Quantum Physics 2005 Notes-2 The State Function and its Interpretation
... ⇒ Because this wavefunction can be localized, it is likely to be normalizable. (We will need to test specific cases.) ⇒ Because each term in it is a solution to the wave equation, the wave function must also be a solution. ⇒ Is the shape of the probability of the sum of complex harmonics translation ...
... ⇒ Because this wavefunction can be localized, it is likely to be normalizable. (We will need to test specific cases.) ⇒ Because each term in it is a solution to the wave equation, the wave function must also be a solution. ⇒ Is the shape of the probability of the sum of complex harmonics translation ...
THE THEORY OF THE ELEMENTARY PARTICLES
... where e+ stands for the positive electron, the energy of the quantum is converted into the rest mass and kinetic energy of the two particles. The predictions of the Dirac theory have been remarkably confirmed by the discovery of the positron by Anderson in 1932, and by the observation of the process ...
... where e+ stands for the positive electron, the energy of the quantum is converted into the rest mass and kinetic energy of the two particles. The predictions of the Dirac theory have been remarkably confirmed by the discovery of the positron by Anderson in 1932, and by the observation of the process ...
Overall
... an infinite barrier problem, and a particle in a box. What are the continuity equations (amplitude and slope), and how do they help get the probability of reflection or probability of transmitting through the barrier? Can you sketch the transmission probability as a function of E/V for cases where ...
... an infinite barrier problem, and a particle in a box. What are the continuity equations (amplitude and slope), and how do they help get the probability of reflection or probability of transmitting through the barrier? Can you sketch the transmission probability as a function of E/V for cases where ...
