andyfreesty1e said:Homework Statement
calculate the correction to the energy of the ground state of the hydrogen atom due to the finite size of the nucleus treating the nuclear charge as a thin shell of radius r0.
I posted this not that long ago, i know what to do but i just can't figure out what the perturbation is, so any help in finding what the perturbation is will be very very helpful
thanks
Homework Equations
The Attempt at a Solution
Quantum physics-corrections refer to the modifications or adjustments made to the principles and equations of quantum physics in order to account for discrepancies between theoretical predictions and experimental observations.
Quantum physics-corrections are necessary because the principles and equations of quantum physics do not always accurately describe the behavior of particles at extremely small scales. These corrections help to refine and improve our understanding of the quantum world.
Quantum physics-corrections are calculated using various mathematical techniques, such as perturbation theory and renormalization, which take into account the effects of other particles and fields on the quantum system being studied.
Examples of quantum physics-corrections include the Lamb shift, which accounts for the small but measurable difference in energy levels of the hydrogen atom, and the anomalous magnetic moment of the electron, which explains the discrepancy between the predicted and observed behavior of the electron's magnetic moment.
Quantum physics-corrections play a crucial role in our understanding of the universe at the smallest scales. They help to explain the behavior of particles and forces that cannot be fully described by classical physics, and they continue to be a subject of ongoing research and discovery in the field of quantum mechanics.