George P. Ford
Los Alamos National Laboratory
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Featured researches published by George P. Ford.
Journal of Inorganic and Nuclear Chemistry | 1957
Darleane C. Hoffman; George P. Ford; F. O. Lawrence
Abstract The half-life of 238 Pu has been measured by determining its rate of growth from 242 Cm. The weighted average of two determinations is 86·41 years, with an estimated error of 0·3 year.
Journal of Inorganic and Nuclear Chemistry | 1957
Darleane C. Hoffman; George P. Ford; F. O. Lawrence
Abstract The half-life of the alpha emitter, Pu236, was measured by a direct decay method. Corrections were applied for the alpha-emitting daughters of Pu236. The results of three sets of data were: 2·855 yr, s = 0·009 yr; 2·817 y, s = 0·04 yr; 2·836 yr, s = 0·021 yr. The weighted average is 2·851 yr with s = 0·008 yr.
Nuclear Physics | 1960
R.B. Leachman; George P. Ford
Abstract The yield of Zr97 and Ba139 fission fragments in the direction of 14-MeV neutrons inducing fission of Np237 and U235 was measured relative to the yield in the opposite direction. The fore-aft isotropy found from these measurements agrees with the compound nucleus theory of fission.
Radiation Effects and Defects in Solids | 1986
Paul L. Reeder; Ray A. Warner; George P. Ford; Henry Willmes
Abstract The independent isomer yield ratio for 90Rb from thermal neutron fission of 235U has been measured by use of a new technique involving a pulsed reactor and an on-line mass spectrometer facility. The observed isomer yield ratio of 8.7 ± 1.0 is one of the largest ratios measured for a low energy fission process. However, a statistical model analysis shows that the average angular momentum (J = 4.5) deduced from this isomer yield ratio is consistent with average angular momentum for other products from low energy fission.
Nuclear Data Sheets. Section A | 1965
George P. Ford; Darleane C. Hoffman
Values are presented of the definite integral I(Z, Tmax), which is related to the relative number, N, of electrons in a β−-group with end point energy Tmax by the simple expression N = a2Tmax2I(Z, Tmax), where a is the y-intercept in the Fermi-Kurie plot, I ( Z , T max ) = ∫ 0 T max f ( Z , T ) h ( T ) d T , where f is the Fermi function and h ( T ) = ( T + 1 ) ( 1 − T / T max ) 2 [ T ( T + 2 ) ] − 1 / 2 T max − 2 . The Z-ranges is 10(1)109; the Tmax-range is 0.1(0.05)0.4, 0.5(0.1)5.2.
Physical Review C | 1984
George P. Ford; K. Wolfsberg; B.R. Erdal
Physical Review C | 1980
Darleane C. Hoffman; George P. Ford; John P. Balagna; L. R. Veeser
Physical Review C | 1985
Paul L. Reeder; Ray A. Warner; George P. Ford; Henry Willmes
Physical Review C | 1985
Paul L. Reeder; Ray A. Warner; George P. Ford; Henry Willmes
Journal of Inorganic and Nuclear Chemistry | 1974
W.R. Daniels; George P. Ford; Darleane C. Hoffman; Kurt Wolfsberg