Abstract

The sine movable tooth drive has small radial dimension such that the heat, caused by friction, becomes an important factor in deciding its load-carrying ability. It is important to determine the amount of tooth lubrication in order to reduce the heat caused by the friction. This study provides equations for the meshing performance and provides the forces for the sine movable tooth drive. Using these equations, the minimum oil film thickness for the drive system is investigated. Results show that the minimum film thickness between the movable tooth and input shaft or shell changes periodically along the input shaft rotation angle. A large movable tooth radius and a movable tooth rotation radius could increase the film thickness between the movable tooth and the input shaft or the shell. In addition, a large speed ratio could increase the film thickness between the movable tooth and the input shaft, but this would also decrease the film thickness between the movable tooth and the shell. A large sine amplitude could increase the film thickness between the movable tooth and the input shaft, but this does not change the film thickness between the movable tooth and the shell. Under normal operation speeds, the hydrodynamic lubrication condition occurs between the movable tooth and the input shaft, and the partial membrane hydrodynamic state occurs between the movable tooth and the shell.

Highlights

  • Movable tooth drives have many advantages, including the lightweight, large transmission efficiency, a wide range of transmission ratio, and a high load-carrying ability

  • The sine amplitude, speed ratio, movable tooth radius, and its rotation radius have an effect on the oil film thickness between the movable tooth and the input shaft or shell

  • The angle uv can be considered as a constant. These results offer understanding of the contact stresses and the elastic hydrodynamic lubrication (EHL) for the drive system

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Summary

Introduction

Movable tooth drives have many advantages, including the lightweight, large transmission efficiency, a wide range of transmission ratio, and a high load-carrying ability. The sine amplitude, speed ratio, movable tooth radius, and its rotation radius have an effect on the oil film thickness between the movable tooth and the input shaft or shell. Substituting related parameters into equation (18), the induced normal curvature kv[1] between the movable tooth ball and input shaft tooth can be given as kv[1] Combining equations (17), (19), (20), (27) and (29) with equation (28), the minimum film thickness Hmin between the movable tooth and input shaft tooth or shell tooth can be given.

Results
Conclusion
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