Course program
CHEMISTRY course program (Bachelor's degree in Physics) A.Y. 2024-25
• Fundamental principles of chemistry: scientific method, properties of matter, measurement and units of measurement, significant figures. Elements, compounds and mixtures, aggregation states of matter, Lavoisier's law, Proust's law, Dalton's atomic theory. Atoms and atomic mass. Concept of mole, Avogadro's number, Symbols of the elements.
• Atomic nature of matter: elementary particles, mass and charge of elementary particles, atomic number, mass number, isotopes. Minimum, molecular and structural formula, atomic weight, molecular weight, stoichiometric calculations.
• Chemical compounds, formulas and nomenclature: molecular and ionic compounds. Oxidation state. Acids, bases and salts, chemical formulas, traditional and Iupac nomenclature of the main organic and inorganic compounds.
• Classes of chemical reactions: reactions in the gas phase and in aqueous solution, acid-base and redox reactions. Limiting reagent. Stoichiometric calculation, solutions and ways to express concentration. Balancing of redox reactions: ionic-electronic method. Numerical examples.
• Gaseous state: pressure, ideal gas laws and ideal gas equation of state, gaseous mixtures, Dalton's law, real gases. Numerical examples.
• Atomic structure: Thomson model, waves and electromagnetic spectrum, atomic spectra, Planck equation, photoelectric effect, energy quantization, Bohr atom, notes on wave mechanics, Schrodinger equation, quantum numbers, atomic orbitals, multielectronic systems.
• Periodic table: electronic configurations of the elements. Aufbau, periodic properties of the elements. Sizes of atoms and ions. Ionization energy, electron affinity, electronegativity and their variation in the periodic table.
• Chemical bond: Lewis theory, ionic bond. Covalent bond: order, length and bond energy; polar bonding and electronegativity. Resonance. Valence bond (VB) theory, hybrid orbitals and shape of molecules, VSEPR theory, resonance structures. Molecular orbital (MO) theory, LCAO methods, applications to homonuclear and heteronuclear diatomic molecules, bond order. Magnetic properties. Metallic bond. Band theory.
• Thermochemistry: heat and work. First law of thermodynamics. Heat of reaction and enthalpy. Hess' law and its applications.
• Liquids and solids: intermolecular forces and van der Waals bonds. Dipolar interactions. Hydrogen bonding Liquid state. Vapor pressure, Clausius Clapeyron equation. Ionic, covalent, metallic and molecular solids. Lattice energy, Born-Haber cycle.
• Thermodynamics: spontaneous transformations, second and third law of thermodynamics. Entropy. Reversible and irreversible transformations. Gibbs free energy.
• Chemical equilibrium: dynamic equilibrium, criteria of spontaneity in chemical processes, thermodynamic derivation of the equilibrium constant. Law of mass action, Kp, Kx and Kc. Homogeneous and heterogeneous equilibria. Le Chatelier's principle, dependence of equilibrium on pressure, volume, concentrations and temperature (van't Hoff's law). Numerical examples.
• Equilibria in solution: solutions of electrolytes, strong and weak electrolytes, acids and bases according to Arrhenius, Brönsted-Lowry and Lewis; autoprotolysis of water, pH scale. Strength of acids and bases, structure-property correlation. Calculation of the pH of solutions of strong and weak acids (bases). Saline hydrolysis. Buffer solutions. Slightly soluble salts: solubility equilibria, Kps solubility product, effect of the common ion. Numerical examples.
• Chemical kinetics: reaction rate. Kinetic law. Reaction order. Dependence of speed on temperature (Arrhenius equation), activation energy. Notes on collision theory. Homogeneous and heterogeneous catalysis.
Prerequisites
Knowledge of basic mathematics is important.
Books
1) Chimica, VII edizione (EdiSES); Kotz, Treichel, Townsend, Treichel.
2) Chimica, X edizione (Piccin); Whitten, Davis, Peck, Stanley
3) Chimica, V edizione, (McGraw-Hill) Silberberg, Amateis, Licoccia
Frequency
Attendance is optional although strongly recommended.
Exam mode
At the end of the course there will be a separate written test and a short oral (mandatory) test.
The written test will last 3 hours and will contain numerical exercises and open questions on topics covered during the lessons, as per the course programme. The written test will contain a mandatory exercise for the purpose of passing the test itself, concerning nomenclature and structural formulas.
At the discretion of the teacher and/or at the student's request, it will be possible to integrate the oral test with 1 or 2 additional questions, to confirm or modify the grade of the written test or even not allow the exam itself to be passed.
The written test must be viewed by the student and discussed with the teacher on the day of the call for the oral test and the recording of the exam. The objective of the tests is to evaluate the knowledge and logical skills acquired by the student as well as his ability to present and explain concepts independently.
Lesson mode
Classroom lessons and exercises.