2000
Complex variable functions. Cauchy-Riemann equations. Cauchy integral. Laurent series. Residual theorem. Linear partial differential equations. Special functions. Green´s functions. Fourier analysis. Laplace transform.
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3
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3
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Credits
1
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Simple thermodynamics systems. Postulates of thermodynamics in balance systems. Energy and its preservation. Ideal gas. Kinetic theory. Applications in various systems. Thermal machines. Thermodynamic potentials. Phase transitions. Applications. Chemical balance.
Credits
3
Distribution
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We will conduct several experiments as: Photoelectric effect. Millikan experiment. Specific charge of the electron. Speed of light. Franck-Hertz experiment. Interferometry (Michelson, Fabry-Perot). Gamma rays-spectroscopy. Electrical-spin resonance. Cosmic-rays detection. X-rays. Rutherford experiment with Alfa rays. Hall effect.
Credits
3
Distribution
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Revision of Newton’s mechanics. Kinematics in cylindrical and spherical coordinates. Central Forces. Non-inertial systems. Lagrangian model. Hamiltonian Model. Rigid body mechanics: Orthogonal transformations, Euler´s angles, inertia tensor, main axes, free movement of rigid bodies, spinning top. Mechanical oscillations. Collisions. Special relativity. 4 vectors. Relativist collisions.
Credits
3
Distribution
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Credits
3
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Credits
3
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Credits
3
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Credits
2
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Credits
3
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Credits
3
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Credits
3
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Credits
3
Distribution
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Credits
3
Distribution
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Credits
3
Distribution
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