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SUBJECT DETAILS FOR DIPLOMA PROGRAM
NOTE: Subjects arranged based on alphabetical order.
DEKA 1212 DEKA 1213
ALGEBRA PHYSICS
Learning Outcomes Learning Outcomes
Upon completion of this subject, the student should be able Upon completion of this subject, the student should be able
to: to:
1. Apply the properties of exponential, logarithm and 1. Explain basic concept in physics, covering aspect such
complex numbers. as mechanics, electric and thermodynamics.
2. Use matrices method to solve system of linear 2. Use concepts systematically to solve problems.
equations. 3. Handle laboratory equipment based on correct
3. Sketch the graph of a function. procedures.
4. Apply the properties of trigonometry. 4. Measure accurately and present the results in a
5. Find the roots of a polynomials. scientific report.
6. Apply the knowledge of mathematics in electrical 5. Apply physics knowledge in the engineering field.
engineering field.
Synopsis
Synopsis Mechanics: Atom displacement, types of forces, Newton’s
Real number system: Numbering system, index, logarithm. law, Energy Conservation law, momentum, circular motion.
Complex number: Imaginary number, algebraic operations, Molecule and Heat: Molecule classification, Hooke’s Law,
modulus, Euler’s formula. Matrices: Matrix operation, Young’s Modulus, bulk, Pascal’s Principle, Archimedes’s
determinant, inverse matrix, Cramer’s rule. Geometry Principle, Stoke’s Law, Bernoulli’s Law, thermal equilibrium,
Coordinate: Cartesian, line and perpendicular equations, thermodynamic law, calorimetry principle. Optical
equation with parameters. Trigonometry: Trigonometry Geometry: Light’s characteristic, reflection law, sphere
ratio. Function and graph: Domain, range, composite mirror, bias index, Snell’s law, critical angle, wave
function, inverse function, algebra function, exponential and movement, Doppler effect for electromagnet and its
logarithmic function. Polynomial: Factors and zeroing spectrum, Michelson interferometer dispersion. Electricity &
polynomial, quadratic polynomial, quadratic equation, Magnetism: Electrostatic, Coulomb’s Law, Gauss’ Law,
partial fraction. electric potential, capacitance, Ohm’s Law, Wheatstone’s
bridge, Ampere’s Law, Faraday’s Law, Lenz’s Law, wave
References movement, wave superposition, phase speed, group speed,
1. Robert Blitzer, Algebra & Trigonometry, 3rd Edition, harmonic series. Atom & Nucleus: nucleus content and
Prentice Hall, 2007 stability, alpha & beta particles, gamma ray, x-ray,
2. Micheal Sullivan, Precalculus, 8th Edition, Prentice radioactive elements, radioactive decay law.
Hall, 2008
3. Robert Blitzer, Faieza Samat, Norsida Hasan, Norazah References
1. Haliday, Resnick & Walker, Fundamentals of Physics
Samot, Raja Lailatul Zuraida, Nor Aida, Nurul Huda, th
Foudation Mathematics, Pearson Prentice Hall, 2007. 6 Ed., Wiley.
2. J. Sanny, W. Moebs, University Physics, McGraw-Hill.
4. Micheal Sullivan, Brief Calculus An Applied Approach, 3. Giancolli, Physics for Scientists & Engineers, Prentice
John Wiley & Sons, 2000. Hall.
rd
4. Jones and Childers, Contemporary College Physics 3
Ed., McGraw-Hill.
35
5. Husin, Rahim dan Mustamam, Fizik Asas untuk Sains 5. Apply the knowledge of differential equations in order
& Kejuruteraan, UTM. to solve engineering problems.
Synopsis
DEKA 1222
CALCULUS This subject discusses about the basic concepts of
Differential Equation;First Order Differential
Learning Outcomes Equation;Second Order Linear Differential Equation with
Upon completion of this subject, the student should be able constant coefficients;Laplace Transforms and Fourier
to: series.
1. Find limits and continuity of functions.
2. Find derivatives of algebraic, trigonometric, References
logarithmic, and exponential functions, 1. R. Kent Nagle, Edward B. Saff & Arthur David Snider
3. Find integrals of some algebraic and exponential (2008). Fundamentals of Differential Equations and
functions, Boundary Value Problems, Fifth Edition. Pearson
4. Use derivative and integrals to solve engineering Education Inc.
problems. 2. C. Henry Edwards & David E. Penney (2008).
