Epsilon
When this index is complete then: Stop
Chain Count = 1
Index1 | Index1 |
|
|
| Index2 |
Index1 | Index1 | Index2 |
Dwell | Dwell | Dwell |
End of Index |
|
|
Motion | Less than |
|
|
| |
| 10 usec |
|
End of Index |
|
|
End of Index |
|
|
Count |
|
|
End of Chain |
|
|
Count |
|
|
Figure 68: Example 1 – Index1 is chained to Index2 with a Chain Count of 1.
End of Index Motion
End of Index
End of Index Count
End of Chain Count
| Index4 |
| Index4 |
Index3 |
| Index3 |
|
Index3 | Index4 | Index3 | Index4 |
Dwell | Dwell | Dwell | Dwell |
Less Than |
|
|
|
10 usec |
|
|
|
Figure 69: Example 2 – Index3 is chained to Index4 with a Chain Count of 2.
68