MASTER OF SCIENCE IN MECHANICAL ENGINEERING



Similar documents
Graduate Courses in Mechanical Engineering

Differential Relations for Fluid Flow. Acceleration field of a fluid. The differential equation of mass conservation

جامعة البلقاء التطبيقية

HEAT TRANSFER IM LECTURE HOURS PER WEEK THERMODYNAMICS - IM _1

MASTER OF ENGINEERING

Curriculum Structure for Master of Engineering in Mechanical Engineering Degree Program (2013) Chiang Mai University Plan A1 Degree Requirements

Distance Learning Program

Lecture 3 Fluid Dynamics and Balance Equa6ons for Reac6ng Flows

BACHELOR OF SCIENCE DEGREE

MASTER OF SCIENCE IN PHYSICS MASTER OF SCIENCES IN PHYSICS (MS PHYS) (LIST OF COURSES BY SEMESTER, THESIS OPTION)

INTRODUCTION TO FLUID MECHANICS

FUNDAMENTAL FINITE ELEMENT ANALYSIS AND APPLICATIONS

Graduate Certificate Program in Energy Conversion & Transport Offered by the Department of Mechanical and Aerospace Engineering

DISTANCE DEGREE PROGRAM CURRICULUM NOTE:

CATALOG CHANGES - F13. The Department of Ocean and Mechanical Engineering offers programs of study leading to the following degrees:

Fundamentals of Fluid Mechanics

MECHANICAL ENGINEERING DEPARTMENT

Basic Equations, Boundary Conditions and Dimensionless Parameters

HEAT TRANSFER ANALYSIS IN A 3D SQUARE CHANNEL LAMINAR FLOW WITH USING BAFFLES 1 Vikram Bishnoi

Study Plan. MASTER IN (Energy Management) (Thesis Track)

NUMERICAL ANALYSIS OF THE EFFECTS OF WIND ON BUILDING STRUCTURES

Indiana's Academic Standards 2010 ICP Indiana's Academic Standards 2016 ICP. map) that describe the relationship acceleration, velocity and distance.

ME6130 An introduction to CFD 1-1

TWO-DIMENSIONAL FINITE ELEMENT ANALYSIS OF FORCED CONVECTION FLOW AND HEAT TRANSFER IN A LAMINAR CHANNEL FLOW

Science Standard Articulated by Grade Level Strand 5: Physical Science

Distinguished Professor George Washington University. Graw Hill

Module 1 : Conduction. Lecture 5 : 1D conduction example problems. 2D conduction

Mechanical Engineering Technical Elective Courses

FUNDAMENTALS OF ENGINEERING THERMODYNAMICS

Finite Element Formulation for Plates - Handout 3 -

The Second Law of Thermodynamics

Fundamentals of THERMAL-FLUID SCIENCES

International Master of Science Degree Program

Dynamic Process Modeling. Process Dynamics and Control

We will try to get familiar with a heat pump, and try to determine its performance coefficient under different circumstances.

Ravi Kumar Singh*, K. B. Sahu**, Thakur Debasis Mishra***

FLUID MECHANICS IM0235 DIFFERENTIAL EQUATIONS - CB _1

du u U 0 U dy y b 0 b

HEAT AND MASS TRANSFER

Department of Mechanical Engineering

DEPARTMENT OF PETROLEUM ENGINEERING Graduate Program (Version 2002)

CFD Application on Food Industry; Energy Saving on the Bread Oven

1. Fluids Mechanics and Fluid Properties. 1.1 Objectives of this section. 1.2 Fluids

Master of Science Program (M.Sc.) in Renewable Energy Engineering in Qassim University

FREE CONVECTION FROM OPTIMUM SINUSOIDAL SURFACE EXPOSED TO VERTICAL VIBRATIONS

Unit 3: States of Matter Practice Exam

Finite Element Method (ENGC 6321) Syllabus. Second Semester

Fluids and Solids: Fundamentals

Master of Education in Middle School Science

Feature Commercial codes In-house codes

Pre-requisites

Express Introductory Training in ANSYS Fluent Lecture 1 Introduction to the CFD Methodology

