A Self-consistent Model of Shock-heated Plasma in Nonequilibrium States for Direct Parameter Constraints from X-Ray Observations

Yuken Ohshiro, Shunsuke Suzuki, Yoshizumi Okada, Hiromasa Suzuki and Hiroya Yamaguchi
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Abstract

X-ray observations of shock-heated plasmas, such as those found in supernova remnants (SNRs), often exhibit features of temperature and ionization nonequilibrium. For accurate interpretation of these observations, proper calculations of the equilibration processes are essential. Here, we present a self-consistent model of thermal X-ray emission from shock-heated plasmas that accounts for both temperature and ionization nonequilibrium conditions. For a given pair of shock velocity and initial electron-to-ion temperature ratio, the temporal evolution of the temperature and ionization state of each element was calculated by simultaneously solving the relaxation processes of temperature and ionization. The resulting thermal X-ray spectrum was synthesized by combining our model with the AtomDB spectral code. Comparison between our model and the nei model, a constant-temperature nonequilibrium ionization model available in the XSPEC software package, reveals a 30% underestimation of the ionization timescale in the nei model. We implemented our model in XSPEC to directly constrain the shock wave’s properties, such as the shock velocity and collisionless electron heating efficiency, from the thermal X-ray emission from postshock plasmas. We applied this model to archival Chandra data of the SNR N132D, providing a constraint on the shock velocity of ∼800 km s−1, in agreement with previous optical studies.
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非平衡态冲击加热等离子体的自洽模型,用于从 X 射线观测中获得直接参数约束
对冲击加热等离子体(如在超新星残余物(SNRs)中发现的等离子体)的 X 射线观测常常显示出温度和电离非平衡的特征。要准确解释这些观测结果,必须对平衡过程进行正确计算。在这里,我们提出了一个自洽的冲击加热等离子体热 X 射线发射模型,它同时考虑了温度和电离非平衡条件。对于一对给定的冲击速度和初始电子-离子温度比,通过同时求解温度和电离的弛豫过程,计算出每种元素的温度和电离状态的时间演化。通过将我们的模型与 AtomDB 光谱代码相结合,合成了热 X 射线光谱。我们的模型与 XSPEC 软件包中的恒温非平衡电离模型 nei 进行了比较,发现 nei 模型低估了 30% 的电离时间尺度。我们在 XSPEC 中实施了我们的模型,以便从冲击后等离子体的热 X 射线辐射中直接确定冲击波的特性,如冲击速度和无碰撞电子加热效率。我们将这一模型应用于 SNR N132D 的钱德拉档案数据,得到的冲击速度约束为 ∼800 km s-1,与之前的光学研究结果一致。
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