My lead sheet transcription of Ornette Coleman's "Law Years" from "The Complete Science Fiction Sessions". I based it off what Charlie Haden plays on the intro and what the horns play on the main m...Descripción completa
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The Blessing by Ornette ColemanDescripción completa
Descripción: De Coleman Jules.
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Coleman
Symmetrical Movement Concept
Transcription of Coleman Hawkins' famous 1939 performance of Body and Soul. A classic.
Solutions to Case Problems
Chapter 9 Project Scheduling: PERT/CPM Case Problem: R.C. Coleman 1.
R.C. R.C. Col Coleman eman's 's Pro Project ject Net Network work
Given the above calculations, we can conclude that there is about a 10% chance that the project can be completed in 40 weeks or less. Coleman should consider crashing project activities. 2.
20' 0'
Planne! pro"e#t #ompletion time
$esires 40-%ee& #ompletion time
For 80% chance, z = +0.84 Thus 40 − E (T ) 5.67
=
0.4
Solve for E (T ) = 38 weeks. R.C. Coleman should crash activities to reduce the expected project completion time to 38 weeks. 3.
In this section, we will use expected activity times as normal times and use a linear programming model based on expected times to make the crashing decisions. Let
xi = the completion time for activity i yi = the amount of crash time for activity i
CP - 52
Solutions to Case Problems
Min 450 yA + 400 yB + 600 yC + 300 yD + 1000 yE + 550 yF + 750 yG + 700 yH + 800 yI + 400 yJ + 500 yK s.t. xA + yA
≥
6
xK
≤
38
xB + yB
≥
9
yA
≤
2
xC + yC – xA
≥
4
yB
≤
2
xC + yC – xB
≥
4
yC
≤
2
xD + yD – xC
≥
12
yD
≤
4
xE + yE – xC
≥
10
yE
≤
3
xF + yF – xE
≥
6
yF
≤
2
xG + yG – xC
≥
8
yG
≤
3
xH + yH – xF
≥
6
yH
≤
2
xH + yH – xG
≥
6
yI
≤
3
≤
1
xI + yI – xD
≥
7
yJ
xI + yI – xF
≥
7
yK
xJ + yJ – xH
≥
4
All xi, yi
xK + yK – xI
≥
4
xK + yK – xJ
≥
4
≤
1 ≥
0
The optimal crashing decisions are as follows: Crash Activity B F J K
Weeks 2 1 1 1 Total
CP - 53
Cost 800 550 400 500 2250
Chapter 9
A revised activity schedule based on these crashing decisions is as follows:
Activity A B C D E F G H I J K
Earliest Start 0 0 7 11 11 21 11 26 26 32 35
Latest Start 1 0 7 14 11 21 18 26 28 32 35
Earliest Finish 6 7 11 23 21 26 19 32 33 35 38
Latest Finish 7 7 11 26 21 26 26 32 35 35 38
Slack 1 0 0 3 0 0 7 0 2 0 0
Critical Activity Yes Yes Yes Yes Yes Yes Yes
The student should comment on the fact that the crashing decisions may alter the variance in the project completion time. By defining revised optimistic, most probable, and pessimistic times for crashed activities B, F, J, and K, a revised variance in the project completion time can be found. Using this result, a revised probability of a 40-week completion time can be computed.