Dispersion diagrams of a water-loaded cylindrical shell obtained from the structural and acoustic responses of the sensor array along the shell

Graduate Certificate in Systems Engineering

Current Staff Course Unit/ Length. Basic Outline/ Structure. Unit Objectives/ Big Ideas. Properties of Waves A simple wave has a PH: Sound and Light

APPENDIX 3 CFD CODE - PHOENICS

Compressible Fluids. Faith A. Morrison Associate Professor of Chemical Engineering Michigan Technological University November 4, 2004

Free Convection Film Flows and Heat Transfer

CAE -Finite Element Method

OVERVIEW. Toolbox for Thermodynamic Modeling and Simulation with MATLAB /Simulink. Key Features:

ANALYSIS OF STRUCTURAL MEMBER SYSTEMS JEROME J. CONNOR NEW YORK : ':,:':,;:::::,,:

Contents. Microfluidics - Jens Ducrée Physics: Navier-Stokes Equation 1

Finite Element Analysis for Acoustic Behavior of a Refrigeration Compressor

WEEKLY SCHEDULE. GROUPS (mark X) SPECIAL ROOM FOR SESSION (Computer class room, audio-visual class room)

Chemical Engineering - CHEN

Lecture 24 - Surface tension, viscous flow, thermodynamics

Heat Transfer From A Heated Vertical Plate

Heat Transfer and Energy

High Speed Aerodynamics Prof. K. P. Sinhamahapatra Department of Aerospace Engineering Indian Institute of Technology, Kharagpur

Finite Element Modules for Enhancing Undergraduate Transport Courses: Application to Fuel Cell Fundamentals

Overview. also give you an idea of ANSYS capabilities. In this chapter, we will define Finite Element Analysis and. Topics covered: B.

Introduction to Engineering System Dynamics

Dimensional analysis is a method for reducing the number and complexity of experimental variables that affect a given physical phenomena.

Chapter 5 MASS, BERNOULLI AND ENERGY EQUATIONS

DEPARTMENT OF PROCESS OPERATIONS TECHNOLOGY Part-Time - Bachelor Degree Plan

A drop forms when liquid is forced out of a small tube. The shape of the drop is determined by a balance of pressure, gravity, and surface tension

DYNAMICAL ANALYSIS OF SILO SURFACE CLEANING ROBOT USING FINITE ELEMENT METHOD

Effect of Aspect Ratio on Laminar Natural Convection in Partially Heated Enclosure

Course Outline for the Masters Programme in Computational Engineering

Mathematics (MAT) MAT 061 Basic Euclidean Geometry 3 Hours. MAT 051 Pre-Algebra 4 Hours

HANDBOOK FOR GRADUATE STUDENTS MECHANICAL ENGINEERING. College of Engineering. Wayne State University. Detroit, Michigan

Finite Element Formulation for Beams - Handout 2 -

MECHANICAL ENGINEERING

Finite Element Methods (in Solid and Structural Mechanics)

WAVES AND FIELDS IN INHOMOGENEOUS MEDIA

CFD Simulation of Subcooled Flow Boiling using OpenFOAM

Abaqus/CFD Sample Problems. Abaqus 6.10

Masters of Science Program in Environmental and Renewable Energy Engineering

Natural Convection. Buoyancy force

Comparison of Heat Transfer between a Helical and Straight Tube Heat Exchanger

Adaptation of General Purpose CFD Code for Fusion MHD Applications*

ME 305 Fluid Mechanics I. Part 8 Viscous Flow in Pipes and Ducts

The content is based on the National Science Teachers Association (NSTA) standards and is aligned with state standards.

