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Flow Time Problems Set 2 This is indeed Christine Cookies modified in MBPF 2 nd Edition.

Published byRogelio Sartin Modified over 9 years ago

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Presentation on theme: "Flow Time Problems Set 2 This is indeed Christine Cookies modified in MBPF 2 nd Edition."— Presentation transcript:

1 Flow Time Problems Set 2 This is indeed Christine Cookies modified in MBPF 2 nd Edition

2 2 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 4.2 - Kristen and her roommate are in the business of baking custom cookies. As soon as she receives an order by phone, Kristen washes the bowl and mixes dough according to the customer's order - activities that take a total of 6 minutes. She then spoons the dough onto a tray that holds one dozen cookies ( 2 minutes ). Her roommate then takes 1 minute to set the oven and place the tray in it. Cookies are baked in the oven for 9 min utes and allowed to cool outside for 5 minutes. The roommate then boxes the cookies (2 minutes) and collects payment from the customer (1 minute) a. Draw a flowchart for the process described here and determine theoretical flow time from the time of order until the time of payment collection. Assume no waiting over the course of the process b. suppose that each other consists of two dozen cookies. Assume that although the mixing bowl can accommodate dough for two dozen cookies at a time, the oven can accommodate only one tray of one dozen cookies at a time. As before, spooning each tray takes 2 minutes, and both trays must be cooled prior to boxing the cookies for customer pickup. Draw a modified flowchart and determine theoretical flow time. Consider the effect on flow time of the following possible alternatives to the system: 1. Buying a second oven that can bake one tray of one dozen cookies 2. Buying a second oven that can hold two trays of one dozen cookies each 3. Buying a faster convection oven that can bake one dozen cookies in 6 minutes instead of 9 minutes.

3 3 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Take order wash mix spoonload & set cool bakeunload pack get pay Problem 5.2: Flow unit = 1 order of 1 dozen.

4 4 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order TFT = 6+2+1+9+5+2+1 = 26 Problem 4.2 Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order a)

5 5 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order lsls gpgp 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 Part (a): Gant Chart and the theoretical flow time for 1 doz orders

6 6 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order Flow unit = 1 order of 2 dozen. Certain activities can be performed in parallel. For example, while the oven is baking the first dozen, You can spoon the dough for the second dozen into another tray. Therefore, the flow time of such an order is not simply the sum of the activity times. A useful tool is a Gantt chart that shows the times during which different resources of interest are occupied for various activities. The dough for the 2 dozen cookies is mixed by You in 6 minutes and subsequently you spoon dough for 1 dozen in 2 minutes. Therefore in the 8th minute, the RM is ready to load the oven and set timer, which takes 1 minute. The oven starts baking the first dozen at the 9th minute and completes baking at the 18th minute. Meanwhile, You spoon the second dozen into another tray. At the 18th minute, the RM unloads the first tray from the oven and loads the second tray into the oven and sets the timer. So the second dozen starts baking at the 19th minute. While the second dozen bakes, the first dozen cookies cool and RM packs them into a bag, which takes a total of 7 minutes. At the 28th minute the second dozen finishes baking at which time the RM unloads the tray. After cooling for 5 minutes, the RM packs the second dozen in 2 minutes by the 35th minute. Finally, payment for the order and delivery to customer takes place in the 36th minute. The theoretical flow time for an order of 2 dozen cookies is 36 minutes. Part (b): general explanations; mix can handle 2 doz, oven 1 doz

7 7 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls bake cool ulul Part (b): Gant Chart and the theoretical flow time for 2 doz orders

8 8 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 cool 2 pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order gpgp 31 32 33 34 35 36 37 38 39 40 Part (b): Gant Chart and the theoretical flow time for 2 doz orders (cont.)

9 9 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad pack 2 Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad pack 2 cool 5 get pay 1/order Part (b): CPM

10 10 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad pack 2 Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad pack 2 cool 5 get pay 1/order Part (b): CPM 0 00668 8 8 10 99 18 1818 23 25 1919 2828 2828 2828 2828 3 3 3535 3535 3535 3636 18 1919

11 11 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 10 30 20 Max = 30 5 35 Forward Path 35

12 12 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad pack 2 Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad pack 2 cool 5 get pay 1/order Part (b): CPM 0 00668 8 8 10 99 18 1818 23 25 1919 2828 2828 2828 2828 3 3 3535 3535 3535 3636 3636 3535 3535 3535 33 2828 2828 2828 2828 1919 1919 1818 3 3 2828 1818 1818 1818 9 9 8 1818 1616 8 6 60 0 0 18 1818

13 13 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 30 Min = 35 5 35 45 30 Backward Path

14 14 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 spoon lsls bake ulul cool gpgp Part (b1): theoretical flow time when buying a second oven with 1 doz capacity

15 15 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad pack 2 Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad pack 2 cool 5 get pay 1/order Part (b1): CPM

16 16 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls ulul gpgp Part (b2): theoretical flow time when buying a large oven with 2 doz capacity We do not need CPM since activities are sequential

17 17 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul pack Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls bake ulul cool packgpgp Part (b3): theoretical flow time when buying a fast oven with 1 doz capacity CPM is the same as the CPM for original case, just bake time is 6 min instead of 9 min.

