Firstly: Aims of The Faculty of Engineering
Firstly: Aims of The Faculty of Engineering
Firstly: Aims of The Faculty of Engineering
Course Syllabus
INTRODUCTION
Engineering is the profession in which the knowledge of all basic sciences (Mathematics,
Physics, Chemistry…etc) and that earned from engineering studies, experience and practice are
applied to develop, and to create methods, machinery and equipment with the optimum use of
materials and natural resources for the benefit of the human community.
Therefore, the Faculty of Engineering aims at achieving the following objectives:
• To prepare a graduate capable of applying the Engineering Sciences and their methods to the
practical life.
• To prepare a graduate capable of making decisions and dealing with problems.
• To prepare a graduate familiar with the means of the new technologies and information
technology and how to deal with them.
• To prepare a graduate capable of competing in the workplace under the new and changing
circumstances of the international community.
• To help in the preparation of scientific experts in all disciplines present at the Faculty of
Engineering.
• To help in the development of society and environment through the participation in offering
scientific solutions to existing problems via research work.
Secondly: The timeline of the Faculty of Engineering and its scientific departments.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
1942 The emanation of law ordinance No. 32 for the year 1942 for founding
Alexandria University.
1954 The emanation of the law No. 626 for the year 1954 of the principal internal
bylaw of the Faculty of Engineering.
1956 The emanation of the presidential decree No. 216 for the year 1956 for the
executive bylaw of the law of organizing Universities No. 345 for the
year1956 including the internal bylaws of the Faculty of Engineering.
1959 The emanation of the presidential decree No. 1911 for the year 1959 for the
executive bylaw of the law of organizing Universities in the United Arab
Republic No. 184 for the year 1958 including internal bylaws of the Faculty of
Engineering.
1974 The emanation of the ministerial decree No. 700 for the year 1974 with the
internal bylaw of the Faculty of Engineering.
1994 The emanation of the ministerial decree No. 25 for the year 1994 concerning
amendment of the internal bylaw of the Faculty of Engineering
1997 The emanation of the ministerial decree No. 8 for the year 1997 with the
internal bylaw of the Faculty of Engineering
2003 The emanation of the ministerial decree No. 1633 for the year 2003 with the
internal bylaw of the Faculty of Engineering
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
CHAPTER ONE
The Departments of the Faculty of Engineering
and the Bachelor of Science Degree
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
CHAPTER ONE
The Departments of the Faculty of Engineering
and the Bachelor of Science Degree
Article (2): The following subjects are within the domain of each department:
1- Engineering Mathematics and Physics Department
Mathematics - Statistics - Mechanics - Physics - Engineering Drawing and
Geometrical Projection.
2- Architectural Engineering Department
Architectural Design Fundamentals - Building Construction - Visual Studies &
Theory of Colors - Computer in Architecture - History of Architecture - Theories
of Architecture - Shade - Shadow and Perspective - Environment Control in
Buildings - Architectural Design - Execution Design- Theory of structures -
Properties and Testing of Materials - Technical Systems in Buildings - History of
Islamic Architecture - History of Islamic Architecture - History of City & Site
Planning - Interior Design - Structural Engineering - Urban Planning and
Housing - Quantities & Specifications - Public Buildings Design – Research
methodology & Programs - Theories of Architecture and Criticism - Housing
Design - Housing Theories and Economics - Urban Design Projects - Theories of
Urban Design - Graduation Project - Law and Architectural Legislation -
Architecture Professional Practice - Landscape Architecture - Contemporary Arts
- Heritage Preservation - Architecture and Environment - Site Analysis Studies -
Construction Project Management - Construction and Building Technology -
Projects Feasibility Studies - Housing in Developing Countries - Design of Rural
Communities - Urban Geography - Urban Space - Urban Infrastructure -
Geographical Information Systems - Urban Economics
3- Structural Engineering Department
Theory of Structures - Testing and Properties of Materials - Soil Mechanics,
Foundation Engineering - Reinforced Concrete - Construction Engineering -
Modern Methods for Structural Analysis - Management of Engineering
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Article (3): The Vice-Dean for Education and Student Affairs supervises Humanities, Foreign
and Technical Language courses. He may assign the supervision of some of these
courses to one or more of the departments of the Faculty of Engineering.
Article (4): (a) The tables annexed to Article (26) show the courses, their respective weekly
hours and their distribution among the lectures, tutorials, labs and oral. The
tables also show that duration of the final exams for each course as well as the
marks assigned for the class work, lab, oral and final exams.
(b) Article (27) shows the contents of the each course
Article (5): Alexandria University grants the degree of the Bachelor of Science based on the
request of the council of the Faculty of Engineering in one of the following
specializations:
1- Architectural Engineering, in one the following branches:
a) Public buildings b) Housing c) Urban design
2- Civil Engineering
3- Mechanical Engineering
4- Textile Engineering
5- Production Engineering
6- Marine Engineering and Naval Architecture
7- Electrical Engineering, in one of the following two branches:
a) Power and Electrical Machines b) Communications and Electronics
8- Computer and Systems Engineering
9- Nuclear and Radiation Engineering
10- Chemical Engineering
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CHAPTER TWO
General Rules
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
CHAPTER TWO
General Rules
Article (6): The Faculty of Engineering follows a two-semester system per academic year. The
duration of study to obtain a Bachelor of Science (B.Sc.) degree is five academic
years: a preparatory year, followed by four academic years. Each semester runs for
15 weeks.
