Research Article
Nonlinear Dynamic Response Analysis of a Three-Stage Gear Train Based on Lightweight Calculation for Edge Equipment
Table 1
Basic parameters of a three-stage gear train.
| | Planet carrier C | Sun wheel S | Planetary gear p | Inner ring gear r |
| First stage planetary gear train(number of planetary gears = 3) | Radius of base circle Rb/(m) | 0.471 | 0.196 | 0.243 | 0.683 | Mass M/(kg) | 2042.9 | 345.0 | 388.3 | 410.3 | Moment of inertia im/(kg ) | 462.56 | 7.63 | 16.26 | 226.58 | Average meshing stiffness kel/(n/M) | — | | | | Stiffness variation amplitude kal/(n/M) | — | | | |
| First stage planetary gear train (number of planetary gears = 3) | Radius of base circle Rb/(m) | 0.351 | 0.133 | 0.194 | 0.157 | Mass M/(kg) | 1212.6 | 132.4 | 176.6 | 81.6 | Moment of inertia im/(kg ) | 151.76 | 1.30 | 5.13 | 26.66 | Average meshing stiffness kel/(n/M) | — | | 2.62 | 2.54 | Stiffness variation amplitude kal/(n/M) | | — | | 7.54 | 3.23 |
|
|