3 undamaged, the suit is returned to the customer. If either (or both) of the parts...

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3 undamaged, the suit is returned to the customer. If either (or both) of the parts is (are) damaged, the suit goes to customer relations (Server 5). Assume that all travel times are negligible (0), and the service times are exponential with the following means (in minutes) and use the indicated stream assignments: Server number Mean service time (minutes) Stream 2 6 4 2 3 5 3 4 4 5 (undamaged) 8 (damaged) 4 4 5 12 5 Build a Simio model for this facility. Clearly, you should use a Separator object to model Server 1 and a Combiner object to model Server 4. Make the interarrival time and the capacities of the servers referenced properties; this will help you creating scenarios with server capacities and mean interarrival times as experimental Controls. Hints: A few hints are listed below: To use random numbers from a stream other than the default (0), insert the stream number as the second argument of the expression. For instance, Random. Exponential (6,10) generates realizations from the exponential distribution with mean 6 using uniform random numbers from stream 10. . At the Separator object (Server 1), you can make copies of the original entities (suit). The original entity (parent) leaves the "top" link of the object and, to follow Figure 1, represents the pants. The copy leaves from the bottom link, hence it represents the jacket. Keep in mind that the copies get new entity ID; this necessitates the hint in the last bullet below. Before processing at the Combiner object (Server 4), you must determine the status of the suit to be assembled; this will be used to obtain the mean time for the exponential distribution (5 or 8 minutes). You can do this using either an add-on process with Decide steps or state assignment(s) based on a Boolean entity state representing the status of the suit. Feel free to exercise your creativity. . To make sure that Server 4 matches the appropriate jackets and pants, created an entity state (say SuitNum) and assign to it the Entity. ID state once a suit gets created. You can assess the matching if you attach to entities a status label whose expression is SuitNum. Alternatively, you can use floor labels or dynamic labels (as we did in Assignment #2). Create an experiment with 50 replications, each over a 12-hour window starting with an empty system. Make sure to include the stream number in the assignments for the experimental Controls. Create (S)MORE plots for the following metrics: 3 undamaged, the suit is returned to the customer. If either (or both) of the parts is (are) damaged, the suit goes to customer relations (Server 5). Assume that all travel times are negligible (0), and the service times are exponential with the following means (in minutes) and use the indicated stream assignments: Server number Mean service time (minutes) Stream 2 6 4 2 3 5 3 4 4 5 (undamaged) 8 (damaged) 4 4 5 12 5 Build a Simio model for this facility. Clearly, you should use a Separator object to model Server 1 and a Combiner object to model Server 4. Make the interarrival time and the capacities of the servers referenced properties; this will help you creating scenarios with server capacities and mean interarrival times as experimental Controls. Hints: A few hints are listed below: To use random numbers from a stream other than the default (0), insert the stream number as the second argument of the expression. For instance, Random. Exponential (6,10) generates realizations from the exponential distribution with mean 6 using uniform random numbers from stream 10. . At the Separator object (Server 1), you can make copies of the original entities (suit). The original entity (parent) leaves the "top" link of the object and, to follow Figure 1, represents the pants. The copy leaves from the bottom link, hence it represents the jacket. Keep in mind that the copies get new entity ID; this necessitates the hint in the last bullet below. Before processing at the Combiner object (Server 4), you must determine the status of the suit to be assembled; this will be used to obtain the mean time for the exponential distribution (5 or 8 minutes). You can do this using either an add-on process with Decide steps or state assignment(s) based on a Boolean entity state representing the status of the suit. Feel free to exercise your creativity. . To make sure that Server 4 matches the appropriate jackets and pants, created an entity state (say SuitNum) and assign to it the Entity. ID state once a suit gets created. You can assess the matching if you attach to entities a status label whose expression is SuitNum. Alternatively, you can use floor labels or dynamic labels (as we did in Assignment #2). Create an experiment with 50 replications, each over a 12-hour window starting with an empty system. Make sure to include the stream number in the assignments for the experimental Controls. Create (S)MORE plots for the following metrics:

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To build a Simio model for the described facility here are steps to be followed 1Model Object Setup Separator Server 1 Use a separator object to separ... View the full answer