Question: 3. Tortoise 2000 The Brial Patch Manufacturing has a station of Tortoise 2000. The station has single machine, and its production rate is three jobs

3. Tortoise 2000 The Brial Patch Manufacturing

3. Tortoise 2000 The Brial Patch Manufacturing has a station of Tortoise 2000. The station has single machine, and its production rate is three jobs per hour. The Effective process times have a CV of one, just as the exponential distribution does. Assume that times between arrivals are exponentially distributed with 2.875 jobs per hour on average. (a) Which model is reasonable to represent the case above? Ex. M/M/1, M/M/C, G/G/1 (b) Compute the CT, TH, and WIP with the model you selected in (a). (c) Simulate this situation with Anylogic simulation tool and find TH, WIP, and CT in the simulation. (d) Calculate the percentage error with the value you found in (b) and (c) (Each case of TH, CT, WIP). Is it satisfied with 'Little's Law' formula? Why or why not? 3. Tortoise 2000 The Brial Patch Manufacturing has a station of Tortoise 2000. The station has single machine, and its production rate is three jobs per hour. The Effective process times have a CV of one, just as the exponential distribution does. Assume that times between arrivals are exponentially distributed with 2.875 jobs per hour on average. (a) Which model is reasonable to represent the case above? Ex. M/M/1, M/M/C, G/G/1 (b) Compute the CT, TH, and WIP with the model you selected in (a). (c) Simulate this situation with Anylogic simulation tool and find TH, WIP, and CT in the simulation. (d) Calculate the percentage error with the value you found in (b) and (c) (Each case of TH, CT, WIP). Is it satisfied with 'Little's Law' formula? Why or why not

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