Corrections to nuclear energies and radii in finite oscillator spaces

TL;DR

This paper derives correction formulas for nuclear ground-state energies and radii caused by the finite size of oscillator basis spaces used in nuclear structure calculations.

Contribution

It introduces a method to accurately correct for finite oscillator space effects in nuclear energy and radius computations.

Findings

Provides explicit correction formulas for energies and radii.

Improves accuracy of nuclear structure calculations.

Applicable to various nuclear models.

Abstract

We derive corrections to the ground-state energies and radii of atomic nuclei that result from the limitations of finite oscillator spaces.