Heat Transfer by Free Convection

BS PROGRAM IN PETROLEUM ENGINEERING (VERSION 2010) Course Descriptions

The simulation of machine tools can be divided into two stages. In the first stage the mechanical behavior of a machine tool is simulated with FEM

List of Problems Solved Introduction p. 1 Concept p. 1 Nodes p. 3 Elements p. 4 Direct Approach p. 5 Linear Spring p. 5 Heat Flow p.

Differential Balance Equations (DBE)

Transcription:

MASTER OF SCIENCE IN MECHANICAL ENGINEERING Introduction There are over 22 schools in Mindanao that offer Bachelor of Science in Mechanical Engineering and majority of their faculty members do not have an MSME degree. With MSU-IIT near their home institutions and offering the MSME program, these faculty members can be motivated to pursue graduate studies, thus improving the quality of education of the mechanical engineers in Mindanao. This will also affirm MSU-IIT s role as Mindanao s center of excellence in science and technology. Objectives The MSME program is offered with the following objectives: 1. to provided training and education necessary for research and development; 2. to stimulate research and development in the field of mechanical engineering, and 3. to contribute to the manpower needs of the Philippines in the 21 st century. Admission Requirements An applicant must have a bachelor s degree in Mechanical Engineering or allied fields from MSU-IIT or from any accredited university or tertiary institution acceptable to the Admission Committee. The applicant must possess a high degree or aptitude to pursue research. The applicant must also comply with the general admission requirements of the MSU-IIT Graduate School. In addition, the department admission committee may require the applicant to undergo an examination or other related requirements. Program Requirements Upon admission to the program, a comprehensive plan of study will be designed by the candidate in consultation with his/her adviser. The plan of study must satisfy the program requirements of a minimum of 30 units including thesis with a credit of six units for the Thesis Option and a minimum of 36 units of course works for the Non-Thesis Option. These units are allocated below: Thesis Option Non-Thesis Option Applied Mathematics 6 units Applied Mathematics 6 units Major Subjects 15 Major Subjects 15 Electives 3 Electives 12 Thesis 6 Special Project 3 Comprehensive Exam - ------ ------ Total 30 units 36 units

MASTER OF SCIENCE IN MECHANICAL ENGINEERING (MSME) (LIST OF COURSES BY SEMESTER, THESIS OPTION) ) First Year, First Semester ES 202 Advanced Engineering Mathematics I 3 3 0 3 Foundation 3 3 0 3 First Year, Second Semester Elective 3 3 0 3 Second Year, First Semester ME 300 Thesis 6 Total 6 Second Year, Second Semester ME 300 (Thesis Continuation) - Total -

MASTER OF SCIENCE IN MECHANICAL ENGINEERING (MSME) (LIST OF COURSES BY SEMESTER, COURSEWORK OPTION) First Year, First Semester ES 202 Advanced Engineering Mathematics I 3 3 0 3 Foundation 3 3 0 3 First Year, Second Semester Foundation 3 3 0 3 Elective 3 3 0 3 Second Year, First Semester Elective 3 3 0 3 ME 299 Special Project 3 3 0 3 Second Year, Second Semester Elective 3 3 0 3 Comprehensive Exam - Total 9 9 0 9

CATALOGUE OF COURSES ES 201 ADVANCED ENGINEERING MATHEMATICS I Vector spaces; linear independence; matrices; rank and inverse of a matrix decomposition theorems; eigenvalues and eigenvectors; unitary and similarity transformations on matrices, initial and boundary value problems, power series solutions; application to engineering problems. ES 202 ADVANCED ENGINEERING MATHEMATICS II Boundary value problems of differential equations; Sturm-Liouville theory; singular boundary condition, orthogonal expansions, separation of variables in partial differential equations, spherical harmonics. ES 203 ADVANCED ENGINEERING MATHEMATICS III Applications of vector analysis, curvilinear coordinates, and conformal matting to the solutions of engineering problems. Complex variables. ES 205 NUMERICAL METHODS IN ENGINEERING Error analysis; solution of non-linear equations; direct and iterative methods of solving linear systems, approximations of functions, numerical differentiation and integration; numerical solution of ordinary differential equations; computer machine problems. ME 252 GAS DYNAMICS Fundamentals of gas dynamics. Steady one-dimensional flow. Shock regions. Introduction to propulsion systems. ME 253 COMBUSTION Physical and chemical aspects or basic combustion phenomena. Classification of flames. Measurement of laminar flame speeds. Factors influencing burning velocity. Theory of flame propagation. Flammability, chemical aspects, chemical equilibrium, chain reactions. Calculation and measurement of flame temperature. Diffusion flames. Fuels - atomization and evaporation of liquid fuels. Theories of ignition, stability, and combustion efficiency.