Article (7): Students passing the preparatory year, are distributed among the different scientific
departments of the Faculty of Engineering according to the system approved by the
Council of the Faculty of Engineering. The registration of the students in these
departments remains till their graduation.
Article (8): Students of the fourth year prepare a project during the academic year. The
Department Councils specify the topics and designate an additional period -
following the final written examinations - that ranges from one to three weeks.
Article (9): Summer training is considered a complementary part of the study. The B.Sc. degree
is not granted unless the student spends a total of three months throughout the
academic years. Each Department Council specifies a summer training system to be
implemented during the summer holiday, under the supervision of department
faculty members.
Article (10): Each Department Council organizes a scientific trip for the fourth year students to
visit industrial facilities, engineering and serving firms to be familiar with them and
their respective technological systems. These trips are supervised by the department
faculty members.
Article (11): Each student is requested to attend at least 75% of the lectures, tutorials and labs of
each course. The student is deprived of attending the final exam of any course he
has not fulfilled the attendance requirement. In this case, the student is considered a
failure in the course. If the student submits an excused absence – approved by the
Faculty Council – it is then considered absence with an acceptable excuse.
Article (12): A student is promoted to the following class year at the end of the academic year if
he/she successfully passes the final exams of all courses or fails in no more than
two courses. The student has to pass the exam(s) of the failing course(s) during the
semester they are taught in. The maximum grade a student can obtain in this case, is
the upper limit of the grade “PASS”. If the student was absent with an acceptable
excuse in a given course, he/she can keep the grade obtained according to the marks
received in this course.
Article (13): Fourth year students failing in no more than two courses from the fourth year or
from any previous years, repeat the exams of these courses at the beginning of the
following first semester (November). The last semester work marks are considered.
If the failure is repeated in both courses or in either one, the students will have to
take the corresponding exam(s) at the end of the semester(s) in which the course(s)
is (are) taught. In this case the students are treated as if they passed with retardation
courses, as far as the semester work grade is concerned.
Article (14): A student failing in the senior project is considered a repeating student.
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Article (15): • The Faculty council specifies the minimum number of registered students for
each elective course according to the potentials available in the Faculty and in
the different departments.
• It is not allowed to change the elective courses for a failing student or a student
absent without an acceptable excuse.
• The maximum number of listed courses for an elective unit is five.
Article (16): The success of the student in the courses is considered according to the following
grading system:
Excellent From 85% to 100%
Very Good From 75% to Less than 85%
Good From 65% to Less than 75%
Pass From 50% to Less Than 65%
While the failure of the student in the courses is considered according to the
following:
Weak From 30% to Less then 50%
Very Weak - Less then 30%
Article (17): A student is considered a failure if he/she obtains less then 30% in the final written
exam. In that case, “Bylaw Failure” is quoted for this course. In this case, the semester
work marks, oral and lab marks are not added to those of the final exam.
Article (18): If a course includes marks for a practical, oral, mid-term and written exams, the final
grade of the student will be according to the sum of all these marks. If the student does
not attend the final exam, neither of these marks are allocated, and the student is
considered absent in this course.
Article (19): A course consisting of two or more subjects and one exam mark, is considered as one
course regarding success and failure. The Faculty Council distributes the hours
(lectures, tutorials, labs, oral and final exam) of the different subjects of this course.
The Council specifies as well the proportion of questions for each subject within the
same exam. This occurs only if there is no explicit distribution in the present Faculty
Bylaw. A separate answer sheet is provided for the final exam of each subject.
Article (20): The continuing courses (courses divided into two parts presented in two successive
semesters, with a final exam for each division at the end of the respective semester) are
treated as follows:
1- A student is considered successful in a continuing course if he/she passes
successfully both parts of the course.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
of the grade “PASS”, followed by summing the marks of this part and those of
the part he passed earlier, in order to obtain the final grade of the continuing
course.
4- If a student fails in both parts of the continuing course, he/she repeats both parts
the following academic year, during the corresponding semesters. If the student
achieves 65% of the total marks of the course, the marks are then downgraded
to the maximum mark of the grade “PASS”.
Article (21): A student failing in a course may repeat all the class work of this course. He/she
acquires all the marks earned after the repetition, regardless of the class work grades
earned earlier. The student has to pass all the lab and oral exams of the course, if there
are any. In case of an external student, the class work mark is calculated as a ratio of
the final exam, and if the course includes a lab exam or an oral exam, the student has to
take them.
Article (22): Without misusing Articles (86) and (87) of the Executive Bylaw for the Law of
Organizing Universities, the Faculty Council specifies annually the conditions and
regulations for students transferring from other faculties of Engineering. The following
should be observed:
1- Students transferring to the first year, are distributed among the different
departments according to the places available in each department, and remain
registered in these departments until they graduate.
2- Transferring students keep, the grades earned in each course, the total marks
and the overall grade obtained in each academic year form the faculty they
transfer from.
3- The department councils specify a list of complementary courses not covered in
the faculties the students are transferring from. They specify as well, a list of
exempted courses covered in the faculties the students are transferring from.
Transferring students are treated as follows:
a- A transferring student is not promoted to the higher class, unless he/she
succeeds in all the courses - including the complementary courses. He/she
may fail in no more than two courses, to be promoted to the higher class.
Transferring students sit for the complementary courses with the group of
students taking these courses and during the semester they are taught in.
