Yoke Mechaism
By: siong188 • Lab Report • 488 Words • April 19, 2015 • 689 Views
Yoke Mechaism
Background of Study
In this laboratory we will investigate the kinematics of some simple mechanisms used to convert rotary motion into oscillating linear motion and vice-versa. Pure simple harmonic motion is produced by the Scotch Yoke mechanism when driven by an eccentric or crank. Scotch Yoke takes a revolution per minute per minute and converts it to a linear velocity. It can be shown that:
X = r ( 1 – cos )[pic 1] |
By differentiation:
Velocity [pic 2]
Acceleration [pic 3]
Objectives
- To demonstrate the action of a simple of crank-driven Scotch Yoke mechanism.
- To determine graphically the relationship between the linear displacement of the Scotch Yoke and the angular displacement of the crank.
Apparatus
Simple crank-driven scotch Yoke mechanism
Procedures
- Turned the circular ruler clock wise started from 10 until 360°.[pic 4]
- Displacement is measured at other side of crank-driven have ruler and indicator to shown the length and recorded.
- When full rotation is turn after that, turned the circular ruler anti clock wise started from 360° until 10°.
- And recorded.
- Create a table and graph[pic 5]
Data and analysis
Clock wise
Θ ( ° ) | L ( mm ) |
0 | 0 |
10 | 0.5 |
20 | 2 |
30 | 3 |
40 | 6 |
50 | 9 |
60 | 13 |
70 | 17 |
80 | 21 |
90 | 25.5 |
100 | 29.5 |
110 | 34 |
120 | 38 |
130 | 41.5 |
140 | 44.5 |
150 | 47 |
160 | 49 |
170 | 50 |
180 | 50.5 |
190 | 50 |
200 | 49 |
210 | 47 |
220 | 44.5 |
230 | 41.5 |
240 | 38 |
250 | 34 |
260 | 29.5 |
270 | 25.5 |
280 | 21 |
290 | 17 |
300 | 13 |
310 | 9 |
320 | 6 |
330 | 3 |
340 | 2 |
350 | 0.5 |
360 | 0 |
Anti-clock wise
Θ ( ° ) | L ( mm ) |
360 | 0 |
350 | 0.5 |
340 | 2 |
330 | 3 |
320 | 6 |
310 | 9 |
300 | 13 |
290 | 17 |
280 | 21 |
270 | 25.5 |
260 | 29.5 |
250 | 34 |
240 | 38 |
230 | 41.5 |
220 | 44.5 |
210 | 47 |
200 | 49 |
190 | 50 |
180 | 50.5 |
170 | 50 |
160 | 49 |
150 | 47 |
140 | 44.5 |
130 | 41.5 |
120 | 38 |
110 | 34 |
100 | 29.5 |
90 | 25.5 |
80 | 21 |
70 | 17 |
60 | 13 |
50 | 9 |
40 | 6 |
30 | 3 |
20 | 2 |
10 | 0.5 |
0 | 0 |