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ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU

Yıl 2010, Cilt: 25 Sayı: 3, 0 - , 19.02.2013

Öz

Bu çalışmada kremayer takımla imal edilen asimetrik evolvent profilli helisel dişli çarkların bilgisayarsimülasyonu ele alınmaktadır. Asimetri dişlinin aktif ve arka yanaklarının farklı kavrama açılı olduğunu ifadeeder. Dişli çark teorisi ve kremayer-tipi kesici takım geometrisi esas alınarak aktif, kök ve taban bölgelerini dekapsayan asimetrik evolvent helisel dişlinin tam matematik modeli verilmiştir. İzafi hız ve eş çalışma denklemigöz önüne alınarak dişlinin alttan kesme durumu da incelenmiştir. Asimetrik evolvent profilli helisel dişli çarkprofili oluşturan bir bilgisayar programı geliştirilmiştir.

Kaynakça

  • Kawalec, A., Wiktor, J. ve Ceglarek, D.,
  • “Comparative Analysis of Tooth-Root Strength
  • Using ISO and AGMA Standards in Spur and
  • Helical Gears With FEM-based Verification”,
  • Journal of Mechanical Design, Cilt 128, 1141-
  • , 2006.
  • Muni, D. V., Kumar V.S. ve Muthuveerappan,
  • G., “Optimization of Asymmetric Spur Gear
  • Drives for Maximum Bending Strength Using
  • Direct Gear Design Method”, Mechanics Based
  • Design of Structures and Machines, Cilt 35, No
  • , 127 – 145, 2007.
  • Kapelevich, A., “Geometry and Design of
  • Involute Spur Gears with Asymmetric Teeth”,
  • Mechanism and Machine Theory, Cilt 35, 117-
  • , 2000.
  • Costopoulos T. ve Spitas V., “Reduction of Gear
  • Fillet Stresses by using One-sided Involute
  • Asymmetric Teeth”, Mechanism and Machine
  • Theory, Cilt 37, No 3, 157-182, 2009.
  • Buckingham, E., Analytical Mechanics of
  • Gears, McGraw-Hill, New York, A.B.D., 1949.
  • Salamoun, C. ve Suchy M., “Computation of
  • Helical or Spur Gear Fillets”, Mechanism and
  • Machine Theory, Cilt 8, No 3, 305-323, 1973.
  • Arıkan, M.A.S., “Determination of Maximum
  • Possible Contact Ratios for Spur Gear Drives
  • with Small Number of Teeth”, ASME Design
  • Engineering Technical Conferences, Cilt 82, 569-
  • , 1995.
  • Litvin, F.L., Gear Geometry and Applied
  • Theory, Prentice Hall, New Jersey, A.B.D, 1994
  • Litvin, F.L. ve Fuentes, A., Gear Geometry and
  • Applied Theory, Cambridge University Press,
  • New York, A.B.D., 2004.
  • Tsay, C.-B., “Helical Gears with Involute Shaped
  • Teeth: Geometry, Computer Simulation, Tooth
  • Contact Analysis, and Stress Analysis”, ASME J.
  • Mech. Transm. Autom. Des., Cilt 110, 482-491,
  • -
  • Litvin, F.L., Lu, J., Townsend, D.P. ve Howkins,
  • M., “Computerized Simulation of Meshing of
  • Conventional Helical Involute Gears and
  • Modification of Geometry”, Mechanism and
  • Machine Theory, Cilt 34, 123-147, 1999.
  • Liu, C.-C. ve Tsay, C.-B., “Tooth Undercutting
  • of Beveloid Gears”, ASME Journal of
  • Mechanical Design, Cilt 123, 569-576, 2001.
  • Tseng, R.-T. ve Tsay, C.-B., “Mathematical
  • Model and Undercutting of Cylindrical Gears
  • with Curvilinear Shaped Teeth”, Mechanism
  • and Machine Theory, Cilt 36, 1189-1202, 2001.
  • Brauer, J., “A General Finite Element Model of
  • Involute Gears”, Finite Elements in Analysis
  • and Design, 40, 1857-1872, 2004.
  • Chen, C.-F. ve Tsay, C.-B., “Tooth Profile
  • Design for the Manufacture of Helical Gear Sets
  • with Small Numbers of Teeth”, Int. J. of
  • Machine Tools and Manufacture, Cilt 45, No
  • -13, 1531-1541, 2005.
  • Yang, S.-C., “Mathematical Model of a Helical
  • Gear with Asymmetric Involute Teeth and Its
  • Analysis”, Int. J. Adv. Manuf. Technol., Cilt
  • , No 5-6, 448-456, 2005.
  • Li, J.-L. ve Chiou, S.-T., “Surface Design and
  • Tooth Contact Analysis of an Innovative
  • Modified Spur Gear with Crowned Teeth”,
  • Journal of Mechanical Engineering Science,
  • Cilt 219, No 3, s. 193-207, 2005.
  • Fetvacı, C. ve İmrak, C., “Mathematical Model of
  • a Spur Gear with Asymmetric Involute Teeth and
  • Its Cutting Simulation”, Mechanics Based
  • Design of Structures and Machines, Cilt 36,
  • No1, 34- 46, 2008.
  • Fetvacı, C. ve İmrak, C.E., “Kremayer Takım ile
  • Evolvent Düz Dişli Çarkların İmalat
  • Simulasyonu”, Mühendis ve Makina, Cilt 48,
  • No 572, 9-15, 2007.
  • ISO53 Cylindirical Gears for General and Heavy
  • Engineering-Basic Rack, International
  • Organization for Standartization, Switzerland,
  • -
  • Maitra, G.M., Handbook of Gear Design, Tata
  • McGraw-Hill, New Delhi, India, 2000.
Yıl 2010, Cilt: 25 Sayı: 3, 0 - , 19.02.2013

