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## Discrete Sys ModelngSim

by: Mafalda Ebert

27

0

3

# Discrete Sys ModelngSim OR 335

Mafalda Ebert
Mason
GPA 3.9

Chun-Hung Chen

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COURSE
PROF.
Chun-Hung Chen
TYPE
Study Guide
PAGES
3
WORDS
KARMA
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## Popular in Operations And Info Mgmt

This 3 page Study Guide was uploaded by Mafalda Ebert on Monday September 28, 2015. The Study Guide belongs to OR 335 at George Mason University taught by Chun-Hung Chen in Fall. Since its upload, it has received 27 views. For similar materials see /class/215264/or-335-george-mason-university in Operations And Info Mgmt at George Mason University.

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Date Created: 09/28/15
Department of Systems Engineering amp Operation Research George Mason University OR 335 SYST 335 Discrete Systems Simulation Modeling Prof ChunHung Chen Spring 2009 Practice Examination Discussion Monday March 23 1 Develop a generator for the following density function fx iiiif 1x1 0 otherwise a Use AcceptanceRejection Method b Use Inverse Transform Method 2 You are given two Unif0l random numbers 02 and 05 Please use these two random numbers and apply Polar method to generate two numbers which are normally distributed with mean 1 and standard deviation 2 ie Nl 22 3 Consider the LCG Z1 5 Zi1 7 mod 10 with Zo 5 what is its period Consider the following threestage service system gt gtlj gtl gt the corresponding information Assig Assignments Decide if condition Each customer will be served by a receptionist at stage 1 The customer at stage 2 and 3 will be served by a SAME special agent There is one receptionist and three special agents Please construct an Arena model for this simulation using the following modules In some modules you have to enter more information in the parentheses Note that there are 4 types of Process modules The difference is their action in the logic D for Delay SDR for SeizeDelayRelease SD for SeizeDelay and DR for DelayRelease Please use the right process modules and enter Process D Resource Name Quantity Process SDR Resource Name Quantity Process SD Resource Name Quantity Process DR Resource Name Quantity 5 Consider a threenode system with two classes of customer arrivals shown on next page The sizes of the waiting buffer space at all nodes are in nite The event times are Interarrival times for Class 1 customers 20 Interarrival times for Class 2 customers 21 Service times for Class 1 at all nodes 5 Service times for Class 2 at all nodes 7 I 6 E System state X1 the number of customers at node 1 the number of customers at node 2 the number of Class 1 customers at node 3 the number of Class 2 customers at node 3 arrival event at node 1 arrival event at node 2 departure event at node 1 departure event at node 2 departure event at node 3 Write the formula for getting the triggering event e arg min Give the state transition for each triggering event Simulate this system by lling the table below Stop this simulation when simulation clock t is no less than 50 X2 X3 X4 Events al a2 d1 d2 d3 a b c d Consider batch arrival each arrival at Node 1 has 3 customers each arrival at Node 2 has 2 customers Write the formula for getting the triggering event

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