Course work on simulation

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Uploaded: 11.02.2016
Content: Вариант 16.rar (660,33 kB)

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Description

On the finished goods warehouse of the enterprise every 5 ± 2 min received the product-type in lots of 500 pieces, and every 20 ± 5 minutes, - the type of product in quantities of 2000 pieces. Since time interval of 10 ± 5 minutes to a vehicle approaching a warehouse, each of which must be immersed for 1,000 types of products A and B. The loading starts, when both types of products are in stock in the right quantity and lasts 10 ± 2 min. In the warehouse at the same time may be no more than three vehicles, including a car, standing under loading. Motor vehicles, have not found a place in the warehouse, leaving its territory without cargo.

Additional information

modeling task:
1. Simulate the warehouse, provided that the boot should be 50 cars.
2. Calculate the number of cars, who left without a load.
3. Determine the probability that the car will not go away without load.
4. Determine the mean time, which makes the car in line at the store.
5. To define and build an experimental time-distribution function vehicles in the warehouse.
6. Determine the average and maximum number of items of each type that are stored in the warehouse.
7. As the main software modeling tools take GPSS.
8. Auxiliary calculations and graphical representations done in MATLAB.
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