Differential Equations and Boundary Value Problems,
Synopsis Fourth Edition. Pearson Education Inc.
This course will discuss about Limits and continuity, 3. Dennis G. Zill & Micheal R. Cullen (2005). Differential
Differentiation and Application of Differentiation, Integration Equations with Boundary-Value Problems, Sixth
and Application of Integration. Edition. Thomson Learning, Inc.
4. Richard Bronson (2003). Differential Equations. New
References York: Mc Graw Hill.
th 5. Werner Kohler & Lee Johnson (2004). Elementary
1. R Larson and B.H. Edwards, Calculus 9 Edition, Differential Equations with Boundary Value Problems.
International Student Edition (ISE), 2010 Pearson Education Inc.
2. Abd Wahid Md Raji et al, Calculus for Science and DEKA 2342
Engineering Students, Penerbit UTHM, 2009 ENGINEERING MATHEMATICS
3. Smith and Minton, Calculus (Basic Calculus for
Science and Engineering), Mc Graw Hill, 2007 Learning Outcomes
4. Finney, Weir and Giordano, Thomas, Calculus 10th Upon completion of this subject, the student should be able
Edition, Addison-Wesley Pub. Com., 2001. to:
1. Sketch the contour map and graph for a certain
function.
DEKA 2332 2. Use partial derivatives to find the approximation and
DIFFERENTIAL EQUATIONS extreme for certain functions.
3. Evaluate the double and triple integrals of functions
Learning Outcomes using various techniques.
Upon completion of this subject, the student should be able 4. Use the techniques of integration to calculate the area
to: and volume of the region.
1. Define the terminologies which are commonly used in 5. Use vector-valued function to calculate curvature and
differential equations. torsion for certain functions.
2. Verify that the given function is a solution of the given
differential equation. Synopsis
3. Solve the problems of ordinary differential equations. This subject consists of three chapters: Functions of
Several Variables, Multiple Integrals and Vector-valued
4. Find the Fourier Series of a given function Functions. The syllabus is extended from Calculus taken by
student in Semester 2 Year 1. Its emphasize on the
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concepts of the functions with severable variables, double 3. H.S Kalsi; Electronic Instrumentation, Tata McGraw
nd
and triple integrations and also vector-valued function, Hill, 2 Edition, 2004.
followed by learning various techniques in solving the 4. B.C Nakra, K.K Chaudhry; Instrumentation,
nd
problems. Measurement and Analysis, Tata McGraw Hill; 2
Edition, 2004.
References 5. David A. Bell; Electronic Instrumentation and
nd
1. Muzalna Mohd Jusoh, Norazlina Abd Razak, Rahifa Measurements; Prentice Hall; 2 Edition, 2007.
Ranom, Irma Wani Jamaludin, (2009), Engineering
Mathematics, 2nd Edition, Pearson, Prentice Hall.
2. Glyn James, (2007), Modern Engineering Mathematics
4th Edition, Pearson. DEKC 2323
3. Anton H., Calculus, (2005), 8th Edition, John Wiley & INSTRUMENTATION
Sons Inc.
4. Smith R.T. and Minton R.B., (2002), Multivariable Learning Outcomes
Calculus, McGraw-Hill. Upon completion of this subject, the student should be able
to:
DEKC 1513 1. Define the basic concept of instrumentation.
MEASUREMENTS 2. Demonstrate experiment on the bridge, oscilloscope
and signal conditioning circuitry.
Learning Outcomes 3. Apply several types of sensors and transducers in
Upon completion of this subject, the student should be able instrumentation systems.
to: 4. Describe data acquisition process for data collection
1. Identify electrical quantities related to various purpose in instrumentation systems.
measurement standards. 5. Design a simple application of PIC or PLC with
2. Calculate errors in measurement through statistical combination of several sensors and switches.
analysis.
3. Describe the application of PMMC instrument for DC
ammeter and DC voltmeter. Synopsis
4. Explain full and half wave rectifier in AC voltmeter This subject will discuss about the concepts of transducer
design. such as movement, position, force, pressure, temperature,
5. Construct and demonstrate Wheatstone bridge flow and light; bridge including Wheatstone, Schering and
through experiments.