The students are given the legal opportunities to be examined in these
complementary courses according to the class where they are taught.
b- A transferring student may ask for a suspension in the class he/she is
registered in, until passing the complementary courses.
c- Upon passing the complementary courses, their grades are not added to the
grades of the regular courses of the class the student was registered in the
faculty he/she transferred from. In case of failure in these courses, they are
not considered as failure courses in this class.
d- The marks earned in the complementary courses are considered in the
cumulative total of the student.
e- The marks of the exempted courses are not considered among those of the
class of these courses.
f- The maximum for the total accumulative marks a student earns during the
five years is 7500. If this is not realized, the marks are calculated by
proportion.
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CHAPTER THREE
Transitional Rules
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
CHAPTER THREE
“Transitional Rules”
Article (23): The rules of the present bylaw are applied on the fresh preparatory year students,
repeating students and re-registered students starting from the academic year following
the issuance of the ministerial decree concerning this bylaw. It is then applied
successively on the rest of class years.
Article (24): Upon applying the rules of the present bylaw on any class year, they are pertained on
repeating students, re-registered students and external students. The faculty council
accommodates the conditions of the students according to the present bylaw and the
previous ones.
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CHAPTER FOUR
Tables for the Distribution of Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
CHAPTER FOUR
“Tables for the Distribution of Courses”
Article (25):
Code system used:
AA N1 N2 N3
1- There is no department for humanities. These courses are taught by the concerned
departments. If no one from the Faculty of Engineering can teach the course an external
Faculty member is then conceded for teaching the course.
2- If a course is being taught in more than one class year, the letter 'X' is used instead of the
class year.
3- The project is given the number 401 for the first semester and the number 402 for the second
semester, preceded by department code.
Article (26): The following tables show the distribution of the courses among the class years, the
weekly hour distribution specified for the lectures, tutorials and labs, the number of
hours specified for the final exam, the maximum mark for each course distributed
between the class work, lab exams, oral exams and final exams.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Engineering Mathematics
and Physics Department
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Continuous courses
** Ongoing courses: the class marks of two terms are added and the final exam is held at the end of the
second term.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Continuous courses – First and second term work summed together (written and oral exams) in the second term
** Ongoing courses
The student must complete summer training during the summer holiday for 4 weeks according to department rules.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Continuous courses – First and second term work summed together (written and oral exams) in the second term
** Ongoing courses
The student must complete summer training during the summer holiday for 4 weeks according to department rules.
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* Continuous courses – First and second term work summed together (written and oral exams) in the second term
** Ongoing courses
*** The Student selects at the beginning of the year a specialized branch from the three offered sections (A- Public
buildings, B- Housing, C- Urban Design)
The student selects an course for Elective 1 and one for Elective 2 among the electives of his specialized section
Two hours of the elective courses are allocated for research and applications
Each student spends a summer training for 4 weeks during the summer holiday according to department rules
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Housing Section
* The student selects one elective course for Elective 3 from the electives of his section of specialty.
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* The student selects a course for Elective 4 among the electives of his section of specialty
** The student selects a course for Elective 5 among the electives of sections of specialty
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Common Courses
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** Continuous Course
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Elective Courses
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* The student should select one of the four project specializations in the department within the allowable number of
students. In the same time the student should select at least one of elective Courses 1 and 2 to be in same specialization
of his project.
* Ongoing course; the total class mark is the sum of the class marks given in the first semester and the second one. The
final exam is an oral discussion, held at the end of the academic year.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Ongoing Course. Class marks of the first semester are transferred to the second for final evaluation. Presentation and
Defense is at the end of second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Ongoing Course. Class marks of the first semester are transferred to the second for final evaluation. Presentation and
Defense is at the end of second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Marine Engineering
and Naval Architecture Department
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Ongoing course: the marks of the first and second semesters are added and the final oral exam is to be
held at the end of the second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
Joint Course
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Ongoing course: the marks of the first and second semesters are added and the final oral exam is to be
held at the end of the second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
* Ongoing Course. Class marks of the first semester are transferred to the second semester for final
evaluation. Presentation and Defense are at the end of second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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* Ongoing Course. Class marks of the first semester is transferred to the second for final evaluation. Presentation
and Defense is at the end of second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
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* Ongoing Course. Class marks of the first semester are transferred to the second for final evaluation. Presentation
and Defense are at the end of second semester.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Elective Courses
CH 3E1 Elective Course (1): One of the following courses
CH 333 Water Treatment
CH 334 Biochemical Engineering
Joint Course:
JE 1J4 Mechanical Operations for Chemical Processes
CH 121 Chemical Processes
ME 146 Mechanical Operations
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Chapter Five
Departmental Course Description
Article (27) Following are Departmental Course Descriptions
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MP 011 Mathematics-1
Calculus of integration and differentiation: Functions, limits and continuity, algebraic and
periodic functions, calculating differentials, inverse functions, parametric forms, libetnz theory,
Maclaurin's and Taylor's expansions, the mean value of curvature theory, inverse differentials .
Linear algebra : matrices, algebraic operations on matrices, hermetian and orthogonal matrices,
ordinary operations, ordinary matrices, equivalence of matrices, graded matrix, systems of linear
equations, rank of a matrix, eigen values and cayley-hamilton theory, linear spaces, binomial
theory, partial fractions.
MP 012 Mathematics-2
Calculus of integration and differentiation: Methods of integration, applications of definite
integration ( areas, volumes, circular surfaces, length of curvature, central points ) first order
ordinary differential equations, introduction to probability theory : sample space, probability
axioms, some basic theories, counting methods, conditional probability, random variables,
mathematical expectation, some discrete and continuous distributions, Analytical geometry :
shifting and rotating of axes, conic sections and their specifications : parabola , ellipse, hyperbola .
