PLANEACION DE INSTALACIONES TOMPKINS PDF DOWNLOAD

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Likewise, from the analysis performed above, any scenario involving a 3-machine assignment will be more expensive than one with a 2-machine and a 1-machine assignment.

Further, any scenario having a 4machine assignment will be more costly than one that substitutes two 2-machine assignments for the 4-machine assignment.

By similar analyses, there are no other scenarios that need to be considered for the assignment of 11 machines. For the optimum assignment in Example 2. Recall, in Example 2. In steady state conditions, the repeating cycle is 9 minutes.

Hence, in steady state conditions a total of units are produced. If replacement labor is provided to keep the machines working during the entire 8-hour shift and 3 shifts operate per day, then steady state production will result in units being produced per 8-hour shift. This situation is illustrated in the following multiple activity charts.

Also, it is assumed that a machine is dedicated to producing either product 1 or product 2 and cannot be assigned to produce a combination of the two products due to changeover times. Hence, it appears that 2 machines should be assigned to produce product 1 and 2 machines should be assigned to produce product 2; however, that leaves 1 machine unassigned.

From the solution to Problem 2.

The alternatives to be evaluated are as follows: assign 2 machines producing product 1 to an operator and 3 machines producing product 2 to an operator; assign 2 machines producing product 1 to an operator, 2 machines producing product 2 to an operator, and 1 machine producing product 2 to an operator; assign 2 machines producing product 1 to an operator, 1 machine producing product 1 to an operator, and 2 machines producing product 2 to an operator.

Assign 2 machines producing product 1 to an operator and 3 machines producing product 2 to an operator.

The repeating cycle is 3 2. Hence, in 24 minutes, the 2 machines producing product 1 perform 3 repeating cycles and produce 6 parts, and 6 parts are produced by the 3 machines making product 2 while performing 2 repeating cycles.

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Assign 2 machines producing product 1 to an operator, 2 machines producing product 2 to an operator, and 1 machine producing product 2 to an operator. The repeating cycle for product 2 is Hence, in minutes there will be 21 repeating cycles for machines producing product 1 and 16 repeating cycles of machines producing product 2.

Assign 2 machines producing product 1 to an operator, 1 machine producing product 1 to an operator, and 2 machines producing product 2 to an operator. As in the previous case, the repeating cycles are 8 and Hence, over a minute time frame, there will be 21 repeating cycles of the 3 machines producing product 1 and 16 repeating cycles of the 2 machines producing product 2.

Since this is the least cost option, it would be recommended. As noted, a simplified approach was used to arrive at a preference in the assignment of the 5 machines to the 2 products.

With more information regarding sales prices, demands, changeover times, etc. The underlying objective in presenting the machine-assignment problem was to provide students with experience in using simple mathematical models in making decisions regarding the assignment of machines to operators.

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No more than 2 mixers can be assigned without idle mixer time. Hence, 2 mixers should be assigned to an operator. The repeating cycle is determined by machine C. As shown, the operator will have 1 minute of idle time during a repeating cycle, machine A will have 3 minutes of idle time, machine B will have 1.

He is an author and consultant, principal of Fred E. Ebook Description. This project-oriented facilities design and material handling reference explores the techniques and procedures for developing an efficient facility layout, and introduces some of the state-of-the-art tools involved, such as computer simulation.

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Krajewski L.There is also a constraint found in the design time. Recall, in Example 2. Hence, in 24 minutes, the 2 machines producing product 1 perform 3 repeating cycles and produce 6 parts, and 6 parts are produced by the 3 machines making product 2 while performing 2 repeating cycles.

The opinion response will depend on the student.

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Why should I share my scoops? Hence, in minutes there will be 21 repeating cycles for machines producing product 1 and 16 repeating cycles of machines producing product 2.

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