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Astron. Astrophys. 342, 464-473 (1999) 1. IntroductionIt has been widely accepted that type I X-ray bursts from low mass
X-ray binaries (LMXBs) are due to thermonuclear runaways in accreted
materials on the surface of neutron stars (e.g. Taam 1985, Lewin et
al. 1993, Bildsten 1998). Detailed evolutionary calculations have been
performed taking into account the nuclear process during the flash
(e.g. Fujimoto et al. 1987, Taam et al. 1996). Recent observations of
LMXBs by the Rossi X-Ray Timing Explorer have revealed several
important new features related to X-ray bursts. For example, a burst
from 4U 1728-34 would be produced by the spin modulation of a
localized thermonuclear hot spot on the surface of a rotating neutron
star with a millisecond period (Strohmayer et al. 1998) where
kilohertz quasi-periodic oscillations (QPOs) are discussed related to
the models to constrain the mass and radius of the neutron star.
Furthermore, analyzing the burst observation of Cyg X-2, Smale (1998)
suggested super-Eddington bursts which resulted from the photospheric
expansion. Also he inferred the source distance using an assumed
neutron star mass as high as 2 On the other hand, many nuclear data have been revised and accumulated in these years, some of which may affect the modeling of X-ray bursts. The nuclear process in the proton rich environments was investigated in detail by Wallace & Woosley (1981) where the rapid proton capture process (rp-process) was first proposed. Recently the rp-process has been investigated extensively from a point of the fundamental nuclear process (see e.g. Wormer et al. 1994, Rembges et al. 1997, Schatz et al. 1998). In those series of the papers, they investigated nuclear flows under the condition of constant temperature and density or the assumption of "adiabatic expansion" to see the effects of uncertainties of nuclear physics. Among all, Schatz et al. (1998) analyzed the relation between the nuclear data and the rp-process which would occur at extreme temperature and density conditions with the use of a large nuclear reaction network. However, more plausible models which simulate the thermonuclear flash would be very necessary to examine how the revised nuclear data affect actually physical conditions during the flash. Unfortunately, at present it is difficult to perform multi-dimensional hydrodynamical calculations which include both general relativity in the strong field and the complete nuclear reaction network. Therefore, a simple but crucial model which represents a thermonuclear flash phase is very useful to extract the effects of physical inputs on the flash. In the spirit of the one zone model of constant pressure, explosive
nucleosyntesis (Hashimoto et al. 1983) and the rp-process (Hanawa et
al. 1983, hereafter HSH) were investigated in detail with the use of
large networks. In the calculations of the rp-process, they have shown
clearly that not only the nucleosynthesis proceeds appreciably beyond
56Ni but also appreciable amounts of the nuclear fuel of
hydrogen and helium are left if the peak temperature exceeds
In the present paper, we will investigate the thermonuclear flash with the use of an extended network up to 94 Kr based on the network constructed by Hashimoto & Arai (1985) which will be coupled to the thermodynamical equation for the flash as was done by HSH. In our calculation, we will use the up-to-date nuclear data and other physical inputs like screening factors. Then, by considering that the nuclear process for the rp-process has been examined by Wormer et al. (1994) and Schatz et al. (1998) in detail, special attention will be paid rather to see the effects of the uncertainty of nuclear data on thermal histories of the shell flash related to the fuel left unburnt. In Sect. 2, we describe a type I X-ray burst model which presents characteristic features of the thermonuclear flash in accreting neutron stars. Physical data incorporated in our network are explained in Sect. 3. Computational results for the rp-process during the flash are presented in Sect. 4 in connection with uncertainties of the nuclear data. Discussion and conclusions are given in Sect. 5. ![]() ![]() ![]() ![]() © European Southern Observatory (ESO) 1999 Online publication: February 22, 1999 ![]() |