Abstract
The proximity formulae of Brink and Stancu are applied to folding potentials. A numerical study is made for the case of single folding potentials with Saxon-Woods form factors. It is found that a proximity formula is accurate to 1-2% at separations of the order of the radius of the Coulomb barrier and that first order corrections due to first curvature are important. The approximations involved are discussed.
Citation Formats
Schechter, H, and Canto, L F.
Proximity formulae for folding potentials. [Saxon-Woods form factors, first order corrections].
Netherlands: N. p.,
1979.
Web.
Schechter, H, & Canto, L F.
Proximity formulae for folding potentials. [Saxon-Woods form factors, first order corrections].
Netherlands.
Schechter, H, and Canto, L F.
1979.
"Proximity formulae for folding potentials. [Saxon-Woods form factors, first order corrections]."
Netherlands.
@misc{etde_5938130,
title = {Proximity formulae for folding potentials. [Saxon-Woods form factors, first order corrections]}
author = {Schechter, H, and Canto, L F}
abstractNote = {The proximity formulae of Brink and Stancu are applied to folding potentials. A numerical study is made for the case of single folding potentials with Saxon-Woods form factors. It is found that a proximity formula is accurate to 1-2% at separations of the order of the radius of the Coulomb barrier and that first order corrections due to first curvature are important. The approximations involved are discussed.}
journal = {Nucl. Phys., A; (Netherlands)}
volume = {315:3}
journal type = {AC}
place = {Netherlands}
year = {1979}
month = {Mar}
}
title = {Proximity formulae for folding potentials. [Saxon-Woods form factors, first order corrections]}
author = {Schechter, H, and Canto, L F}
abstractNote = {The proximity formulae of Brink and Stancu are applied to folding potentials. A numerical study is made for the case of single folding potentials with Saxon-Woods form factors. It is found that a proximity formula is accurate to 1-2% at separations of the order of the radius of the Coulomb barrier and that first order corrections due to first curvature are important. The approximations involved are discussed.}
journal = {Nucl. Phys., A; (Netherlands)}
volume = {315:3}
journal type = {AC}
place = {Netherlands}
year = {1979}
month = {Mar}
}