Öz

Kaynakça

  • Kawalec, A., Wiktor, J. ve Ceglarek, D.,
  • “Comparative Analysis of Tooth-Root Strength
  • Using ISO and AGMA Standards in Spur and
  • Helical Gears With FEM-based Verification”,
  • Journal of Mechanical Design, Cilt 128, 1141-
  • , 2006.
  • Muni, D. V., Kumar V.S. ve Muthuveerappan,
  • G., “Optimization of Asymmetric Spur Gear
  • Drives for Maximum Bending Strength Using
  • Direct Gear Design Method”, Mechanics Based
  • Design of Structures and Machines, Cilt 35, No
  • , 127 – 145, 2007.
  • Kapelevich, A., “Geometry and Design of
  • Involute Spur Gears with Asymmetric Teeth”,
  • Mechanism and Machine Theory, Cilt 35, 117-
  • , 2000.
  • Costopoulos T. ve Spitas V., “Reduction of Gear
  • Fillet Stresses by using One-sided Involute
  • Asymmetric Teeth”, Mechanism and Machine
  • Theory, Cilt 37, No 3, 157-182, 2009.
  • Buckingham, E., Analytical Mechanics of
  • Gears, McGraw-Hill, New York, A.B.D., 1949.
  • Salamoun, C. ve Suchy M., “Computation of
  • Helical or Spur Gear Fillets”, Mechanism and
  • Machine Theory, Cilt 8, No 3, 305-323, 1973.
  • Arıkan, M.A.S., “Determination of Maximum
  • Possible Contact Ratios for Spur Gear Drives
  • with Small Number of Teeth”, ASME Design
  • Engineering Technical Conferences, Cilt 82, 569-
  • , 1995.
  • Litvin, F.L., Gear Geometry and Applied
  • Theory, Prentice Hall, New Jersey, A.B.D, 1994
  • Litvin, F.L. ve Fuentes, A., Gear Geometry and
  • Applied Theory, Cambridge University Press,
  • New York, A.B.D., 2004.
  • Tsay, C.-B., “Helical Gears with Involute Shaped
  • Teeth: Geometry, Computer Simulation, Tooth
  • Contact Analysis, and Stress Analysis”, ASME J.
  • Mech. Transm. Autom. Des., Cilt 110, 482-491,
  • -
  • Litvin, F.L., Lu, J., Townsend, D.P. ve Howkins,
  • M., “Computerized Simulation of Meshing of
  • Conventional Helical Involute Gears and
  • Modification of Geometry”, Mechanism and
  • Machine Theory, Cilt 34, 123-147, 1999.
  • Liu, C.-C. ve Tsay, C.-B., “Tooth Undercutting
  • of Beveloid Gears”, ASME Journal of
  • Mechanical Design, Cilt 123, 569-576, 2001.
  • Tseng, R.-T. ve Tsay, C.-B., “Mathematical
  • Model and Undercutting of Cylindrical Gears
  • with Curvilinear Shaped Teeth”, Mechanism
  • and Machine Theory, Cilt 36, 1189-1202, 2001.
  • Brauer, J., “A General Finite Element Model of
  • Involute Gears”, Finite Elements in Analysis