MP 113 Mathematics – 3
Methods of Integration, some special techniques, successive reduction method, improper integrals,
mean value theorem special function: the error, gamma and beta functions of several variables,
limits and continuity, partial derivatives, chain rule directional derivatives, Taylor expansions of
functions of several variables, extreme, differentiation under integral sign.
Sequences, series, convergence and convergence tests, uniform convergence. Fourier series
expansions of general periodic functions, expansions of even and odd functions, convergence and
remarks.
MP x14 Mathematics-4
Multiple Integral, Regions in plane and space, Double and triple integrals, Change of variables
technique and the Jacobeans, Line integrals and green theorem, ordinary differential equations of
the second order and higher. Elle’s homogeneous equations and simultaneous differential equation.
Calculus of finite differences, Vector algebra, Scalar and cross product. Identifies, Application.
Line and planes in space, Spherical and cylindrical coordinate systems, Quadratic surfaces. Line,
Surface and volume integral, green’s and stock’s and divergence theorems.
MP 215 Mathematics-5
Ordinary and Prtial differential equation: Solution of ordinary differential equations with variable
Coefficients, system of linear differential equations, heat wave and Iapilace equation in two and
three dimensions. Separation of variable technique, some boundary value problems and
applications. Numerical solutions of differential equation.
Complex analysis: Function of complex variables, differentiation and integration, analytic
functions, cache theorem and cache formula. Contour integration, power, series expansion,
conformal mapping vector analysis: Scalar and vector fields, vector, operator, application to
geometry, line, surface and volume integral, divergence theorem of gauss stock’s and Green
theorem. Curvilinear and orthogonal coordinates.
MP x16 Mathematics-6
Numerical analysis (Gauss elimination method, numerical solution of nonlinear algebraic equations,
numerical integration, interpolation, numerical solution of differential equations, error analysis),
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
linear algebra (vector spaces, independence, bases, subspaces, dimensions, linear transformations
and matrices, eigen values and eigen vectors, inner product), special functions (beta and gamma
functions, Legendre functions, Bessel functions, Chebyshev functions), Z-transform.
MP 317 Mathematics-7
Numerical analysis (Gauss elimination method, numerical solution of nonlinear algebraic equations,
numerical integration, interpolation, numerical solution of differential equations, error analysis),
introduction to probability theory (sample space, conditional probability and Bayes' theorem,
discrete and continuous random variables, distribution functions, expectation and variance, some
special distributions, moments and moment generating function, central limit theorem and law of
large numbers, Chebyshev's inequality).
MP 312 Mathematics-12
Stochastic processes (random variables, discrete and continuous time stochastic processes, Markov
chains), linear programming, calculus of variations.
MP 021 Mechanics-1
Statics : vector algebra, analytical and geometrical solutions for : reduction of different systems of
forces ( intersecting or non intersecting ) in two dimensions, operations of force analysis in two
dimensions, equivalence of force systems, body equilibrium, rigid bodies, equilibrium of ideal
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
systems : groups of bodies , groups of rigid bodies and its applications friction : volplane, loop,
applications on the real mechanical systems .
MP 022 Mechanics-2
Dynamics : introduction in vector analysis, a simple review on second order ordinary differential
equations, kinematics of bodies, motion analysis in one dimension, body kinematics and motion
analysis in two dimensions in Cartesian and intrinsic forms, some engineering applications in
kinematics, : relation between force and acceleration, static integration of motion ( relation between
energy and work ), time integration of motion ( relation between impulse and momentum )
engineering applications : motion of body in one dimension in a conservative or non conservative
fields, external plasticity in a conservative field. Motion of bodies under ideal wraps, orthogonal
and inclined impact, motion of vibrating bodies, other engineering applications suitable for the level
of students in mathematical analysis .
MP123 Mechanics-3
Central Force Motion: Polar Coordinates – Properties of central Force Motion – Equation of
Motion – Applications to Space Mechanics – Nonconservative Systems: Energy dissipation – Real
System - Kinetics of System of Particles: Equations of Motion - Motion of the Mass Center of
System of Particles – Systems Gaining or Losing Mass: Motion of Rockets – Motion of Chains
and Cables- Plane Kinematics of Rigid Bodies: Translational, Rotation and General plane motion-
Instantaneous center of rotation in plane motion – Rolling without sliding – Gears – Mechanisms -
Kinetics of Plane Motion of Rigid Bodies : Angular Momentum – Kinetic Energy – Equations of
Motion – Moment of Inertia – Applications- Initial Motion –Impulse and Momentum of Plane
motion of Rigid Bodies : Principle of Impulse and Momentum for a rigid Body and for a System of
Rigid Bodies – Collision of Rigid Bodies –Gyroscopic Motion: Gyroscopes-Gyroscopic Couple –
Application- Rotation of a Three-Dimensional Body about a Fixed Axis : Dynamic Reaction –
Balancing- Mechanical Vibrations: Free Vibrations – Damped Free Vibrations – Forced
Vibrations.
MP124 Mechanics-4
Plane Kinematics of Rigid Bodies: Translational, Rotational and General plane motion -
Instantaneous center of rotation in plane motion – Rolling without sliding – Gears – Mechanisms -
Kinetics of Plane Motion of Rigid Bodies: Angular Momentum – Kinetic Energy – Equations of
Motion – Moment of Inertia – Applications - Initial Motion – Mechanical Vibrations: Principle of
Virtual Work: Virtual Displacement – Virtual Velocity – Virtual Work and Virtual Power -
Applications – Analysis of Cables and Chains : Ideal Cable – Cables with Concentrated Loads -
Cables with Distributed Loads – Parabolic Cable - Catenary .
