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Tổng hợp lý thuyết hay về môn vật lý đại cương (DPE) | Lý thuyết vật lý đại cương | Trường Đại học khoa học Tự nhiên
Consider the production system depicted above. The system consists of three identical processes all having identical processing time. There is space to buffer products before and after each process. Inter arrival time is on average 5 minutes (Poisson distributed arrivals). Tài liệu giúp bạn tham khảo, ôn tập và đạt kết quả cao. Mời đọc đón xem!
Vật lý (VL) 41 tài liệu
Trường Đại học Khoa học tự nhiên, Đại học Quốc gia Hà Nội 325 tài liệu
Tổng hợp lý thuyết hay về môn vật lý đại cương (DPE) | Lý thuyết vật lý đại cương | Trường Đại học khoa học Tự nhiên
Consider the production system depicted above. The system consists of three identical processes all having identical processing time. There is space to buffer products before and after each process. Inter arrival time is on average 5 minutes (Poisson distributed arrivals). Tài liệu giúp bạn tham khảo, ôn tập và đạt kết quả cao. Mời đọc đón xem!
Môn: Vật lý (VL) 41 tài liệu
Trường: Trường Đại học Khoa học tự nhiên, Đại học Quốc gia Hà Nội 325 tài liệu
Thông tin:
Tác giả:
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Tài liệu khác của Trường Đại học Khoa học tự nhiên, Đại học Quốc gia Hà Nội
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Exercises lecture Reader DPE Interarrival time: on average 5 minutes P
( oisson distributed arrivals) Process 1 Process 2 Process 3 1 sin gle 1 sin gle 1 single workstation workstation workstation Time required per Time required per Time required per product: product: product: exactly 3 minutes exactly 3 minutes exactly 3 minutes 1.
Consider the production system depicted above. The system consists of three identical
processes all having identical processing time. There is space to buffer products before and
after each process. Inter arrival time is on average 5 minutes (Poisson distributed arrivals).
I. How does the Work-In-Progress (WIP) determined with Deterministic Performance
Estimation compare to the WIP resulted from a simulation model of this system? A.
The deterministic WIP is lower than the WIP of a simulation model. B.
The deterministic WIP equals the WIP of a simulation model. C.
The deterministic WIP is higher than the WIP of a simulation model. D.
This cannot be determined without actually making the simulation model. II. How
would the answer change with interarrival times of exactly 5 minutes? Assemb . Interior work 2 Cover buffer Assemb . buffer buffer plates Assemb. .bly 1 1 2 3 Assemb . 2 2.
The above figure shows a schematic overview of an assembly line for car radios, as it has
been designed for the producer by an engineering consultant. Assembly will take place in
three steps. In the first step (assembly 1) the supplied empty casing will be provided with a
printed circuit board (PCB) and the mechanics for a CD player (the lining or interior). In the
second step (assembly 2), this printed circuit board is soldered to the casing, after which the
whole is mounted with a cover. Two parallel workstations are available for this operation.
The radio is tested in the third step and a label with the type and serial number will be attached (assembly 3).
The following facts are known about the assembly process: •
An empty casing arrives at the assembly line on every 50 seconds •
The assembly of the interior work takes 35 seconds •
Soldering the PCB and mounting the cover takes 80 seconds •
Testing and labeling on the radio takes 25 seconds •
Printed circuit boards, interiors and covers are always sufficiently available A.
Calculate the total number of produced radios for 4 weeks (one week consists of 5
days and one day consists of 8 hours). B.
Give an estimate for the total Work in Progress using the Little's equation. C.
Now suppose that empty casings arrive at the assembly line every 20 seconds. What
will be the changes in total production (for 4 weeks) and Work in Progress? 3.
Consider the process depicted below. By means of Deterministic Performance Estimation
(DPE), what is the utilization of process 2? Interarrival time is 5 minutes. 4.
Consider the process depicted below. What is the minimum batch size to prevent process 1 from being a bottleneck? In Out Arrivals : Process 1 10 products
Time required: 4.2 minutes per product per hour
Production batch size is x
Set-up time per batch: 24 minutes 5.
Consider the process depicted on the below. Products arrive at this process at a rate of 7 product per
hour (Poisson distributed). First, give a deterministic estimate of the throughput time. Then determine
the average time products spend in the buffer before process 1. In Process 1 Process 2 1 mac hine 3 pa rallel operators Time required per product Time required per product On average 7.5 min. Normal (23,4) minutes
Neg. exponentially distributed Out Process 3 2 parallel operators Time required per product on average 14 min. 6.
Consider the process depicted below. What is the Work-in-Progress if calculated with the summation formula? Interarrival time of indivi ( dual products): 4 mi Process 2 nutes Out Process 1 Process 3 Required time: Process 2 Required time: Exactly 2 minutes 3 mi nutes per product Batch size = 9 2 parallel machines setup time = 6 minute Required time: 7 mi nutes per product 7.
Can we change to a batch size of 1 for process 3 in the picture above? If yes, why? If no, how many of
these machines would you need to be able to do so?