Maxwell; Signal conditioning circuit such as ADC/DAC and
Synopsis Data Acquisition System.
Prior to the lecture session, this course will be discussing
on unit, dimension and standards in measurement. It References
touches most on the Measurement System as well as 1. Curtis D. Jones, Process Control Instrumentation
measurement instruments such as galvanometers, Technology, Pearson 8th Edition 2006.
ammeters and voltmeters. A DC and AC Wheatstone 2. H S Kalsi, Electronic Instrumentation, Tata-McGraw-
Bridge, Potentiometers and Energy/Power st
measurements/Wattmeters also to be taught in this course Hill Publishing, 1 Edition, 1997.
3. Instek GOS-6xxG Dual trace oscilloscope user
References manual.
1. L.D Jones, A.F Chin; Electronic Instruments & 4. John P.Bentley, Principle of Measurement Systems,
nd Longman 1995.
Measurements; Prentice Hall, 2 Edition, 1995.
2. Fatimah Sham Ismail, Anita Ahmad; Pengukuran dan 5. Larry D. Jones and A. Foster Chin, Electronic
Instrumentasi; UTM; 2002. Instruments and Measurements, Prentice Hall, 1995.
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DEKC 3433 Learning Outcomes
COMMUNICATIONS ENGINEERING Upon completion of this subject, the student should be able
to:
Learning Outcomes 1. Describe the concept of microprocessor and computer
Upon completion of this subject, the student should be able system.
to: 2. Write and debug programs using assembly language for
1. Explain a basic knowledge on the communication microprocessor applications.
engineering. 3. Construct microprocessor system with memory and
2. Define and analyze noise in communication system. peripheral device interfaces.
3. Describe the modulation and demodulation techniques 4. Interface and program the peripheral device to
of AM and FM. communicate with the microprocessor.
4. Recognize the transmission and reception process of 5. Demonstrate the practical competence using
AM & FM. MC68000 microprocessor for software and hardware
5. Identify the concept of analogue and digital pulse development.
modulation.
Synopsis
Synopsis This course is about introduction to microprocessor
Communication systems – definitions, needs and architecture, instruction set, addressing mode, assembly
development of communications system, types of language programming and interrupt. Interfacing technique
communications system, the elements of communications with memory device and peripheral, parallel and serial
system, introduction of multiplexing. Amplitude Modulation interfacing, interfacing with ADC/DAC and data sampling
– signal analysis, modulation index, frequency spectrum, technique. System simulation and emulation based on
AM transmission – DSBSC, SSB, VSB transmission microprocessor.
system. AM receiver – DSB & SSB detector, envelope
detector, superhetrodyne receiver, automatic gain control. References
Frequency modulation – frequency deviation, modulation 1. Antonakos, J. L., The 68000 Microprocessor:
index, Bessel function. FM transmission – modulator Hardware and Software Principles and
circuits. FM receiver – Foster Seeley, ratio detector. Applications 5th edition , Prentice Hall, 2004.
External noise, internal noise, noise calculation, noise 2. Clements, A., Microprocessor Systems Design: 68000
factor. Comparison between AM and FM. Hardware, Software, and Interfacing 3rd edition, PWS,
1997.
References 3. Gilmore C.M., Microprocessor : Principles and
1. Tomasi Wayne, Electronics Communication Systems
th Applications, McGraw Hill, 1996.
Fundamentals Through Advanced, 5 Edition, Prentice 4. Short K.L., Embedded Microprocessor Systems
Hall, 2002. Design, Prentice Hall, 1998.
2. William Schweber, “Electronic Communications
rd 5. Wilcox A.D., 68000 Microcomputer Systems, Prentice
System a Complete Course”, 3 Edition Prentice Hall, 1997.
Hall,1998.
3. Frank R. Dungan “Electronic Communications
rd
System”, Delmar, 3 Edition 1997. DEKC 3643
4. Rusnani Ariffin, Communication Engineering 1,
st AUTOMATION
1 Edition Monograph UiTM, 1999.
rd
5. Warren Hioki, Telecommunications, 3 Edition Prentice
Hall,1998. Learning Outcomes
Upon completion of this subject, the student should be able
to:
DEKC 3453
MICROPROCESSOR
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