
PM94H201B_13xxxxxx_EN L 51
Programming
The profile shown in Figure 20 can be broken up into 8 MDV moves. The first segment defines the distance between
point 1 and point 2 and the velocity at point 2. So, if the distance between point 1 and 2 was 3 units and the velocity at
point 2 was 56 Units/S, the command would be: MDV 3 , 56. The second segment gives the distance between point 2
and 3 and the velocity at point 3, and so on.
65
55
45
35
25
15
5
5
10 15
20 25
30
Point
1
Point
2
Point
4
Point
3
Point
8
Point
9
Point
6
Point
5
Point
7
Distance (units)
Figure 20: MDV Segment Example
Table 15 lists the supporting data for the graph in Figure 20.
Table 15: MDV Segment Example
Segment Number Distance moved during segment Velocity at the end of segment
1 3 56
2 3 12
3 4 16
4 2 57
5 2.5 57
6 3 11
7 5 20
8 5 0
- - -
;Segment moves
MDV 3 , 56
MDV 3 , 12
MDV 4 , 16
MDV 2 , 57
MDV 2.5 , 57
MDV 3 , 11
MDV 5 , 20
MDV 5 , 0
END
The following equation can be used to calculate the acceleration / deceleration that results from a segment move.
Accel = (V
f
2
- V
0
2
) / [2*D]
V
f
= Final velocity
V
0
= Starting velocity
D = Distance
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