Lectures related to Ac-excitation of Josephson Junction currents

Discusses rotor oscillation modes, excitation control effects, and system stability implications.

Covers the washboard potential model for real Josephson Junctions and its comparison to a massive ball dynamics.

Covers the fundamentals of superconducting circuits and their applications in quantum optics, including Josephson junctions and Cooper pair boxes.

Explores Josephson junctions, covering theory, fabrication, and practical applications in superconducting electronics.

Covers the magnetic thickness, short and long junctions, and critical current.

Explores powering a DC motor with AC to create a universal motor and demonstrates practical examples.

Covers Josephson inductance, Cooper pair box, Transmon qubits, and their practical applications.

Explores quantum metrology, superconducting electronics, detectors, qubits, and quantum supremacy, emphasizing advancements in quantum computing.

Covers the principles of DC motors, excitation types, induced voltage equations, power balance, and operating modes.

Explores the basics and characteristics of synchronous machines, focusing on induced voltage, power balance, and torque.

Explores quantum metrology, superconducting devices, qubits, and quantum computing principles.

Explores quantum optics of resonators, covering cavity Hamiltonian, quantum Langevin equations, Purcell effect, and cavity QED.

Covers advanced topics in physics, focusing on oscillations and dynamics, including the harmonic oscillator and forced oscillations.

Introduces the basics of plasma physics, covering collective behavior, Debye length, and plasma conditions.

Explores superconductors, Cooper pairs, quantum mechanics, Lagrangian formalism, and the AC Josephson effect.

Covers the concept of the Wigner function in quantum optics.

Covers uniform circular motion, airplane dynamics, and Mars retrogradation.

Covers the introduction to Quantum Chaos, classical chaos, sensitivity to initial conditions, ergodicity, and Lyapunov exponents.

Explores general solutions of differential equations with a focus on x

Explores the forced and damped harmonic oscillator, focusing on resonance and initial conditions.