5122 Inorganic Chemistry
1st Semester CHE
ECTS : 7
Language : el
Learning Outcomes : Upon successful completion of the course, the student will be able to: • solve basic problems of radiation-matter interaction (applying Bohr conditions, De Broglie equation, Planck s equation, Einstein s photoelectric equation). • describe the structure of the atom based on modern theories. • determine the electronic structure of atoms by applying relevant rules (minimum energy, Pauli principle, Hund s rule). • utilize the Periodic Table to predict the properties and electronic structure of elements. • draw the Lewis structure for molecules/ions and predict their geometry. • apply Valence Bond theory and Molecular Orbital theory to simple molecules/ions. • predict the macroscopic properties of compounds based on intermolecular forces. • have practiced applying good laboratory practices. • apply basic physical and chemical processes at a laboratory level.
5213 Introduction to Chemical Engineering
1st Semester CHE
ECTS : 5
Language : el, en
Learning Outcomes : Not provided.
The aim of the course is to reinforce foundational concepts related to processes and systems encountered in the Chemical Industry. It contains the following sections: Definition of related scientific background and the the role of a Chemical Engineer. Fundamental Concepts, objectibves and Applications of Chemical Engineering in the Chemical Industry. Introduction to Technical Calculations. Units and dimensions, problem solving methods, chemical equations. Material Balances (mass: partial, total, without and with reactions). Mass balance problem analysis methodology, recycling, bypass and material disposal processes. Solids, Liquids, Vapor, Gases. Vapor pressure, saturation and humidity, condensation and evaporation mass balances. Energy balances: Concepts and units, calculation of changes, enthalpy without phase change and phase changes, general energy balance, etc. Combination of Mass and Energy Balances. Graphical methods of data analysis and presentation - Approximate methods of data integration and correlation. Solving computing problems on a PC.
5268 Mathematics I (Calculus of Functions of one Real Variable)
1st Semester CHE
ECTS : 5
Language : el
Learning Outcomes : Upon successful completion of the course, the student will be able to: • have understood the concept of convergence of a sequence of real numbers. • have understood the concept of convergence of a series of real numbers. • be able to apply appropriate criteria and evaluate whether a sequence or a series of numbers converges. In some cases, they can calculate the exact value of the limit or sum. • calculate limiting values of real functions. • have understood the concept of derivative. • be able to calculate derivatives of composite functions. • be able to apply Differential Calculus methods to optimization problems. • be able to develop a function into a power series and calculate the interval and speed of convergence. • have understood the concept of the definite and indefinite Riemann integral. • have understood the basic theorems of Differential and Integral Calculus. • be able to apply a variety of integration techniques and calculate the indefinite integral of almost any elementary function. • be able to calculate the derivative and the indefinite integral of a power series. • have understood the concept of a generalized integral. • be able to apply appropriate criteria and decide on the convergence of a generalized integral. In some cases, they can calculate the exact value of this integral. • be able to correlate the generalized integral with an appropriate series of numbers. • be able to correlate the derivative and the integral with concepts of Geometry and Physics. • be able to calculate the area of a planar region. The volume of a solid of revolution. The length of a curve. The area of a surface of revolution. • be able to apply the theory to calculate values of physical quantities such as mass, moment of inertia, charge distribution.
The main objects of the course are the differential and integral calculation of real functions of a real variable. Analytically: Introduction to real numbers. Sequences and Series. Limits and continuity of functions. Inverse trigonometric functions. Hyperbolic functions. Differential calculus (Taylor’s theorem). Integral calculus (definitions, integration techniques). Applications of definite integral. General integral. Differential equations of first and second order with constant coefficients.
5063 Computer Programming - Basic Software Tools
1st Semester CHE
ECTS : 5
Language : el
Learning Outcomes : Familiarization of students with the basic principles of programming, as implemented in the Matlab and Python environments. Upon successful completion of the course, the student will be able to: • design and implement code in MATLAB and Python according to the basic principles of programming, • analyze a simple computational problem and convert it into code, • use and create programming functions, • combine functionally different codes, • compare and evaluate the results of the code.
The course aims to bring students in contact with the basic principles of programming as they are implemented in the Matlab
environment and the Python programming language.
5085 Technical Drawing
1st Semester CHE
ECTS : 3
Language : el
Learning Outcomes : Technical Drawing, as a course consolidated through continuous contact with Technical Drawings and the preparation of drawings, upon its successful completion makes students capable of: • Knowing drawing regulations and acquiring technical thinking • Understanding the technical peculiarities of the drawing method • Evaluating any kind of technical drawing • Analyzing the technical peculiarities of the component – assembled assembly in a drawing and modifying it • Drawing components and assembled assemblies for the completion of a work or a construction manually or with a PC. • Recognizing and understanding the operation of mechanical equipment.
5005 Physics I
1st Semester CHE
ECTS : 5
Language : el
Learning Outcomes : Not provided.
Vector formulation of physical laws. Newtons laws of motion. Forces: gravitational, electrical, magnetic. Equation of motion. Study of motion in 1 and in 3 dimensions. Frames of reference. Conservation of momentum. Collisions. Systems of variable mass. Work. Kinetic energy. Conservative forces. Potential energy. Conservation of energy. Motion of systems of particles. Moment of a force. Angular momentum. Moment of inertia. Conservation of angular momentum. Study of the motion of a rigid body. Oscillations. Harmonic oscillator. Harmonic oscillator with damping. Forced oscillations. Coupled oscillations with two or many degrees of freedom. Wave equation. Wave motion of mechanical systems.
5027 English Language
1st Semester CHE
ECTS : 0
Language : el, en
Learning Outcomes : Not provided.
The English language course aims at familiarizing students with language use in a variety of social contexts and communicative tasks (development of linguistic awareness). Practice in basic grammatical and syntactic structures. Practice in understanding and production of relatively simple written language. The language level the course targets is A2, as defined by the Common European Framework of Reference for Languages.