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Influence of the velocity gradient on the line formation in discs of cataclysmic variables

机译:速度梯度对催化变量圆盘中线的形成的影响

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Context. The velocity field gradient in the radiative transfer in disc models of cataclysmic variables (CVs) is usually neglected; however, the geometry of the system and the value of Keplerian velocity suggest that it can be important for high inclination angles. Aims. We investigate the influence of the Keplerian velocity gradient on the line formation in CV discs. Methods. The vertical structure of the disc was determined using the NLTE accretion disc code AcDc, where the hydrostatic equation, the energy balance equation, the radiative transfer equation, the rate equations, and the equations of charge and particle conservation are consistently solved using the accelerated lambda iteration. NLTE opacities and emissivities are interpolated onto a?2D grid, where the radiative transfer equation was then solved with the velocity field taken into account. Results. We show line-profile changes and limb-darkening dependences for the Hα and Hγ lines in a model of SS?Cyg, along with the HeI 4923?? line of a?model representing a typical AM?CVn system. Both systems are considered in the quiescent phase. Conclusions. The line-profile changes due to the velocity gradient in the disc are small enough for most CV discs to allow the classical approach, where the radiative transfer is solved through the static disc and the velocity field is only taken into account in the final flux integration. However, the exact solution must be performed for CVs, where the disc rim plays an important role (inclination angles almost 90°). Extremely cool and relatively transparent discs under high inclinations should also be investigated with detailed radiative transfer models.
机译:上下文。在圆盘模型中,催化变量(CV)的辐射传递中的速度场梯度通常被忽略;但是,系统的几何形状和开普勒速度值表明,它对于高倾斜角可能很重要。目的我们研究开普勒速度梯度对CV盘中线形成的影响。方法。使用NLTE吸积盘代码AcDc确定盘的垂直结构,其中使用加速Lambda一致地求解静液压方程,能量平衡方程,辐射传递方程,速率方程以及电荷和粒子守恒方程迭代。将NLTE的不透明度和发射率插值到2D网格上,然后在考虑速度场的情况下求解辐射传递方程。结果。我们在SS?Cyg模型以及HeI 4923?中显示了Hα和Hγ线的线轮廓变化和肢体变暗依赖性。代表典型AM?CVn系统的模型的直线。两种系统均处于静止状态。结论。对于大多数CV圆盘,由于圆盘中的速度梯度而导致的线轮廓变化足够小,可以采用经典方法,其中通过静态圆盘解决了辐射传递,并且仅在最终通量积分中考虑了速度场。但是,必须对CV执行精确的解决方案,在这些情况下,圆盘边缘起着重要的作用(倾斜角度几乎为90°)。在高倾角下极冷且相对透明的圆盘也应使用详细的辐射传递模型进行研究。

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