MAT 001: 001: Mathematics 1 (B) (4+3):
Integration:
Indefinite integrals (basic functions – theorems) – Integration methods (direct – indirect – using tables) – Definite integrals (definition – properties – theorems) – Applications on definite integrals (plane areas – volume of revolution – length of a plane curve – surface area of revolution) – Numerical Integration.
Analytic Geometry:
Quadratic equations – Second order equation representing to straight lines – Coaxial circles – Translation and rotation of axes – Conic sections (properties of conic sections – Parabola – Ellipse – Hyperbola) – Coordinates (Cartesian – Cylindrical – Spherical) – Representation of vectors in space – Plane Equation – Equations of a straight line in space – Sphere – Surface of revolution.

PHY 002 Physics1 (A) (4+2):
Some fundamental topics of physics:
physical measurements - measurement units for fundamental quantities – dimensional analysis - unit systems - Elasticity: properties for solid bodies – loading types – stress and strain - elasticity modules – Gravity: Newton law of Gravitation and its applications – potential energy – satellites and Kepler's laws – Hydrostatics: Hydrostatic pressure – Pascal's principle – Archimedes' principle – steady flow – equation of continuity – Bernoulli's equation and its applications – viscosity – Vibrations: the simple harmonic motion and its applications – the kinetic energy in the simple harmonic motion - the simple harmonic motion and the circular motion – practical experiments.
Electrostatics:
electric charge and Coulomb's law: conductors and insulators – Coulomb's law – electrostatic forces' addition law – electric charge nature – electrostatic fields: electric field lines – the field of a point charge, group of point charges and a continuous distribution of charges – Gauss' law: electric flux - Gauss' law and its applications – electrostatic potential: calculating the electric potential from the electric field – the potential of a point charge, group of point charges and a continuous distribution of charges – the derivative of the field from the potential – the electrostatic potential energy – the potential of a charged conductor – dielectric materials and the electric capacitance: dielectric medium and its polarization – electric capacitance - Gauss' law in the presence of dielectric medium – the energy stored in the electrostatic fields – practical applications.

PHY 002 Physics1 (B) (4+2):
Thermodynamics:
temperature, heat quantity and the first law of thermodynamics – the zeroth law of thermodynamics – temperature measurements - Heat expansion – heat quantity – heat absorption by solids and liquids – the first law of thermodynamics – the methods of heat transfer and the kinetic theory of gases – ideal gases – molecular velocity distribution – molecular specific heat – degrees of freedom and its relation with the specific heat – the entropy and the second law of thermodynamics – some thermal processes – reversible and irreversible processes – the change in the entropy – the second law of thermodynamics – Carnot cycle – the absolute scale of temperature – the basics of heat engines – the basics of conditioning machines – practical experiments. Electric Current and Magnetism:
The electric current and the electrical resistance: the electric current – the electric current density – the electrical resistance – Ohm's law – electric power – semiconductors – direct current circuit – electromotive force – voltage drop – Kirchhoff's rules – multi-loops circuits – The magnetic fields: the field definition – the magnetic force on a conductor carrying current – magnetic field sources – Biot-Savart law – Ampere’s law – electromagnetic induction: Faraday’s law – Lenz's law – inductance – magnetic energy – mutual induction – Magnetic properties of matter and Maxwell’s equations – Gauss' law for magnetism – diamagnetic materials – paramagnetic materials – ferromagnetic materials – the generalization of Amperes’s law – Maxwell’s equations – practical applications.

MEC 003 Mechanics1 (A) (2+2):
Vector algebra – Vectors in space – Equivalence – Equilibrium of particles and rigid bodies in two and three dimensions – Friction.

MEC 003 Mechanics1 (B) (2+2):
Particle Kinematics: Motion referenced to Cartesian, Polar and Self coordinate systems – Relative motion.
Particle Kinetics: Force and equation of motion – Motion in straight line – Simple harmonic motion – Curved motion including circular and projectile motions and centrifugal motion – General motion – Motion of variable-mass particle.
Work and Energy: Principle of work and energy – Conservation of mechanical energy – Impulse and Impact (elastic and inelastic) – Momentum.

MAT 004: Chemistry (2+2):
Gaseous state – Thermo chemistry – Material and thermal balance in combustional processes – Liquid state – Solutions – Thermochemistry – Colrosion – Chemical equilibrium – Ionic equilibrium - Water treatment – Air pollution – Selected chemical industries (Cement – Oils and Lubricants – Polymers – Semiconductors).

MAT 005: Engineering Drawing and Projection (A) (3+2):
Uses of geometric tools – Geometric constructions and geometric pictorial – Orthogonal projection on two perpendicular planes – (Monge's projection) – Representation of: point, Straight line and plane – Auxiliary projection – Position problems – Metric problems – Representation of polyhedra and their plane section – Development of: pyramid, prism, cone, Cylinder and connecting pieces – Representation of: circle, sphere, cone and cylinder and their plane sections – Representation of: a helical curve, projection of oblique axonometry – Isometric projection, dimensioning.
MAT 005: Engineering Drawing and Projection (B) (2+3):
Rolled sections and steel beams used in steel constructions – Column and connecting steel – Introduction to civil and architectural drawing – Different sections of machine – Uses of computer in engineering drawing.

IND 006: Production Technology (2+2):
Production cycle – Introduction to industrial engineering – Engineering material – Characteristics and properties of materials – Metal forming processes: Casting, Forging, Rolling, Drawing and Extrusion – Joining processes: Riveting, Welding – Machining processes: Manual cutting, Mechanical turning, Shaping, Drilling, Milling and Grinding – Measuring processes: Length and Angle measurements – Engineering standard.

MAT 007: Computer programming (2+2) :
Concepts of a computer language – Program development cycle – Basics of high level programming language (example from BASIC- Visual BASIC – FORTRAN – JAVA - ….. etc.) – Steps of problem solving using the computer: Concept of an "algorithm" – Translating problems from algorithm to program code – Compilation and execution of programs. Differentiating between variables and constants and their different data types – primitive data types in a programming language – Analysis of methods to define variables and the differences in scope - Analysis of problems to develop logical approaches for solving problems – Basic arithmetic operations and functions – Syntax of the expressions and assignment statements – Use and syntax of input/outputs statements in a programming language – Relational and logical operators in a programming language – Use and syntax of the selection statements – Use and syntax of repetition statements – Use of Lists and arrays in a programming language – Use of subprograms and functions in a programming language – Use of animation and graphics – Computer applications to solve problems in engineering and science.

GEN 008: Technical English Languages (0+2) 2 :
Pattern of technical English sentences – Sentence structure – Passages covering various engineering specializations – Developing the four language skills (listening – conversation – reading – writing) – composition.

GEN 009: History of Engineering Sciences and technology:
Definition of art, science and engineering technology – development of civilization and their relationship with natural sciences and humanities – history of technology and different branches of engineering – historical interrelation between science and technology – relationship between engineering evolution and the social, economic and civilizational development of the environment – examples of evolution of engineering activities.