1. Mathematical Tools in physics
-Field C the complex numbers.
-Binomial form of complex numbers.Graphical interpretation.
-Operations with complex numbers.
-Other ways to express a complex number.
- Equation´s system solution
2. DC. Basic components of a circuit of cc.
-Charge movements in metals.
-Law of Ohm. Resistivity and conductivity.
-Power dissipated in a conductor. Joule law
-Energy in a circuit. FEM.
-Basic DC circuit components: resistors and capacitors
-Basic circuits for DC. in steady state.
3. Solving DC circuits.
-Resistances in series and parallel. Equivalent circuits
-Rules of Kirchhoff: circuit of a single mesh.
-Rules of Kirchhoff: circuits varies, s mesh.
4 Techniques and tools of analysis of circuits
-Analysis of circuits:
· Superposition theorem
· Substitution theorem
· Millman's theorem
· Thevenin's theorem
· Norton's theorem,
· Design tools. Spice.Workbench
-Analog circuit design
5. Faraday induction law
-Magnetic flux through a circuit.
-Induced EMF and Faraday law.
-Sense of the current induced in a circuit. Lenz's law.
-Examples: fem induced variable magnetic fields at the time.
-Examples: fem of movement.
-A inductance in a circuit. Magnetic energy.
-Foucolt currents. Principle of operation of the thermal elements of induction.
6. Current variables at the time. Alternating current.
-Inductance as a circuit element.
- Capacitance in a circuit
-Current variables at the time. Loading and discharging of a capacitor in an RC circuit.
-Inductance as a circuit element. RL circuits.
-Alternating current generators.
-Alternating current in resistance. Frequency and phase. Power. Effective values.
7. Resolution of AC circuits.
-Alternating current in RL and RC circuits. Inductive and capacitive impedances.
-Series RLC circuit. Resonance. Power.
-Applications: Electronics, tuners, filters, etc.
-Ferromagnetic materials. The transformer.
-Circuits in parallel.
- Millman's theorem
- Thevenin's and Norton theorem