MP125 Mechanics-5
Plane Kinematics of Rigid Bodies: Translational, Rotational and General plane motion-
Instantaneous center of rotation in plane motion – Rolling without sliding – Gears – Mechanisms -
Kinetics of Plane Motion of Rigid Bodies: Angular Momentum – Kinetic Energy – Equations of
Motion – Moment of Inertia – Applications- Initial Motion –Impulse and Momentum of Plane
motion of Rigid Bodies: Principle of Impulse and Momentum for a rigid Body and for a System of
Rigid Bodies – Collision of Rigid Bodies - Gyroscopic Motion: Gyroscopes-Gyroscopic Couple –
Application- Rotation of a Three-Dimensional Body about a Fixed Axis : Dynamic Reaction –
Balancing- Mechanical Vibrations: Free Vibrations – Damped Free Vibrations – Forced
Vibrations.
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MP126Mechanics-6
Central Force Motion: Polar Coordinates – Properties of central Force Motion – Equation of
Motion – Applications to Space Mechanics – Motion of Charged Particles: In a Uniform Steady
Electrical Field - In a Uniform Steady Magnetic Field Plane Kinematics of Rigid Bodies:
Translational, Rotational and General plane motion- Instantaneous center of rotation in plane
motion – Rolling without sliding – Gears – Mechanisms - Kinetics of Plane Motion of Rigid
Bodies: Angular Momentum – Kinetic Energy – Equations of Motion – Moment of Inertia –
Applications- Initial Motion –Impulse and Momentum of Plane motion of Rigid Bodies :
Principle of Impulse and Momentum for a rigid Body and for a System of Rigid Bodies – Collision
of Rigid Bodies - Mechanical Vibrations: Free Vibrations – Damped Free Vibrations – Forced
Vibrations.
MP127 Mechanics-7
Central Force Motion: Polar Coordinates – Properties of central Force Motion – Equation of
Motion – Applications to Space Mechanics –– Motion of Charged Particles: In a Uniform Steady
Electrical Field - In a Uniform Steady Magnetic Field Kinetics of System of Particles: Equations
of Motion - Motion of the Mass Center of System of Particles – Systems Gaining or Losing Mass:
Motion of Rockets – Motion of Chains and Cables- Plane Kinematics of Rigid Bodies:
Translational, Rotational and General plane motion - Instantaneous center of rotation in plane
motion – Rolling without sliding – Gears – Mechanisms - Kinetics of Plane Motion of Rigid
Bodies : Angular Momentum – Kinetic Energy – Equations of Motion – Moment of Inertia –
Applications- Initial Motion –Impulse and Momentum of Plane motion of Rigid Bodies :
Principle of Impulse and Momentum for a rigid Body and for a System of Rigid Bodies – Collision
of Rigid Bodies - Mechanical Vibrations : Free Vibrations – Damped Free Vibrations – Forced
Vibrations.
MP128 Mechanics-8
Central Force Motion: Polar Coordinates – Properties of central Force Motion – Equation of
Motion – Applications to Space Mechanics –Kinetics of System of Particles: Equations of Motion-
Motion of the Mass Center of System of Particles – Systems Gaining or Losing Mass: Motion of
Rockets – Motion of Chains and Cables- Plane Kinematics of Rigid Bodies: Translational,
Rotational and General plane motion- Instantaneous center of rotation in plane motion – Rolling
without sliding – Gears – Mechanisms - Kinetics of Plane Motion of Rigid Bodies : Angular
Momentum – Kinetic Energy – Equations of Motion – Moment of Inertia – Applications- Initial
Motion –Impulse and Momentum of Plane motion of Rigid Bodies : Principle of Impulse and
Momentum for a rigid Body and for a System of Rigid Bodies – Collision of Rigid Bodies –
Mechanical Vibrations: Free Vibrations – Damped Free Vibrations – Forced Vibrations –
Analytical Mechanics: Generalized Coordinates - Energy and Work – Canonical Transformations –
Lagrange’s Equations – The Hamiltonian – Hamiltonian form of the Equation of motion –
Applications – Wave Mechanics.
MP129 Mechanics-9
Kinematics of Mechanisms: Velocity and Acceleration Diagrams. Dynamic Force Analysis of
Mechanisms: D' Alembert Principle. Application: Gears Systems – Geneva Wheel – Hook's Joint
Analytical Mechanics: Generalized Coordinates – Classification of Dynamical Systems - Energy
and Work– Lagrange’s Equations – Applications.
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MP 031 Physics-1
Properties of matter : systems of standard units and conversion constants between them,
dimensional analysis and its applications , moment of inertia, angular displacement, velocity and
acceleration of angular motion, torque, angular kinetic energy, work and power for angular motion,
angular momentum, relation between angular and linear motion ,theory of perpendicular and
parallel axes , moments of inertia for symmetrical bodies about rotational axes, stress, strain,
modulus of elasticity, hook's law ,Poisson ratio, relation between young's modulus, bulk modulus
and shear modulus , energy stored in strain bodies, fluid statics : continuity equation, Bernoulli's
equation and its applications, viscosity ,stock's equation, viscosity of gases, Newton's gravitational
law, determination of gravitational constant, gravitational field, gravitational potential and its
potential energy, coefficient of surface tension, tangential angel, capillarity phenomenon, work and
energy for thin membrane, Thermo dynamics : internal energy, specific internal energy,
temperature, heat energy, heat capacity, specific heat, phase change, latent heat, heat transfer,
conduction convection and radiation, one dimensional Fourier equation in steady state, ( thermal
equilibrium ), heat conduction coefficient, heat resistance, applications of Fourier equations on
simple walls, methods of heat transfer by convection, Newton's cooling law, total heat transfer
coefficient, black body radiation, emissivity, Steven and boltzmann law for radiation, ability of heat
radiation, work and heat energy, first law of thermodynamics , heat content function, simple
operations of thermo dynamics in ideal gases, Transitional operations, molecular diffusion on
gases, heat conduction energy, viscosity, first and second fik's laws, steady state .
