A Simple Remark Leading to a Basic Precision Estimate for Non-Relativistic (NR) Real Values of Quantum Mechanics Operators

Amaury de Kertanguy
2018 Journal of Applied Mathematics and Physics  
Starting with a very basic statement that any physical constants cannot be written with an infinite precision, it is shown how to introduce this uncertainty into the Hamiltonian of non-relativistic atomic (NR) physics and how to estimate errors on quantum operators (energy, frequency, momenta) when Equivalent energies in quantum mechanics are found in [2] Mécanique Quantique and can be linked to an equivalent temperature T k :
doi:10.4236/jamp.2018.64071 fatcat:zcl6rvixqrfsjlaczp4ll6slty