| | - For
units, assume "kg" for mass and "m" for radius.
- Fs
= 93 N
- mRb = 0.934 kg m
- θb
= -75.5°
|
| | - For
units, assume "kg" for mass and "m" for radius and length.
- Fs
= 680 N
- MOs = 12100 N m
- mBRB
= 5.50 kg m
- θB = 152°
- mARA
= 0.814 kg m
- θA = -175°
|
| | - You are not allowed to use
program DYNACAM for this problem. You must do the analysis yourself and show all
work.
- Use a 3-4-5 polynomial for both the rise and the fall segments to
limit the peak acceleration.
- Assume the rise and fall each last 40°.
This leaves 80° for the high dwell.
- Assume a spring preload of 1200
N.
- Plot the cam force over the rise-fall period to show there is no valve
float (jump). Explain your results.
- FYI, you do not need the roller follower
size to determine the cam force.
|