MP 032 Physics-2
Electricity : electric charge, conductors and insulators, coulomb's law, electric field of a point
charge, electric field of distributed charges, motion of point charges in uniform field, electric
dipole, electric flux, gauss law and its applications in calculation of electric field produced by
simple distributions of electric charges, Electrical potential energy and potential difference, electric
potential of point charge, electric potential of distributed charges ,insulators, breakdown under high
voltage, capacitors, calculating capacitance for different shapes, inserting capacitors in electric
circuits, energy stored in charged capacitors, electrical insulating materials, induced point charges,
electrical displacement factor and polarization, current density, electric current calculation in
conductors, resistivity, temperature dependence of resistivity atomic model for electrical
conduction. Magnetism : permanent and electric magnetic fields, magnetic force on moving
charges, magnetic forces on a current carrying electrical conductor, torque on a coil in a uniform
magnetic field, motion of point charges in uniform magnetic fields, magnetic dipole, biot–savart
law and its applications, Ampere's law and its applications magnetic force between two current
carrying parallel wires, magnetic force for atoms magnetic intensity vector, magnetic field vector ,
intensity vector magnetic induction, gauss law in magnetism, dia magnetic materials, hystresses
loop, Maxwell's equations, electromagnetic spectrum, Optics: reflection refraction, snell's law,
ferrmat principle, total internal reflection ,fiber optics, images produced through spherical surfaces,
thin lenses, magnification, focal length of thin lenses, defects of images produced through
curvature surfaces, spherical diffraction and color diffraction .
MP 133 Physics-3
Electromagnetic induction, magnetic circuits, thermal ionic emission, valves and diodes, scattering,
pressure and vacuum determinants, temperature measurements.
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Architectural Engineering
Department
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requirements and technical systems. The course focuses on the architectural design process and its
stages. Emphasis on the development of insight into the solution of building design problems: how
they are studied (analysis), how they are approached and carried through (process) and how they are
conceptualized and developed (synthesis). Issues of form and space, circulation patterns, geometry,
space requirements, and structure systems, are explored through studio design exercises, projects
and discussions.
AR 222 Lighting
This course deals with kinds of lamps and its components, in addition to the various lighting
systems and the classification of lighting according to qualitative and quantitative standards.
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Further more the course focuses on one of the methods of lighting calculation, by which the number
of and type of fixtures could be determined according to the different architectural spaces
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as a process that extends through to the completion of a building, where "detailing" is an integral
part of the design process and in which the nature and assembly of the parts can be informed by or
can inform the collective design issues of the building as a whole. The course emphasizes the
selection of materials, integration of services and installations, their construction details both inside
and outside the building.
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awareness to innovation and design. The relationship between Built and Natural environments is
explored and specific solutions are created. Topics include the environmental analysis of a site,
ecological systems and processes, the fundamental and design principles of sustainable architecture
in addition to various related topics of current interest.
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development that emerged during the 1950s to the 1990s, as well as the current policies employed
in the development of Egyptian rural communities are discussed with regard to the various socio-
economic factors which have resulted in the trend of increasing urbanization of these areas.
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Structural Engineering
Department
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Concentrated, line and uniform loads on strip, rectangular and circular area – Newmark's chart –
Pressure bulb – Effect of stratification. Compressibility and consolidation: Compressibility
properties – Odometer test – Terzaghi's consolidation theory - Settlement due to consolidation –
Degree of Consolidation – Secondary Consolidation – Coefficient of consolidation. Site
Investigation: Exploration program – Sampling – Ground water – Boring log – Soil report – Field
tests.
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CE 402 Project
Under the supervision of staff members, the student selects the graduation project from the
announced branches.
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CE 231 Hydrology
Hydrology cycle: Rainfall measurements, Average rainfall depth, consistency check and adjusting
of station ,records, estimation of missing data, computations of evapotranspiration and infiltration
values .Hydrology of Nile basin ; climatic conditions characterizing Nile basin, Nile water
resources, major projects constructed on the river Nile, the suggested storage projects . Steam flow
measurements: stage, velocity and discharge measurements, stage – discharge relationship,
Hydrograph analysis; unit hydrograph and its derivation. Flood routing: Routing in a reservoir,
routing in a channel reach. Storage operations: annual storage, long- term storage. Ground water
Hydrology: occurrence and movement of ground water, abstraction of grand water, water wells, and
ground water in Egypt.
CE 232 Hydraulics -1
Properties of liquids - static liquids – pressure intensity at point – Euler equations – pressure on
submerged surface – equilibrium of floating bodies – relative statics for liquids – continuity
equation – energy equation – momentum equation – discharge measurements – orifices and weirs –
kinematics of liquids – flow of liquids under pressure in pipes – connecting pipes in parallel and or
series – unsteady flow in tanks – pipe net works – water hammer in pipes.
