EAD MECÂNICA QUÂNTICA
QM1.1: The Free Particle - Continuous States
QM1.2: The Free Particle - Analyzing the Solutions
QM1.3: The Free Particle - Are continuous states physical?
QM1.4: The Free Particle - A Gaussian Wave Packet
QM1.5: The Free Particle - Calculating our wave packet
QM2.1: Potential Step E ≥ V₀ - Solving the Schrödinger Equ.
QM2.2: Potential Step E ≥ V₀ - Description of Plane Waves
QM2.3: Potential Step E ≥ V₀ - Probability Current Density
QM2.4: Potential Step E ≥ V₀ - Calculating R and T
QM2.5: Potential Step E ≥ V₀ - Explaining Quantum Behavior
QM2.6: Potential Step E ≤ V₀ - Particle-like gets stopped
QM2.7: Potential Step E ≤ V₀ - The strange evanescent wave
QM3.1: Infinite Square Well - Deriving discrete energy value
QM3.2: Infinite Square Well - What is zero-point energy?
QM3.3: Infinite Square Well - Unusual probability densities
QM4.1: Potential Barrier E ≥ V - The scattering problem
QM4.2: Potential Barrier E ≥ V - Ratio transmitted particles
QM4.3: Potential Barrier E ≥ V - Energy values and Resonance
QM4.4: Potential Barrier E ≥ V - Full transmission of part.
QM5.1: Tunneling - Setting the situation
QM5.2: Tunneling - Deciphering the wave-like particle
QM5.3: Tunneling - Penetrating the potential barrier
QM5.4: Tunneling - Further analysis of T
QM5.5: Tunneling - The WKB approximation method
QM6.1: Finite Square Well E ≥ V₀ - Introduction
QM6.2: Finite Square Well E ≥ V₀ - Unphysical Solutions
QM6.3: Finite Square Well E ≥ V₀ - Fourier transform revisit
QM6.4: Finite Square Well E ≤ V₀ - Outside the well
QM6.5: Finite Square Well E ≤ V₀ - Anti/symmetric solutions
QM6.6: Finite Square Well E ≤ V₀ - Boundary conditions
QM6.7: Finite Square Well E ≤ V₀ - A graphical solution
QM6.8: Finite Square Well E ≤ V₀ - Discrete energy specturm