Precise modeling method for biarc correction cycloidal gear

A technology of cycloid gear and modeling method, which is applied to elements with teeth, belts/chains/gears, hoisting devices, etc., can solve the problems of reduced production efficiency, insufficient bending strength of tooth roots, shortened service life, etc. Achieve the effect of improving work efficiency, eliminating programming calculations, and reducing workload

Active Publication Date: 2014-03-26
KUNMING UNIV OF SCI & TECH
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  • Abstract
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  • Claims
  • Application Information

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Problems solved by technology

However, the prominent problem brought about by its unique meshing method is: as the gear speed increases or the load increases, the thermal deformation or mechanical deformation of the gear teeth will increase significantly, and the deformation of the gear and its supporting system will also increase. Coupled with installation and manufacturing errors, it is inevitable that there will be meshing and meshing impacts, sudden load changes, speed fluctuations, and vibrations of different vibration modes and frequencies in gear transmission, thereby reducing transmission accuracy, shortening service life, and reducing Bearing capacity, increase vibration noise
However, there are two main problems with arc gears: one is that it is difficult to improve the load-carrying capacity of such gears, mainly because the tooth shap...

Method used

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  • Precise modeling method for biarc correction cycloidal gear
  • Precise modeling method for biarc correction cycloidal gear
  • Precise modeling method for biarc correction cycloidal gear

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Embodiment 1

[0066] Embodiment 1: A method for accurately modeling a cycloidal gear with double arc correction, comprising the following steps:

[0067] 1) Determine the basic parameters of the double-arc correction cycloidal gear, and its basic parameters include:

[0068] Number of teeth

[0069] modulus

[0070] tooth width

[0071] pressure angle

[0072] According to the basic formula of double circular arc correction cycloid gear, calculate the index circle , root circle , Addendum circle .

[0073] 2) Draw the pitch circle of the gear according to the calculation result , root circle , Addendum circle ,Such as figure 1 shown.

[0074] 3) According to the method described in the summary of the invention, calculate the tooth profile equation of the double-arc modified cycloid gear, and draw the double-arc modified cycloid according to the calculated tooth profile equation, and establish the basic tooth profile accordingly.

[0075] Wherein, whe...

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Abstract

The invention relates to a precise modeling method for a biarc correction cycloidal gear and belongs to the technical field of gear modeling. The method concretely includes the steps that basic parameters are determined, the reference circle, the addendum circle and the dedendum circle of the gear are drawn, a biarc correction cycloid is calculated according to the basic parameters in the biarc correction cycloid and interior and exterior tooth profile equations, a single tooth profile and a single tooth blank are established, the single tooth profile and the tooth blank are imported into professional software so that the solid body can be stretched and Boolean operation can be carried out, modeling of the single tooth is completed, and then modeling of the whole gear is completed by applying array. The precise modeling method for the biarc correction cycloidal gear is an important modeling method for actual machining and simulation operation of the biarc correction cycloidal gear and has the advantages of being high in modeling precision and efficiency, and simple and convenient in calculation, design and manufacturing process and ensuring the design precision and the manufacturing precision of the biarc correction cycloidal gear.

Description

technical field [0001] The invention relates to an accurate modeling method of a cycloidal gear with double arc correction, and belongs to the technical field of gear modeling. Background technique [0002] Gears are very critical basic components in industrial systems, and gear transmission is the most widely used mechanical transmission in machines and instruments. Among them, the involute gear has the advantages of easy manufacture, easy maintenance, large load capacity and long service life, making this gear transmission the most widely used transmission form so far. However, the prominent problem brought about by its unique meshing method is: as the gear speed increases or the load increases, the thermal deformation or mechanical deformation of the gear teeth will increase significantly, and the deformation of the gear and its supporting system will also increase. Coupled with installation and manufacturing errors, it is inevitable that there will be meshing and meshin...

Claims

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Application Information

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IPC IPC(8): G06F17/50F16H55/08F16H55/17
Inventor 何家宁邓旭磊张超
Owner KUNMING UNIV OF SCI & TECH
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