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Page 1: NM 01 ClassIntro

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Class Introduction

Lecture # 01

2

Disclaimer: This lecture note was edited from various sources for the solely of teaching and learning purposes. It may contain copyrighte

owners; therefore, apart form teaching and learning purposes, this lecture note may not be reproduced, stored, or transmitted in any form or b

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Code: ENEE610031 Subject: Numerical Modeling

Credit: 2 credit hours

Term: Undergraduate Short Term 2013 Instructor: Nofrijon Sofyan, Ph.D.

About the Class

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Who are you?4

Name + nick name

Email + contact number

Hometown

List your previous upper division of math and r

course(s) which you have taken along with the What do you hope to learn in this class?

Any further comments and or suggestions?

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The class will learn how mathematical modebe formulated on the basis of scientific prin

simulate the behavior of a simple physical

The class will try to understand on how num

methods afford a means to generate solutiomanner that can be implemented on a spec

computer software.

Description

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The course also will try to explain the diffe

types of conservation laws that lie beneath

models used in the various engineering discand appreciating the difference between s

state and dynamic solutions of these model

We will also learn about the different typenumerical methods.

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For the homework, please note that a submdate, time and venue will be specified at th

of setting of each homework assignment.

Homework that does not adhere to these su

requirements will receive an automatic zero

Information

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All exam times and assignment deadlines a

and the only excuses accepted for nonatten

at an exam or non-submission of an assignma serious certified illness or a family berea

In such cases, a make-up exam (or make-up

assignment in the case of an assignment) ofor greater difficulty must be taken.

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Examinations and individual assignments ar

the sole work of the student concerned – gr

efforts are not acceptable!

Students are also cautioned not to engage

plagiarism.

Anything that is not the student’s own work have a reference, following standard scient

conventions.

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In such rare cases as it is necessary to includ

verbatim text from an article or book, this s

clearly placed in quotation marks.

The instructor will follow standard university

disciplinary procedures if students engage

form of cheating or plagiarism in any assigand or examinations.

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Students are expected to make their own nonly relatively few handouts will be provid

please stop me if you can’t read my writing

am going too fast.

Handouts are provided via the web(www.nofrijon.org) as Adobe Acrobat (PDF

Handout

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To obtain handouts, please navigate my weand then click on the subjects.

You may need a password to open the tea

page, see me if you do not have one!

Communication

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Questions and comments in class are strong

encouraged!

The instructor both welcomes and values fee

from students regarding the course.

Office hours: DTMM 2nd Fl. every Tue after

by an appointment

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The lecture notes/handouts in this class are from different sources for the solely of teaclearning purposes.

It may contain copyrighted materials from t

respective owners; therefore, apart form teand learning purposes, this lecture note mareproduced, stored, or transmitted in any foby any means.

Disclaimer

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Students needing special accommodation areencouraged to see me after class or in my offi

office hours to discuss their situation confidentia

Students needing special accommodation shou

their memorandum from the Program Office to

soon as possible; this can be discussed during a

appointment with me.

Students with special needs

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Exam accommodation should be arranged

one week in advance.

If at any time during the quarter, it is felt th

accommodation that has been put in place

inadequate then please consult me and/or professional staff in the Program Office.

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The grades will be determined from homewomidterm, project, and final test:

Homework/assignment: 10% of final grade

Midterm 30% of final grade

Final Project 20% of final grade

Final examination: 40% of final grade

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Course Content18

Introduction to Numerical Methods Fundamental of MatLAB

MatLAB Programming

Introduction to Stochastic and Monte Carlo

Case Study

Student Project

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This course is self contained and so a textbook ismandatory. However, students may also wish to cfollowing excellent texts:

S.C. Chapra and R.P Canale: Numerical MethoEngineers, McGraw-Hill, Co., Boston, 2006.

J. Kiusalaas: Numerical Methods in EngineeringMATLAB®, Cambridge University Press, Cambr2005.

Textbooks

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S.C. Chapra: Applied Numerical Methods w

MATLAB® for Engineers and Scientists, McG

Co., Boston, 2005.W.Y. Yang, W. Cao, T.S. Chung, J. Morris: A

Numerical Methods Using MATLAB®, John W

Sons, Inc., Hoboken, New Jersey, 2005.


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