Abstract

A formula is proposed based on Archard’s wear model to calculate wedge wear depth in a positive continuous engagement (PCE)-type sprag clutch with double-disc inner cam wedge in the overrun state. Methods to solve for the equation parameters are proposed. Using a sprag clutch with an M50 steel wedge as an example, wedge wear depth variation over time under high temperatures was analyzed. An easy-to-clamp wedge was designed and a high-temperature abrasion testing machine was used to test the wedge. The worn surface profile was observed using a three-dimensional profiler and the wedge wear depth was obtained. The effects of lubrication, temperature and speed on wear were analyzed using mixed-level orthogonal experimental design. Results show that the theoretical values are consistent with test values. Therefore, the model can be used to calculate wear accurately for the overrunning sprag clutch. Lubrication affects wear depth significantly, whereas temperature has a smaller effect and speed has very little influence. Within the experimental scope, when the temperature increased by 1°C, the wear depth increased by approximately 0.0145 μm and when the speed increased by approximately 1 time/minute, the wear depth increased by 0.00854 μm. These results provide theoretical support for optimal sprag clutch design.

Highlights

  • The positive continuous engagement (PCE)-type sprag clutch is a core component in aviation transmission systems

  • To analyze the wear depth accurately, the relative speed between the modified wedge and the friction disc was reduced by a factor of 10:1 and the normal contact force was increased by a factor of 10:1

  • The appearances of the samples after the wear tests were performed at reciprocating speeds of 500 times/minute and 800 times/minute are shown in Figure 13(a) and (b), respectively

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Summary

Introduction

The positive continuous engagement (PCE)-type sprag clutch is a core component in aviation transmission systems. To obtain the wear depth, the relevant parameters must be obtained, including k, which is determined by the specific lubrication conditions and the measured hardness H of the material.22 In addition, n can be obtained by comparing the results from wear tests performed at different temperatures.

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