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Conclusions The prototype  Pup (O4 I) has X-ray emission line profiles consistent with a simple spherically symmetric wind shock model. What can lead.

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Presentation on theme: "Conclusions The prototype  Pup (O4 I) has X-ray emission line profiles consistent with a simple spherically symmetric wind shock model. What can lead."— Presentation transcript:

1 Conclusions The prototype  Pup (O4 I) has X-ray emission line profiles consistent with a simple spherically symmetric wind shock model. What can lead to lines that are broad, but relatively unshifted and symmetric? There are several possibilities: 1. Line scattering 2. Non-isotropic clumping 3. Hybrid magnetic/wind-shock models (MCWS) X-ray Emission Line Profile Modeling of Hot Stars R. H. Kramer, J. E. Reed, D. H. Cohen (Swarthmore College), S. P. Owocki (Bartol Research Institute, Univ. of Delaware) A thin expanding shell produces a flat- topped line profile. Integrate shells to build a line profile. Can parameterize the radial dependencies of the velocity and filling factor. Including occultation by the star shifts the line blueward.. Here we plot contours of optical depth unity for various values of  * (left) and  (right). A significant portion of the redshifted, back of the wind is blocked Observational constraints can be provided by high-resolution x-ray spectra. Here a set of values has been chosen to provide a reasonable fit to the Ne X Lyman-  line of  Pupis, observed by Chandra. 2v inf /FWHM inst ~ 20 Ne X Emission always peaks blueward of line center. Peaks shift farther towards the blue, and lines get wider, with increasing  * and R 0, respectively. We are currently developing software capable of performing a 4-parameter,  2 minimization fit on high-resolution X-ray spectra. We will systematically investigate whether the data from these other stars can be fit by any reasonable wind model. Three other hot stars have been observed with the Chandra HETGS For none of these stars are the line profiles indicative of a smoothly and broadly distributed source within an optically thick, radially accelerating wind. Thin vs. Thick line-emission   =1, 3, 5, 10 Line Opacity has a very different effect than continuum opacity. It tends to suppress the bluest and reddest photons; escape probabilities are largest for “sideways” trajectories out of Sobolev zones. This effect is most significant for a constant- velocity flow. cf. Ignace & Gayley 2001 for  =0 case Clumping can reduce continuum opacity in the wind. And non-isotropic clumping can also favor “sideways” escape, and thus suppression of the bluest and reddest photons, if the clumps are oblate. The venetian blind model Initialafter 2 days Zoom on final Magnetically Confined Wind Shock (MCWS) Model A dipole field can channel the line-driven wind, creating a disk of shock-heated gas. The line profiles may be very different than for a spherically symmetric wind, depending on viewing angle. See ud-Doula and Owocki’s poster number 135.07. Introduction: X-ray Line Profiles? Hot star winds are highly supersonic (v ∞ up to 3000 km s -1 ), while the Chandra and XMM gratings’ resolution corresponds to 300 - 1000 km s -1. We can resolve X-ray emission lines for the first time, with the potential to directly determine kinematic information about the hot plasma in hot star winds. The line profiles provide information about the distribution of emitting material and also, for lines affected by continuum opacity, about the absorption of the cool component of the wind. The Model We have developed a physically meaningful line-profile model, yet one that is simple and not tied to any one proposed mechanism of hot-star X-ray production. Described in Owocki & Cohen (2001, ApJ, 559, 1108), the model assumes a smoothly and spherically symmetrically distributed accelerating X-ray emitting plasma subject to continuum attenuation by the cold stellar wind. All the emission physics is hidden in the emissivity, . Note that spherical coordinates ( ,r) are natural for the symmetry of the wind emission. q and R o parameterize the radial X-ray filling factor, thus the emissivity. where for But with the observer looking at the star and wind from one side, cyclindrical coordinates (p,z) are more natural. and  parameterize the absorption. And It is this delta function that allows us to map ,r into wavelength,. We solve these equations numerically with Mathematica. What are the effects of wind opacity? The optically thick cold wind will block the back, redshifted portion of the emission, much like the star does, but with a larger shadow cone. Synthesize line profiles based on this model. The profile that matched the  Pup Ne X line, superimposed on  Ori (O9.5 I)--a poor fit. The lines in this star tend to be less blueshifted, but still broad.  Ori O9.5 II  1 Ori C O7.5 V  Sco B0 V line blend x is the dimensionless wavelength shift RoRo Color scale proportional to Doppler shift; color intensity proportional to density; contours of constant optical depth. http://hven.swarthmore.edu/~cohen/group/AAS2002_RHK/ Presented at the American Astronomical Society winter meeting - Washington, DC - January 6-10, 2002


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