Course Unit Page

Teacher Giuseppe Baldazzi

Credits 5

SSD FIS/07

Teaching Mode Traditional lectures

Language Italian

Course Timetable from Mar 02, 2020 to May 28, 2020
Academic Year 2019/2020
Learning outcomes
At the end of the course the student has a preparation that allows him to know the general principles of physics, with reference to the main implications in the biomedical field. In particular it is able to: apply the laws of statics to the joints of the human body, including the jaw; apply the general laws of mechanics and those of fluids to the hydrodynamic blood circuit; to know and apply the basic concepts of electricity and magnetism to the main biological phenomena; know the operating principles and the limits of the main instruments used in the biomedical field;
Course contents
Introduction to Physics (Measurement, uncertainty, law gauges)
Operational definition of physical quantity and its dimensions. Systems of Units of measurement, fundamental constants, dimensional equations. Scalars, vectors, elements of vector algebra. Measurement methods and hints of error theory. Infinitesimal and finite quantities.
Mechanics
Kinematics of the material point: uniform motion, uniformly accelerated motion, harmonic motion, uniform circular motion, relative motions.
The three principles of dynamics; inertial and noninertial systems. Momentum conservation principle;
Force field and its description; various types of forces: gravitational forces, electric forces, magnetic forces, elastic forces.
Biomedical applications of motion equation.
Work and energy concepts: job calculation; fields of conservative forces: potential energy, kinetic energy, conservation of mechanical energy and total energy.
Angular moment and moment of forces.
Law of universal gravitation and motion of the planets.
Main equations of statics; the levers. Elastic and viscous forces.
Static and dynamic balance.
Fluid mechanics
Fluid properties: density, pressure etc.
Fluid statics: laws of Archimedes, Pascal, Stevino. Torricelli's experience.
Fluid dynamics: continuity equation. Flow rate of a duct. Torricelli's theorem
Classification of fluid motion.
Bernoulli's theorem: consequences and applications.
Real fluids, viscosity, Poiseuille's law; viscous resistance.
Laminar and turbulent flow of viscous fluids.
Hydrodynamic circuits: vessel resistance, measurement of the pressure and velocity of a fluid in a duct.
Hints of hemodynamics
Surface tension: Laplace equation, pulmonary alveoli and surfactants and concept of gas embolism, capillarity.
Thermodynamics
Concepts of thermodynamic state and thermodynamic system, work in thermodynamics, first principle of Thermodynamics and internal energy. Thermodynamic transformations, state changes and phase transitions.
Specific heats and latent heats. Outline of the kinetic theory of gases;
Constant pressure transformations: Entalpy.
The second law of thermodynamics: the concept of Entropy and its statistical significance.
Thermodynamic potentials.
Osmotic work and osmotic equilibria; Temodynamics and Biology with definitions of: enthalpy function, free energy function; applications to metabolism.
Optics
Main laws of geometrical optics: reflection, refraction, dispersion.
Lenses and mirrors and conjugate points formula.
Optical instruments and microscopes: compound optical microscope, phase contrast microscope, electron microscope.
Physical optics: interference, diffraction, wave nature of light and electronic optics.
Electromagnetism
Electrostatics: Coulomb's law, Gauss's theorem for the electric field.
Electric potential energy, electric potential, electrical work.
Properties of the electrostatic field: charge distributions and their potential energy.
The conductors; induction; the condenser. Dielectrics: dipole, concept of polarization, field generated by a polarized dielectric.
Loads in motion: concepts of intensity and current density.
Elementary electric circuits and Ohm's laws.
Circuits with singlemesh resistors and capacitors: energy balance.
Thermal effect of the current (Joule effect). Bioelectric potentials.
The magnetic field: properties of the magnetic field, magnetic force and Lorentz force.
Flow of the magnetic field and electromagnetic induction.
Applications of the law of induction (transformer and alternator). Maxwell equations and electromagnetic waves.
Electromagnetic Spectrum: properties and classification of electromagnetic waves.
The Radiation e.m. and the discovery of Xrays
Electromagnetic radiation.
The spectrum of electromagnetic waves. Ionizing radiation.
The corpuscular model. Wave – particle dualism.
Atomic models, quantization, uncertainty principle.
LASER principle.
The discovery of Xrays. Bremsstrahlung.
The Xray spectrum: continuous spectrum and Bremsstrahlung,
characteristic Xray striped spectrum.
Natural and artificial radioactivity.
Interaction of Radiation with Matter
Interaction of Xrays and gamma with matter.
Intensity, Fluence, impact section and linear attenuation coefficient.
Classical diffusion (Rayleigh Scattering).
Photoelectric effect.
Compton effect.
Elements of radiological technology
The RX tube, cathode structure, filament, focusing cup, anode structure, fixed and rotating anode.
Beam quality (SEV).
Extrinsic parameters: kVp, anodic current (mA), mAs, filtration and their influence.
Radiological image formation.
Hints of modern physics
Notes on relativity; introduction to the concepts of quantum physics: the black body; concept of photon; photoelectric effect; Compton effect; discrete spectra and energy levels (Bohr atom)
Wavecorpuscle dualism, De Broglie equation; wave function and its probabilistic interpretation, Heisenberg principle.
Structure and properties of the atomic nucleus
Radioactivity, radioactive decay; mention of radioisotopes and medicine
Xrays: nature, generation and interaction with matter, medical applications (radiology).
Introduction to techniques: NMR, TAC, LASER, PET
Readings/Bibliography
0) Summary of Mathematical Analysis for university students: Complex numbers (numerical and exponential form), Derivation and its meaning, Functions and Functions Graph, Indefinite and definite Riemann integration and integral theorems.
1) Lecture notes of the teacher at the site: http://amscampus.cib.unibo.it/
2) Giancoli – Fisica con fisica moderna (seconda edizione) – Casa Editrice Ambrosiana
3) Scannicchio – Fisica Biomedica – EDISES
4) Gastone Castellani  Elementi di fisica in medicina e biologia – Bononia University Press
Teaching methods
Frontal lessons.
Power Point slides, educational applets, videos.
Assessment methods
Oral exam including exercises.
Teaching tools
Lecture notes by the lecturer (Power Point slide).
Office hours
See the website of Giuseppe Baldazzi