Objectives
- Convert units
- Use dimensional analysis to solve problems
- Use the concepts of space-time interval, time dilation and length contraction in concrete numerical problems.
- Apply the concepts of moment-energy, invariance of mass and mass of a system to numerical problems
- Represent events in a space-time diagram
- Recognize the probabilistic nature of quantum physics
- Explain the interaction of radiation with matter using the notions of photon and energy levels
- Exemplify the principle of indiscernibility and the incompatible (or combined) observables in interference experiences
- Describe the quantum state, state overlap and quantum entanglement
- Exemplify the concept of quantum bit (qubit) and its use in quantum computing
- Describe the nuclear structure, the standard model of elementary particles and their interactions.
- Describe the various moments of the expanding universe using the standard cosmological model
- Develop a critical sense in relation to the results of numerical problems
Program
- Units and Dimensional Analysis.
- Special relativity: inertial references
- Quantum Physics and Applications to Quantum Informatics
- Nucleus and Elementary Particles
- Cosmology
Bibliography
- D.J. Griffiths, Revolutions in Twentietth-Century Physics, Cambridge University Press (2013)
- C. Bernhardt, Quantum Computing for Everyone, MIT Press (2019)
- V. Scarani, Six Quantum Pieces - A First Course in Quantum Physics, World Scientific (2010)
- R.M. Ribeiro, Introdução à Física Contemporânea, Moinho Velho - Loja Edição, Lda. (2010)
- E. F. Taylor, J. A. Wheeler, Spacetime Physics, W. H. Freeman and Co., Second edition (1992).