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CE 333 Hydraulics - 2
Pipe lines and pumps: Economic Design of pipe line and pump curves – discharge control –
connecting pumps in parallel and serves – pump choice – Hydraulics of open channel flow –
classification of flow – equations of continuity, energy and momentum – flow resistance equations
for uniform steady flow – velocity distribution in laminar and turbulent flow – shear stress
distribution and critical shear stress – design of open channel cross – sections – hydraulics of
channel bed variation – hydraulics jump – gradually varied flow – hydraulic models : dimensional
analysis – Buckingham theorem – similarity : Geometric, kinematics, dynamics – modeling of pipes
and open channel – distorted models .
CE 402 Project
Under the supervision of staff members, the student selects the graduation project from the
announced branches.
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CE 402 Project
Under the supervision of staff members, the student selects the graduation project from the
announced branches.
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Sanitary Engineering
Department
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CE 402 Project
Under the supervision of staff members, the student selects the graduation project from the
announced branches.
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Mechanical Engineering
Department
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ME 211 Thermodynamics-1
Energy equation – Second law of thermodynamics – Entropy – Perfect gases – Air standard cycles –
Compressors – Psychrometry of gas mixtures – steam generation and its processes – Carnot and
Rankine cycles – Availability and irreversibility – Real gases.
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ME 311 Thermodynamics-2
Steam cycles with reheat and regeneration – Steam flow through nozzles – Impulse and reaction
turbines – Performance and control.
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ME 341Mechanical Design-2
Design of shafts and couplings – Threaded joints – Riveted, welded and adhesive joints – Power
screws – Mechanical springs – Clutches and brakes – Wire ropes.
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ME 441Optimum Design
Formulation of optimum design equations – Methods of optimum design of mechanical parts –
Linear programming – Numerical methods of constrained and unconstrained optimum design.
ME 443 Tribology
Scope and applications of tribology – Surface topography – Friction of metals and elastomers –
Hydrodynamic lubrication – Boundary lubrication – Elastohydrodynamic lubrication – Wear
mechanisms of metals and elastomers – Abrasion.
ME 401 Project
Students, under the supervision of staff members, shall study and analyze an engineering topic or a
problem. They shall design the necessary equipment. The student selects the project in one of the 4
branches in the department.
ME 402 Project
The student continue his project
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TE 401 Project
Students, under the supervision of staff members, shall study and analyze an engineering topic or a
problem in the area of waving and textile from what he studied in the department
TE 402 Project
Students, under the supervision of staff members continue the projects selected in the first semester
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lubricating devices, locking and packing elements, jigs and fixtures, Assembly drawing and
working drawing.
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shape memory actuators, applications), Rheological fluids and their applications, Optical fibers and
their applications.
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PE 401 Project
Under supervision of staff member student study, analyzing of an engineering problem or subject.
PE 402 Project
The student continue his project
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ship resistance. Wind forces. Beaufort scale. Waves and wind. Sinusoidal water waves. Standing
waves. Depth effect. Pressure in waves. Wave energy. The frequency of encounter. Uncoupled
heaving, pitching and rolling motions. Use of available illustrative material and computer
applications
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EE 236 Electronics
Models of electronic equipments. PN junction diode. Bipolar Junction Transistors (BJT). Field
Effect Transistors (FET). Transistor inverting circuits. Logic gates circuits. Unsaturated gates.
Semiconductor memories.
EE 267 Acoustics
The course includes the study of the nature of sound and design measures. Sound absorption.
Frequencies. Sound transmission. Noise and requirements for good listening. It also covers the
principles and applications of sound processing inside buildings and sound behavior in architecture.
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It also studies the control of sound in closed rooms and surrounding spaces. The course gives the
student a good knowledge in modern acoustical techniques and electrical acoustic systems.
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contact, BJT and MOS transistors, and other related devices. Basis of semiconductor devices
fabrication.
EE 345 Microprocessors -1
Microprocessor architecture and bus concept. Microprocessor families. Addressing modes.
Representation of data. Instruction sets. Assembly language programming. Memory and
input/output mapping.
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(PWM). Mathematical representation of filtered white noise. Noise effects on linear and exponential
modulation techniques. Noise effects on analog pulse modulation techniques.
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EE 447 Microprocessors -2
Architecture and design of microprocessor-based systems. Principles of hardware and software
interfacing. Applications include interfacing to instruments, data acquisition systems and other
examples selected from several disciplines.
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voltage generation ac and dc, high voltage measurements. Testing techniques. High voltage switch
gears. Circuit barkers. Grounding systems. Over voltage on power systems. Transient performance
of power systems (ferro-resonance). Protection against over voltage insulation coordination.
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analog filters. Multirate sampling. Linear predictive coding (LPC) analysis and applications. Error
analysis.
EE 401 Project
An opportunity for the student to become closely associated with a professor in a research effort to
develop research skills and technique and/or to develop a program of independent in depth study in
a subject area in which the professor and the student have a common interest. This course extends
through two terms, 4 hours each term
EE 402 Project
The students continue the study performed in the first semester.
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CS 121 Programming-1
Fundamental programming constructs: Syntax and semantics of a higher level language; variables,
types, expressions; input/output ; conditional and iterative control structures; functions and
parameter passing; structured decomposition, Fundamental data structures: Primitive types; arrays;
records; strings and string processing; pointers and references, Recursive algorithms.