ME 254 THERMAL ENGINEERING Characteristics of gaseous, liquid and solid fuels. Local materials. Efficient burning of fuels in furnaces, kilns, gas producers, engine and other heat engine. Performance calculations. Treatment of fuel to improve its suitability for a given heat equipment. ME 255 ADVANCED HEAT CONDUCTION Steady and transient heat conduction. Stationary and moving sources. Numerical and graphical methods. Porous systems. : ES 202 (Advanced Engineering Mathematics II) or consent of Instructor ME 256 ADVANCED HEAT CONVECTION Mechanism of fluid flow, energy relationship of flowing fluid. Convection heat transfer. Momentum, heat and mass transfer analogies. Boiling and condensing heat transfer. : ES 202 or with consent of Instructor ME 257 ADVANCED HEAT RADIATION Radiation heat transfer. Shape factors in an absorbing and non-absorbing media. Thermal radiation from gasses and flames. : ES 202 or with consent of Instructor ME 258 TWO-PHASE FLOW AND HEAT TRANSFER Nature of multiphase flow. An intensive study of flow patterns in multi-component flows and the application of these principles to pipe design. Modeling of two-phase flow in vertical, horizontal and inclined pipes. Two-phase flow in adiabatic pipes and heated pipes. Correlation of pressure changes and heat transfer in pipes. The prediction of gaseous and liquid diffusion coefficients. : ES 202 (Advanced Engineering Mathematics II) and ME 256 (Advanced Heat Convection) ME 259 THERMAL SCIENCE APPLICATIONS IN POWER ENGINEERING Power system thermodynamics. Power Plant cycles; processes; and components, combustion equipment, heat exchangers, turbines, and pumps. Water supply and treatment systems. Air circulating and heating systems. Operation, efficiency and energy balance calculations of power stations. Economics and management of power production. Environmental impacts of thermal plants.

ME 260 ADVANCED DYNAMICS Generalized coordinates, classification of dynamic systems with finite degrees of freedom. Lagrange equations for rheonomic, non-holoromic systems. Ignorable coordinates, small oscillations about steady solutions, and introduction to stability. ME 261 CONTINUUM MECHANICS Introduction to Cartesian tensor. Basic principles of continuum mechanics; concepts of deformation, motion, stress, and strain; conservation of mass, balance of momenta, continuum thermodynamics, and constitutive equations. Illustrative applications in elasticity, fluid dynamics, and viscoelasticity. ME 262 ADVANCED STRESS ANALYSIS Studies of stresses and strains in three-dimensional problems. Failure theories and yield criteria. Stress function approach to two-dimensional problems. Bending of nonhomogeneous asymmetric curved beams. Torsion of bars with noncircular cross sections. Energy methods. Elastic stability. Introduction to plates. ME 263 FINITE ELEMENT ANALYSIS After the concepts of finite elements methods are presented, formulation for different engineering problems and their applications are studied. Topics include variational methods. The finite element concept, and applications in stress analysis, dynamics, fluid mechanics, and heat transfer. ME 264 ADVANCED KINEMATICS Geometry of constrained plain motion with application to linkage design. Type and number synthesis, size synthesis, path curvature, inflection circle, cubic of stationary curvature. Finite displacements, three-and four-separated positions. Graphical analytical, and computer techniques. ME 265 INTERACTIVE COMPUTER GRAPHICS The principles of computer graphics and interactive graphical methods for problem solving. Emphasis is placed on development and use of graphical tools for various display devices. Topics include pen plotting, storage tube, three dimensions color, modeling of geometry, and hidden surface representation of systems, controllability and observability, stability, probability and random signals, correlation, autocorrelation, and spectral density. Modeling technique and design of controllers using digital and analog controllers. : ES 202 (Advanced Engineering Mathematics II) and (Vector Analysis and Complex Variables)