  • and Design, 40, 1857-1872, 2004.
  • Chen, C.-F. ve Tsay, C.-B., “Tooth Profile
  • Design for the Manufacture of Helical Gear Sets
  • with Small Numbers of Teeth”, Int. J. of
  • Machine Tools and Manufacture, Cilt 45, No
  • -13, 1531-1541, 2005.
  • Yang, S.-C., “Mathematical Model of a Helical
  • Gear with Asymmetric Involute Teeth and Its
  • Analysis”, Int. J. Adv. Manuf. Technol., Cilt
  • , No 5-6, 448-456, 2005.
  • Li, J.-L. ve Chiou, S.-T., “Surface Design and
  • Tooth Contact Analysis of an Innovative
  • Modified Spur Gear with Crowned Teeth”,
  • Journal of Mechanical Engineering Science,
  • Cilt 219, No 3, s. 193-207, 2005.
  • Fetvacı, C. ve İmrak, C., “Mathematical Model of
  • a Spur Gear with Asymmetric Involute Teeth and
  • Its Cutting Simulation”, Mechanics Based
  • Design of Structures and Machines, Cilt 36,
  • No1, 34- 46, 2008.
  • Fetvacı, C. ve İmrak, C.E., “Kremayer Takım ile
  • Evolvent Düz Dişli Çarkların İmalat
  • Simulasyonu”, Mühendis ve Makina, Cilt 48,
  • No 572, 9-15, 2007.
  • ISO53 Cylindirical Gears for General and Heavy
  • Engineering-Basic Rack, International
  • Organization for Standartization, Switzerland,
  • -
  • Maitra, G.M., Handbook of Gear Design, Tata
  • McGraw-Hill, New Delhi, India, 2000.
Toplam 84 adet kaynakça vardır.

Ayrıntılar

Birincil Dil Türkçe
Bölüm Makaleler
Yazarlar

Cüneyt Fetvacı Bu kişi benim

Yayımlanma Tarihi 19 Şubat 2013
Gönderilme Tarihi 19 Şubat 2013
Yayımlandığı Sayı Yıl 2010 Cilt: 25 Sayı: 3

Kaynak Göster

APA Fetvacı, C. (2013). ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi, 25(3).
AMA Fetvacı C. ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU. GUMMFD. Mart 2013;25(3).
Chicago Fetvacı, Cüneyt. “ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 25, sy. 3 (Mart 2013).
EndNote Fetvacı C (01 Mart 2013) ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 25 3
IEEE C. Fetvacı, “ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU”, GUMMFD, c. 25, sy. 3, 2013.
ISNAD Fetvacı, Cüneyt. “ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 25/3 (Mart 2013).
JAMA Fetvacı C. ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU. GUMMFD. 2013;25.
MLA Fetvacı, Cüneyt. “ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi, c. 25, sy. 3, 2013.
Vancouver Fetvacı C. ASİMETRİK EVOLVENT HELİSEL DİŞLİ ÇARKLARIN BİLGİSAYAR SİMÜLASYONU. GUMMFD. 2013;25(3).