1979
DOI: 10.2172/5992170
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Fusion reactivity graphs and tables for charged particle reactions

Abstract: Graphs and tables are present~d on 31 light isotope fusion reaction parameters : , n, Q+, nQ+ (for n = 10 20 fuel ion species/m3 and Q~ = energy rdlease in ch~rged particles)] in the .. kinetic temperature range 1 to 1000 keV • .

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Cited by 26 publications
(12 citation statements)
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“…For a given process, the ratio of the powers of that process in the edge and Of course, in computing the ratio of edge effects to central region effects for particular quantities like bremsstrahlung power or power transferred between ions and electrons, the exact answer will involve other numerical factors to account for parameters such as particle temperatures in the edge versus in the core, Coulomb logarithms in the two 30 different regions, etc. Precise evaluation of these factors requires detailed spatial profiles of the electron temperature and ion temperature in the edge region, but in general the net result of the factors will be to change the result above by at most about a factor of two or three.…”
Section: Relative Importance Of Edge and Central Plasma Regionsmentioning
confidence: 99%
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“…For a given process, the ratio of the powers of that process in the edge and Of course, in computing the ratio of edge effects to central region effects for particular quantities like bremsstrahlung power or power transferred between ions and electrons, the exact answer will involve other numerical factors to account for parameters such as particle temperatures in the edge versus in the core, Coulomb logarithms in the two 30 different regions, etc. Precise evaluation of these factors requires detailed spatial profiles of the electron temperature and ion temperature in the edge region, but in general the net result of the factors will be to change the result above by at most about a factor of two or three.…”
Section: Relative Importance Of Edge and Central Plasma Regionsmentioning
confidence: 99%
“…However, under these conditions where the beam energy is 3/2 41 of the Maxwellian temperature, the reactivity can be well approximated to within a few percent by the Maxwellian-averaged reactivity; hence the Maxwellian-averaged < av > values are used for simplicity. Cross section data is drawn from references [28], [29], and [30]. The tables also compare the time required for ions to be lost via upscattering into the high-energy tail with the time required for them to fuse.…”
Section: Performance For Various Fuelsmentioning
confidence: 99%
“…When coupled with radiation diffusion, 3T physics, and thermal conduction, the default and unsplit hydrodynamic methods give similar burn-averaged ion temperatures, both when the hot spot forms and when the fusion reaction rate is maximum ("bang time"), as shown in Figure 7. e burn- averaged ion temperature is calculated by taking a weighted average of the ion temperature across the entire mesh, using available deuterium fusion reaction rate data to find the weight for each zone [36]. Highly resolved 1D simulation results are presented at a uniform spatial resolution of 0.125 μ m. After 0.8 ns, there is a noticeable difference in burn-averaged ion temperature between the two methods, with the unsplit method producing a temperature that is 0.8 keV higher at 1.2 ns.…”
Section: Direct Drive Icf Problemmentioning
confidence: 99%
“…with {a~}~,,( ) as the corresponding reaction rate parameters depending on!y upon the kinetic temperature of the deuterium population (McNally et al, 1979 The determination of the nuclear power thus generated in this volume requires knowledge of the deuterium density with time, Ndft), as well as the kinetic temperature of these ion populations so as to specify feU}C ). Since ( tTV )&t z ( cJV) ~+ We take < (TV )dd = ( (To )dd,f = ( UV )dd,h (McNally et ffl., 1979).…”
Section: (Lb)mentioning
confidence: 99%