18 18 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Trade-off Analysis No Investment 36 Second Oven 28 Large Oven30 Fast Ovens30 The second oven (a)leads to the shortest flow time (b)Perhaps is cheaper than a large oven or 2 fast ovens

19 19 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order TFT = 6+2+1+9+5+2+1 = 26 Problem 4.2 Version2 - Both Boxed together: Part (a)

20 20 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul box Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order lsls gpgp 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 Part (a): Gant Chart and the theoretical flow time for 1 doz orders

21 21 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order Flow unit = 1 order of 2 dozen. Certain activities can be performed in parallel. For example, while the oven is baking the first dozen, You can spoon the dough for the second dozen into another tray. Therefore, the flow time of such an order is not simply the sum of the activity times. A useful tool is a Gantt chart that shows the times during which different resources of interest are occupied for various activities. The dough for the 2 dozen cookies is mixed by You in 6 minutes and subsequently you spoon dough for 1 dozen in 2 minutes. Therefore in the 8th minute, the RM is ready to load the oven and set timer, which takes 1 minute. The oven starts baking the first dozen at the 9th minute and completes baking at the 18th minute. Meanwhile, You spoon the second dozen into another tray. At the 18th minute, the RM unloads the first tray from the oven and loads the second tray into the oven and sets the timer. So the second dozen starts baking at the 19th minute. While the second dozen bakes, the first dozen cookies cool and RM packs them into a bag, which takes a total of 7 minutes. At the 28th minute the second dozen finishes baking at which time the RM unloads the tray. After cooling for 5 minutes, the RM packs the second dozen in 2 minutes by the 35th minute. Finally, payment for the order and delivery to customer takes place in the 36th minute. The theoretical flow time for an order of 2 dozen cookies is 36 minutes. Part (b): general explanations; mix can handle 2 doz, oven 1 doz

22 22 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls bake cool ulul Part (b): Gant Chart and the theoretical flow time for 2 doz orders

23 23 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 cool 2 box Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order gpgp 31 32 33 34 35 36 37 38 39 40 Part (b): Gant Chart and the theoretical flow time for 2 doz orders (cont.)

24 24 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad box 2 cool 5 Part (b): CPM get paid 1/order

25 25 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad box 2 cool 5 Part (b): CPM 0 00668 8 8 10 99 18 1818 23 1919 2828 2828 2828 2828 3 3 3535 3535 3636 18 1919 23 get paid 1/order

26 26 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 10 30 20 Max = 30 5 35 Forward Path 35

27 27 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad box 2 cool 5 Part (b): CPM 0 00668 8 8 10 99 18 1818 23 1919 2828 2828 2828 2828 3 3 3535 3636 3535 3535 33 2828 2828 2828 2828 1919 1919 1818 3 2828 1818 1818 1818 9 9 8 1818 1616 8 6 60 0 0 18 1818 get paid 1/order 3535 3636

28 28 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 30 3030 Min = 35 5 35 45 30 Backward Path

29 29 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul box Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad pack 25 get pay 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 spoon lsls bake ulul cool gpgp Part (b1): theoretical flow time when buying a second oven with 1 doz capacity

30 30 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 load & set bake 19 unlo- ad Take order wash mix spoon 6/1-2 doz2 spoon 2 cool 5 load & set bake 19 unlo- ad box 2 cool 5 get paid 1/order Part (b1): CPM

31 31 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake box Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls ulul gpgp Part (b2): theoretical flow time when buying a large oven with 2 doz capacity We do not need CPM since activities are sequential

32 32 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 wash mix spoon cool bake ulul Take order wash mix spoonload & set coolbake 6/1-2 doz219 unlo- ad box 25 get paid 1/order lsls 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 spoon lsls bake ulul cool boxgpgp Part (b3): theoretical flow time when buying a fast oven with 1 doz capacity CPM is the same as the CPM for original case, just bake time is 6 min instead of 9 min.

33 33 Ardavan Asef-Vaziri Nov-2011Throughput Problems – Set2 Trade-off Analysis No Investment 36 Second Oven 28 Large Oven28 Fast Ovens30 The second oven (a)leads to the shortest flow time (b)Perhaps is cheaper than a large oven or 2 fast ovens

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