Compulsory

# Engineering2022 Course Programme

CODE
ΓΘΥ3201
SEMESTER
1
HOURS per WEEK
5
ECTS CREDITS
8
INSTRUCTORS

George Dimitrakopulos

Thomas Kehagias

Joseph Kioseoglou

Philomela Komninou

Eleni Pavlidou

Nikolaos Vouroutzis

Units and Vectors: Standards and units. Dimensions. Vectors. The unit vector. The position vector. Components of a vector. Scalar and vector products. Types of vectors. The derivative of a vector. Problems.

Motion of a Particle: Rectilinear motion. Average and instantaneous velocity, acceleration. Motion in a plane. Physical coordinates. General motion in space. Coordinate systems. Motion of a projectile. Circular motion. Examples – Problems.

Forces and Motion: The concept of force. Fields of forces. The Newton’s laws of motion. Universal gravitation. Inertial and gravitational mass. Friction. Balance. Motion under the influence of forces. Examples – Problems.

Frames of Reference: Relative velocity. Galilean transformation. Inertial and accelerated frames of reference. Inertial forces. Relativity and Equivalence principles. Motion in a rotating frame of reference. Centrifugal and Coriolis forces. Examples – Problems.

Energy and Conservation Laws: Impulse. Energy. Work. Conservative forces. Kinetic energy. Potential energy. Power. Linear momentum. Angular momentum and torque. Conservation laws. Kepler’s laws. Examples – Problems.

Motion of Systems: Mechanical system of particles. Internal and external forces. Internal energy. Center of mass. Center of mass frame of reference. Momentum, energy and angular momentum of a system. Collisions. Systems of variable mass. Examples – Problems.

Mechanical Oscillations: The simple harmonic oscillator. Equation and energy of the simple harmonic motion. The pendulum. Damped harmonic oscillations. Forced harmonic oscillations. Resonance of energy and amplitude. Examples – Problems.

• # ANNOUNCEMENTS

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