Mathematical simulation of the process of surface approaching when generating the geometry of details of the driving gear with ec-gearing | Vestnik Tomskogo gosudarstvennogo universiteta. Matematika i mekhanika – Tomsk State University Journal of Mathematics and Mechanics. 2012. № 4(20).

Mathematical simulation of the process of surface approaching when generating the geometry of details of the driving gear with ec-gearing

Generation of the geometry in detail processing is the most important aspect of the machine-building industry. The problem of processing of the surface of the driving gear detail, in the most general formulation, is the task of two surfaces approaching up to the point of contact where the surfaces have the common tangent plane. Systems of equations for the determination of the milling cutter location, at the contact point, have been derived. Analytical and numeral solutions of these systems have been found. A complex of special computer programs to control the milling cutter motion while processing the detail was developed.

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Keywords

формообразование, эксцентриково-циклоидальное зацепление, касание поверхностей, generation of geometry, ec-gearing, contact of surfaces

Authors

NameOrganizationE-mail
Kamchatnyi Sergey AlexandrovichNational Research Tomsk State Universitykam-serega2030@sibmail.com.vcf
Skovorodin Alexandr VladimirovichCJSC «Technology Market» Tomskssurik@mail.ru
Stanovskoi A.V.CJSC «Technology Market» Tomsksav.tomsk@sibmail.com
Shcherbakov Nikolay RomanovichNational Research Tomsk State Universitynrs@math.tsu.ru
Всего: 4

References

Патент РФ 2439401. Эксцентриково-циклоидальное зацепление зубчатых профилей (варианты) / В.В. Становской, С.М. Казакявичюс, Т.А. Ремнева, В.М. Кузнецов, А.В. Становской. Заявлено 29.01.2010; опубл. 10.01.2012, Бюлл. № 1.
Kazakyavichyus S.M., Shcherbakov N.R., Remneva T.A., et al. Perfomance of eccentric-cycloid engagement with change in the interaxial distance: modification of tooth configuration // Rus. Engineer. Research. 2011. V. 31. No. 3. P. 197-199.
СавеловА.А. Плоские кривые. М.: ГИФМЛ, 1960. С. 118.
 Mathematical simulation of the process of surface approaching when generating the geometry of details of the driving gear with ec-gearing | Vestnik Tomskogo gosudarstvennogo universiteta. Matematika i mekhanika – Tomsk State University Journal of Mathematics and Mechanics. 2012. № 4(20).

Mathematical simulation of the process of surface approaching when generating the geometry of details of the driving gear with ec-gearing | Vestnik Tomskogo gosudarstvennogo universiteta. Matematika i mekhanika – Tomsk State University Journal of Mathematics and Mechanics. 2012. № 4(20).

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