- Problem 2 Design A Full Return Fall Polynomial Cam That Satisfies The Following Boundary Conditions B C At 0 0 Y 1 (9.32 KiB) Viewed 32 times
- Problem 2 Design A Full Return Fall Polynomial Cam That Satisfies The Following Boundary Conditions B C At 0 0 Y 2 (48.34 KiB) Viewed 32 times
- Problem 2 Design A Full Return Fall Polynomial Cam That Satisfies The Following Boundary Conditions B C At 0 0 Y 3 (24.95 KiB) Viewed 32 times
- Problem 2 Design A Full Return Fall Polynomial Cam That Satisfies The Following Boundary Conditions B C At 0 0 Y 4 (24.69 KiB) Viewed 32 times
Types of follower motions Uniform motion (Rise) Uniform motion (Fall) Uniform motion for a translating follower rising to h for Uniform motion for a translating follower returning from 0 to from h for from 0 to R y V - 00 8 = 0 Parabolic motion (Rise) Parabolic motion (Fall) Parabolic motion for a translating follower rising to h for Parabolic motion for a translating follower returning O from 0 to A from h for from 0 to 8 for OSOS./2 $4-20) for OSOS P/2 {2009 1 [1-2(3-D) or y = for B/25#SA for B,/2 SOSB 2 2 Harmonie motion (Rise) Harmonic motion (Fall) Harmonic motion for a translating follower rising to for Harmonic motion for a translating follower returning o from 0 to R from h for from 0 to y = - COS » = {{1+c 09 + Cycloidal motion (Rise) Cycloidal motion (Fall) Cicloidal motion for a translating follower rising to le for Cycloidal motion for a translating follower returning from 0 to 8 from h for from 0 to 8 (4) my 20 y 1 sin | 2 TA 1 sin y is the follower displacement, is maximum follower displacement (lift) Note: the value of in the above expressions of y should be shifted to match the initial and final positions,
T: R H To Blo PROREXT Costumes Dark Phe the W PLN ND *** NA NA *** TIGERESA Constant acceleration motion curves
دارم =7 in INH А д Hamm 1 in AV in th n А