Hydrogen-like atoms and ions - solutions to the
... dependence is determined by evaluating the associated Legendre functions using the Matlab function legendre(n, cos ). The radial equation given by equation (9) can be solved using the Matrix Method. The mscript qp_hydrogen. m can be used to solve the Schrodinger Equation for the hydrogen atom and h ...
... dependence is determined by evaluating the associated Legendre functions using the Matlab function legendre(n, cos ). The radial equation given by equation (9) can be solved using the Matrix Method. The mscript qp_hydrogen. m can be used to solve the Schrodinger Equation for the hydrogen atom and h ...
Contents 1 First-Order Di erential Equations
... We can combine all of the techniques for solving rst-order dierential equations into a handy list of steps. For the purposes of this course, if the equation cannot be simpli ed via a substitution (an obvious substitution, or if it is homogeneous or Bernoulli) then it is either exact, or can be mad ...
... We can combine all of the techniques for solving rst-order dierential equations into a handy list of steps. For the purposes of this course, if the equation cannot be simpli ed via a substitution (an obvious substitution, or if it is homogeneous or Bernoulli) then it is either exact, or can be mad ...
Supersymmetric Quantum Mechanics
... To study supersymmetry breaking in a simple setting, supersymmetric quantum mechanics was introduced.This lead to the concept of a superpotential and partner potentials, where the partner potentials are derivable from the superpotential. Supersymmetric quantum mechanics was originally considered a t ...
... To study supersymmetry breaking in a simple setting, supersymmetric quantum mechanics was introduced.This lead to the concept of a superpotential and partner potentials, where the partner potentials are derivable from the superpotential. Supersymmetric quantum mechanics was originally considered a t ...
Kern- und Teilchenphysik I Lecture 10: Dirac Equation II
... • We want to normalise wave-functions to ...
... • We want to normalise wave-functions to ...
On the Extra Anomalous Gyromagnetic Ratio of the Electron and
... form in the paper Schwinger (1948); the brilliant American physicist – Julian Schwinger, demonstrated that the extra anomalous gyromagnetic ratio of the Electron could be computed and shown to be equal to (α/2π = 0.00116171491308), where (α = e2 /4πε0 ~c ∼ 1/137) is the famous fine structure constan ...
... form in the paper Schwinger (1948); the brilliant American physicist – Julian Schwinger, demonstrated that the extra anomalous gyromagnetic ratio of the Electron could be computed and shown to be equal to (α/2π = 0.00116171491308), where (α = e2 /4πε0 ~c ∼ 1/137) is the famous fine structure constan ...