CS 123 Computers
Introduction to C++, Principles of FORTRAN programming, New Computer Systems (Personal
computers, Computer Networks, Internet, Operating Systems, Programming), Applications
(Statistical Applications, Engineering Applications, Project Management Applications)
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CS 221 Programming-2
Object-oriented design; encapsulation and information hiding; separation of behavior and
implementation; classes, subclasses and inheritance; polymorphism, UML and requirement
analysis, Using an object-oriented language; classes and objects; syntax of class definitions;
methods; members; message passing; operator overloading; genericty, Using APIs.
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and design of discrete time systems, Nonlinear control systems, the describing function, phase plane
analysis, stability, Lyapunov method.
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CS 401 Project
Project topics are selected by the department .
CS 402 Project
Project topics are selected by the department.
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NE242 Radiochemistry
Applications of Radioisotopes in Chemistry, Techniques in Nuclear Chemistry, Separation of
Elements Using Radiochemistry, Analysis of Radioactivity by Neutrons, Nuclear Processes for
Chemical Exploration, Chemistry of Hot Atom, Production of Radioisotopes for Medical
Applications.
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NE342 Radiobiology
History and Definitions, Cells and Tissues, Reproduction Kinetics, Ionizing Radiations, Sub cellular
Radiobiology, Cell Radiation Harm, Treatable Harm, Internal Radiation Sensitivity, Heavy Ionizing
Radiation, Oxygen Effect, Protectors and Radiation Sensors, Normal and Abnormal Cells, Science
of Radiation Diseases, Whole Body Radiation, Reproduction Kinetics after Radiation, Partial
Radiation Therapy, Delayed Radiation.
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NE401 Project
The Student Performs an Applied Research on: Reactors Design, Reactors Dynamics, Materials
Science, Nuclear Measurements, Fusion Energy, Applications of Radioisotopes, Automatic Control,
Computer Applications and Numerical Methods in Nuclear Engineering, Heat Transfer in Nuclear
Systems, Nuclear Fuel Cycles and Wastes Management.
NE402 Project
The Student Performs an Applied Research on: Reactors Design, Reactors Dynamics, Materials
Science, Nuclear Measurements, Fusion Energy, Applications of Radioisotopes, Automatic Control,
Computer Applications and Numerical Methods in Nuclear Engineering, Heat Transfer in Nuclear
Systems, Nuclear Fuel Cycles and Wastes Management.
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CH 121Chemical Processes
Definitions, chemical technology, unit operations, standard specifications for thr flow diagram in
chemical processes, symbols used in flow diagrams, various examples of some equipments and
units used in chemical industries, safety in chemical industreis.
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Stefan-Boltzman law, radiation from luminous flames. Combined convection and radiation.
applications.
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CH 435 Desalination
Water desalination processes and its economic importance desalination by distillation, Multiple–
effect distillation, Desalination by flash vaporization, single–pass and recycle systems, Production
and recovery, Vapor–compression desalination, Multi-stage processes, advantages and
disadvantages, Diffusional desalination, Multi-stage systems, Dual-systems (desalination and power
generation), Reverse osmosis, Osmotic pressure, Membranes, Mass transfer equations in reverse
osmosis; Batch and continuous systems, Single array and multi-array systems, Flow regimes and
brine recovery, Desalination by electro dialysis, Ion–exchange membranes, Ionic transfer in
electrolytes; Flow, potential and ionic concentration, Ionic flow.
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CH 438 Petrochemicals
Synthesis and reactions of carbon monoxide, hydrogen mixtures ammonia, urea, ammonium nitrate
and methyl alcohol, oxidation, chlorination, nitration and sulphonation of parraffins to obtain
different chemicals. separation of gases for preparation of olefins, ,hydration of olefins and
production of ethyl alcohol and isopropyl alcohol. Oxidation of olefins and synthesis of ethylene
oxide, acrolyne, vinyl chloride, allyl, Diolefins and production of butadine. Naphthenes and the
production of nylon from cyclohexane. Aromatics and the production of benzene, toluene, xylene,
ethyle benzene, styrene and phenol. Surfactants from petroleum raw materials.
CH 401 Project
Under supervision of staff member student study, analyzing of an engineering problem or subject.
CH 402 Project
The student continues his project
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Humanities
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HS x27 Psychology
Introduction to vocational psychology, Psychology of individual differences, Job analysis and job
description, Vocational choice, Vocational Guidance, Vocational training, Psychology of accidents
and industrial security, Human Engineering, Vocational diseases and mental health in industrial and
organizational fields.
Ethics for Engineering Profession: Scope and objectives of the ethics of the engineering
profession, Theories for duties and rights, Nature of the engineering professions (experimentation,
safety, risk and carelessness), Professional behavior, Responsibilities towards customers and
supervisors, Rules
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HS x 64 Engineering Economy
Principles of Economy, Economical Analysis, Comparison between alternatives, Present worth
method, Future worth, Depreciation, Taxes, Inflation, Risk and uncertainty, Introduction to
Engineering cost analysis and budgeting.
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Alexandria University - Faculty of Engineering B.Sc. Course Syllabus
Analysis of cost elements, and estimation of cost categories, strategies for tenders, Disputes,
requisitions and control, Project time and duration , Expedite the execution of projects planning
Quantities and specifications: methods for retrieving quantities, methods for accounting and cost
analysis, preparation of quotations, preparation of conditions and specifications, applications and
case studies.
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HS 463 Marketing
Definition of marketing, Objective of marketing systems, Hierarchy of marketing systems, Role of
marketing for the economic unit with planning strategy, Process of marketing, Marketing
information system, Consumer markets and purchasing behavior, Pricing strategy, Marketing
channels, Communication marketing means: advertising and promotion.
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