, no. 1, 2017, pp. 32-46.
Vancouver Közkurt C, Ertaş HA, Yücel S. Analysis of Graphical Approach for Cam Profile Determination. JNRS. 2017;6(1):32-46.


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