Code Generation Tools Texas Instruments Download-Seite Hi Jeremy, Although we highly recommend using the CCS update to get the code generation tools. V. Hen-Bartoli, P. Kulii i sur., Valovi i optika, Rijeeni zadaci iz valova i optike, kolska knjiga, Zagreb, Last update: Acad. year / Lecturer: Volovek. Valovi fizika prezentacija herunterladen. 3 Razlikovni studiji, Fizika 2, Predavanje 4 Danas emo raditi: (V. HenBartoli i P. Kulii: Valovi i optika, poglavlje 2) Valni.
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Home Documents Cours Progr Post on Jan 12 views. In year history it has been modified and updated with new chairs and groups paying opptika to the technical and scientific progress in chemical engineering.
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Nowadays, the main objective of the Faculty is to provide high quality education at all levels. The programme for undergraduate and graduate students offers a modern curriculum taught by professors with extensive experience. A flexible programme of study encourages each student to pass through various pathways of curricular network and gather both generally convertible skills in chemical engineering and special details in various domains of chemical engineering. The curriculum provides basic studies in physics and mathematics; a major concentration in chemistry; education in management, economics and computer science; strong core in chemical engineering as well as courses in electrical and mechanical engineering.
Specific course selection on special fields of chemical engineering science based on the knowledge of natural science allows students to meet individual areas of interest. The following choice of modules is available: The final semester of the undergraduate programme is dedicated to the diploma thesis project.
The aim is to motivate students for complex use of their engineering knowledge earned during the education and to gain experience in research work.
Along with the academic training composed of compulsory and elective courses, the students are required to participate for one month in practical internships in industry. The graduate will be qualified to work as research fellow, senior engineer, process designer, manager etc.
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Common courses of study 1 year win sum l l-s c l l-s c Calculus I 3 5 9 Calculus II 3 3 8 Fundamental university physics 3 3 7 Fundamental university physics 3 3 6 Fundamentals of mechanical engineering 2 2 4 Basic electrical engineering 2 1 3 General and inorganic chemistry I 3 5 9 General and inorganic chemistry II 2 2 6 Analytical chemistry I 2 2 5 Physical training and health education 0 2 1 Physical training and health education 0 2 1 Foreign language 2 1 1 Total ECTS credits: To gain access to the second year of study, a student should have at least 32 credits ECTS collected by the completion of courses from the first year of study.
Among the completed courses, General and inorganic chemistry I and Calculus I are obligatory. To gain access to the third year of study, a student should complete all the courses from the first year of study as well as Physical chemistry and Transport phenomena courses.
To gain access to the fourth year of study, a student should complete all the courses from the second year of study as well as Chemical reaction engineering, Heat and mass transfer-separation processes courses and Chemical engineering thermodynamics. To gain access to the fifth year of study, a student should have the fourth year of study attested. Refinery and Petrochemical Engineering 4 year win sum l l-s c l l-s c Petroleum refining processes 2 2 5 Petrochemical processes 3 2 5 Catalytic reaction engineering 3 2 5 Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Materials Common courses 4 year win sum l l-s c l l-s c Quality testing 2 2 4 Composite materials 2 2 4 Material engineering laboratory 1 3 6 Total ECTS credits: Polymers 4 year win sum l l-s c l l-s c Petroleum refining and petrochemical processes II 3 3 6 Physical chemistry of polymers 2 2 5 Structure and properties of polymers 2 2 6 Polymerization processes 2 2 4 Polymer processing 3 2 5 Natural and synth tic polymers 2 2 5 e Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Silicates 4 year win sum l l-s c l l-s c Silicate chemistry 2 2 4 Solid state reactions 2 2 4 Structure and properties of inorganic non-metallic materials 2 2 5 Ceramic engineering 3 3 7 Ceramic engineering 3 2 6 The analysis of n nmetals 2 2 5 o Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Leather 4 year win sum l l-s c l l-s c Collagen structure and properties 2 2 5 Surface Engineering 2 2 6 Materials in leather and allied industry 2 2 4 Leather processing 3 3 6 Leather processing equipment 3 2 5 Material and products design 2 2 5 Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Processes and products Common courses of 4 year win sum l l-s c l l-s c Petroleum refining and petro hemical processes II 3 3 6 c Waters-treatment processes 2 2 5 Chemical technology laboratory 1 3 6 Total ECTS credits: Organic Processes and Products 4 year win sum l l-s c l l-s c Planning of industrial organic synthesis 2 2 4 Spectroscopic methods in organic chemistry 2 2 4 Organic industrial processes 2 2 6 Processes of dye production 2 2 4 Coatings 2 2 5 Drugs and pesticides 3 2 5 Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Inorganic and Electrochemical Prosesses and Products 4 year win sum l l-s c l l-s c Electrochemical engineering 2 1 4 Electrochemical organic processes 2 2 4 Electrochemical inorganic processes 3 2 6 Basis inorganic processes and fertilizer mineral 2 3 6 Energy conversion 2 2 4 Material electrochemistry 2 2 4 Optional course I 2 1 3 Optional course II 2 1 3 Total ECTS credits: Oral Teaching method sem-lab: Consultation and calculate Completion proof: Written and oral Objectives of the course: To accept basic properties of the real and complex fields.
