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Page | 4/16 | Date | 20.05.2018 | Size | 0.96 Mb. | | #49908 |
| Solutions (continued)
a.
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Station
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Time left
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Eligible
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Will fit
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Assign (time)
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Idle
|
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1
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14
9
6
|
A, d, f
A, d, g
D, g, b
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A, d, f
A, d, g
G, b
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F (5)
A (3)
G (6)
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0
|
|
2
|
14
7
5
1
|
D, b
B, e
E, c
C
|
D, b
B, e
E, c
--
|
D (7)
B (2)
E (4)
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1
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3
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14
10
1
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C
H
I
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C
H
--
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C (4)
H (9)
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1
|
|
4
|
14
9
|
I
|
I
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I (5)
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9
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|
|
|
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11
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b.
|
Station
|
Time left
|
Eligible
|
Will fit
|
Assign (time)
|
Idle
|
|
1
|
14
9
2
|
A, d, f
A, d, g
a, g
|
A, d, f
A, d, g
|
F (5)
D (7)
|
2
|
|
2
|
14
8
5
3
|
A, g
A, e
E, b
E, c
|
A, g
A, e
E, b
--
|
G (6)
A (3)
B (2)
--
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3
|
|
3
|
14
10
6
|
E, c
C
H
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E, c
C
--
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E (4)
C (4)
|
6
|
|
4
|
14
5
|
H
I
|
H
I
|
4 (9)
I (5)
|
0
|
|
|
|
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11
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)
|
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4.
|
a.1.
|
Solutions (continued)
|
2. Mininum Ct = 1.3 minutes
|
|
|
|
|
|
|
Task
|
Following tasks
|
|
|
a
|
4
|
|
|
b
|
3
|
|
|
c
|
3
|
|
|
d
|
2
|
|
|
e
|
3
|
|
|
f
|
2
|
|
|
g
|
1
|
|
|
h
|
0
|
|
|
Station
|
|
Time
remaining
|
|
Eligible
|
|
Will fit
|
|
Assign
|
|
Time
|
|
Idle time
|
|
|
I
|
|
1.3
|
|
a, c, e
|
|
a, c, e
|
|
a
|
|
.2
|
|
|
|
|
|
|
1.1
|
|
b, c, e
|
|
b, c, e
|
|
b
|
|
.4
|
|
|
|
|
|
|
.7
|
|
c, e
|
|
c, e
|
|
c
|
|
.3
|
|
|
|
|
|
|
.4
|
|
e, d
|
|
e
|
|
e
|
|
1
|
|
0.3
|
|
|
II
|
|
.3
|
|
d, f
|
|
d, f
|
|
d
|
|
1.3
|
|
0.0
|
|
|
III
|
|
1.3
|
|
f
|
|
f
|
|
|
|
.8
|
|
|
|
|
|
|
.5
|
|
g
|
|
g
|
|
g
|
|
.3
|
|
0.2
|
|
|
IV
|
|
1.3
|
|
h
|
|
h
|
|
h
|
|
1.2
|
|
0.1
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
0.6
|
|
|
|
3.
|
Idle percent:
|
(idle time)
|
=
|
.6
|
= 11.54 percent
|
N x CT
|
4(1.3)
|
|
4.
|
Output:
|
OT
|
=
|
420 min./day
|
= 323.1 units/day
|
|
CT
|
1.3 min./cycle
|
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