ME 266 COMPUTATIONAL FLUID DYNAMICS Application of finite difference methods, finite elements methods, and the method of characteristics for the numerical solutions of fluid dynamics problems. Incompressible viscous flows: vorticity transport equation, stream function equation, and boundary conditions. Compressible flows: treatment of shocks, implicit and explicit artificial viscosity techniques, and boundary conditions. Computational grids: graphical methods for problem solving. Emphasis is placed on development and use of graphical tools for various display devices. : ES 202 (Advanced Engineering Mathematics II) ME 267 MECHANICAL VIBRATIONS Linear vibration analysis of multi-degree-of-freedom systems. Torsional vibrations in gears and shaft systems. Finite elements analysis of machine members dynamics. Introduction to experimental vibration analysis using Fast Fourier Transform (FFT) techniques. Typical sources of vibration in machines. Experimental modal analysis. : ES 202 (Advanced Engineering Mathematics II) or consent of Instructor ME 268 ANALYSIS OF PLATES AND SHELLS Bending of rectangular and circular plates under normal loading; thermal stresses in plates. Stresses in thick and thin shells; bending and thermal stresses at joints. Design of pressure vessels. ME 271 ADVANCED THERMODYNAMICS Mathematical development of thermodynamic functions, irreversible processes Thermodynamic relations, equilibrium, real gases, applications to heat engines. ME 272 ENERGY CONVERSION SYSTEMS A comparative study of conventional and alternative energy conversion systems including economic and environmental concerns. ME 274 ADVANCED ENERGY RESOURCES ENGINEERING Application of new methods and concepts to the development of present and future energy sources.

ME 276 SOLAR ENERGY Study of solar energy conversion. Solar space-and-water heating and cooling systems including economic considerations. : ME 278 ENERGY SYSTEMS DESIGN Design of energy systems by synthetic and/or experimental procedures. Technical and economic feasibility to be established. ME 281 ADVANCED REFRIGERATION Advanced study of refrigeration processes and cycles including design problems and special applications. Low temperature systems, liquefaction of gases, thermoelectric cooling and absorption systems. ME 282 ADVANCED AIR CONDITIONING AND VENTILATION Advanced studies covering principles and applications of cooling, heating and air moving systems. Design and selection of air conditioning equipment, piping and duct systems. ME 283 REFRIGERATION AND AIR CONDITIONING FOR FOOD PROCESSING AND STORAGE Food freezing and food storage theories and methods. Applications of refrigeration and air conditioning in agricultural and dairy products processing and storage. : ME 161 (Refrigeration Engineering) and ME 162 (Air-Conditioning Engineering) ME 290 THEORY AND DESIGN OF CONTROL SYSTEMS Elements of feedback theory as basis for analyzing and designing automatic control systems. State space representation of systems, controllability and observability, stability, probability and random signals, correlation, autocorrelation, and spectral density. Modeling technique and design of controllers using digital and analog controllers. : ES 202 (Advanced Engineering Mathematics II) and ES 203 (Advanced Engineering Mathematics III) ME 298 SPECIAL TOPICS Investigation of special topics dictated by student and faculty interests. Maybe repeated up to a total of six units. : 3 units

ME 299 SPECIAL PROJECT A project on mechanical engineering involving individual effort and formal written report. : 3 units ME 300 THESIS : 6 units