To accept the basic of Linear Algebra and Analytic Geometry in a space. To accept the basic properties of differentiation of real functions with a real variable. Set concept and relations between sets. Real and complex numbers. System of linear equations. Analytic geometry in three dimensions. Functions of one variable.
Limits of the functions. The basic theorem of Calculus. Tasks with approximate values.
Absolute and relative errors. Trigonometric form of a complex number. Practising with determinants and matrices. Discussing and solving systems of linear equations. Solving analytical problems in space. Properties of limits of sequences and functions. The concept of infinitely small and infinitely large quantity.
Applications on curve sketching. Peari, Matematika za tehnoloke fakultete, Multigraf, Zagreb, Demidovi, Zadaci i rijeeni primjeri iz vie matematike, Tehnika knjiga, Zagreb, To accept the basic of integration of real functions of a real variable. To accept the basic properties of differentiation and integration of real functions of multiple real variable.
To accept the basic properties of power series. To accept the basic properties of ordinary differential equations Course description: Applications of definite integrals quadrature, rectification, cubature, complanation. Applications of definite integrals in Technology, Physics and Chemistry.
Functions of several real variables. Extrema of functions of several variables.
Transformations of multiple integrals. Ordinary differential equations of the first and second degree. Applications of differential equations in Physics and Chemistry. Methods of finding indefinite integrals. Integration of certain classes of functions. Determining the area and the concept of the definite integral.
Cours Progr 0405
Newton-Leibnitz formula and its applications. Applications of definite integration.
Limits of the functions of multiple variable. Differentiation of the functions of multiple variable. Application of the differential in approximation.
The extrema of functions of multiple variable. Convergence criteria for number series. Estimation of the error. Applications of Taylor’s series in approximation. Solving ordinary differential equations of the first and the second degree. Demos and oral Teaching method sem-lab: Laboratory, calculate and seminars Completion proof: Written and oral Examination: Students are expected to acquire the knowledge of the fundamental facts and laws of classical and modern physics at the calculus based level, and to build the skills necessary for the numerical problem solving and for the laboratory research and measurements in physics.
Kinematics and dynamics of the particle. Newtons laws of motion, work and energy, power. Laws of conservation of energy and momentum. Conservative and dissipative forces. The Newtons law of gravitation.
Relative motion, inertial forces. Relativistic laws of motion, rest energy. Statics and dynamics of the rigid body and fluids. Dynamics of many-particle systems, properties of ideal gases, thermodynamical variables and laws. Physical quantities and systems of units, properties of vectors.
Kinematics and dynamics of particle, rigid body, fluids and many-body systems, at the calculus based level. Measurements and measuring instruments. Torsion pendulum, physical pendulum. Heat of vaporization, Joules law. Electrical charges, forces and fields.
Magnetic properties of materials. Direct and alternating currents. Maxwells equations, electromagnetic waves, laws of optics. Wave and particle properties of light.
Wave properties of matter, quantum physics.