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Bumiller, F.; Buskirk, F.R.; Dyer, John N.; Monson, W.A.

doi:10.1103/physrevc.5.391

Cited by 38 publications

(14 citation statements)

References 8 publications

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“…As was emphasized there, this calculation is entirely microscopic and involves no adjustable parameters. The results obtained were rather satisfactory; in particular, the deduced values for the rms charge radius and the spectroscopic quadrupole moment agree quite well with empirically determined values I- [3][4][5][6][7]. In KLT, the 7Li ground-state wave function employed has the form (1) where d is an antisymmetrization operator and fjz(R) is the radial wave function for the relative motion *~.…”

Section: Introductionsupporting

confidence: 70%

Approximate treatment of antisymmetrization in a microscopic calculation of the7Li charge form factor

1981

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The 7Li charge form factor is calculated with a procedure in which the antisymmetrization of the wave function is simply approximated by the adoption of an intercluster renormalized function obtained by operating on the resonating-group relative-motion function with the square root of the norm operator. The investigation shows that this approximation prescription can yield satisfactory results in the low-q 2 region but becomes somewhat inaccurate when q2 becomes large.

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Section: Introductionsupporting

confidence: 70%

Approximate treatment of antisymmetrization in a microscopic calculation of the7Li charge form factor

1981

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“…[26] to the updated value of the 12 C charge radius of 2.471(6) fm [27]. of the rms radius of the proton distribution determined from the electron scattering and laser spectroscopy measurements (see Table 3).…”

Section: Nucleusmentioning

confidence: 99%

Study of the nuclear matter distribution in neutron-rich Li isotopes

et al. 2006

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“…Nuclear charge radii of the stable lithium isotopes were measured by elastic electron scattering in the 1960s and 1970s [84][85][86] and results are summarized in [87,88]. We used the charge radii R c ( 7 Li) = 2.39(3) fm [84] and R c ( 6 Li) = 2.55 (5) fm, the average of the values reported in [85] and [86].…”

Section: Extraction Of δ R 2 C For 67 Limentioning

confidence: 99%

Isotope-shift measurements of stable and short-lived lithium isotopes for nuclear-charge-radii determination

et al. 2011

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Changes in the mean square nuclear charge radii along the lithium isotopic chain were determined using a combination of precise isotope shift measurements and theoretical atomic structure calculations. Nuclear charge radii of light elements are of high interest due to the appearance of the nuclear halo phenomenon in this region of the nuclear chart. During the past years we have developed a laser spectroscopic approach to determine the charge radii of lithium isotopes which combines high sensitivity, speed, and accuracy to measure the extremely small field shift of an 8-ms-lifetime isotope with production rates on the order of only 10 000 atoms/s. The method was applied to all bound isotopes of lithium including the two-neutron halo isotope 11 Li at the on-line isotope separators at GSI, Darmstadt, Germany, and at TRIUMF, Vancouver, Canada. We describe the laser spectroscopic method in detail, present updated and improved values from theory and experiment, and discuss the results.

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Elastic Electron Scattering fromLi6andLi

Cited by 38 publications

References 8 publications

Approximate treatment of antisymmetrization in a microscopic calculation of the7Li charge form factor

Approximate treatment of antisymmetrization in a microscopic calculation of the7Li charge form factor

Study of the nuclear matter distribution in neutron-rich Li isotopes

Isotope-shift measurements of stable and short-lived lithium isotopes for nuclear-charge-radii determination

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