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Sample Paper-Mathematical Modeling and Simulation-Exam Paper, Exams of Mathematical Modeling and Simulation

This is sample paper for Mathematical Modeling and Simulation by Dr. Laxman Sharma at Institute of Mathematical Sciences. Its main points are: Entities, System, Element, Hierarchy, Model, Structure, Block, Diagram, Convert, Standard, Features

Typology: Exams

2011/2012

Uploaded on 07/03/2012

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SAMPLE PAPER FOR TESTS
Course : Mathematical Modeling and Simulation
Part A
Name: ________________________________________
Roll Number : ________________________________
Dated:
Q.1
Q.2
Q.3
Q.4
Total :
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SAMPLE PAPER FOR TESTS

Course : Mathematical Modeling and Simulation

Part – A

Name: ________________________________________

Roll Number : ________________________________

Dated:

Q.

Q.

Q.

Q.

Total :

Question No. 1 (10 points) Encircle correct answers as Yes or No. Wrong answer will carry negative (-1) marks.

1 Entities that are separable from the rest of the universe (we call this the environment) by a physical or conceptual boundaries, make a system

YES / NO

2 A system is a set of elements that are united by some interactions or inter-dependences to perform at least one specified function.

YES / NO

3 A system element is a component, a part and/or a sub-system that performs one particular function or a process.

YES / NO

4 The state maintaining systems try to react to changing conditions in such a manner that they maintain some predetermined state.

YES / NO

Question No. 3 (10 points) Convert the following model into a standard form and identify its main features:

2

dt

d y y y

; y(0) = 0., y(1) = 6.

Question No. 4 (10 points)

Consider an RL series circuit connected to a battary. The R = 20 ohms and L = 10 henry. The voltage of battary is constant and have value of 10 volts. At time t = 0, the battery is connect. Develop a mathematical model for such an electrical system. First Solve it analytically. Then draw its patch diagram for MATLAB/SIMULINK. What kind of result you expect? Draw a rough graph.

VL

VR

VE (^) L

R