Accurate simulations of reionization using the reduced speed of light approximation

Christopher Cain
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Abstract

The reduced speed of light approximation has been employed to speed up radiative transfer simulations of reionization by a factor of $\gtrsim 5-10$. However, it has been shown to cause significant errors in the HI-ionizing background near reionization's end in simulations of representative cosmological volumes. This can bias inferences on the galaxy ionizing emissivity required to match observables, such as the Ly$\alpha$ forest. In this work, we show that using a reduced speed of light is, to a good approximation, equivalent to re-scaling the global ionizing emissivity in a redshift-dependent way. We derive this re-scaling and show that it can be used to ``correct'' the emissivity in reduced speed of light simulations. This approach of re-scaling the emissivity after the simulation has been run is useful in contexts where the emissivity is a free parameter. We test our method by running full speed of light simulations using these re-scaled emissivities and comparing them with their reduced speed of light counterparts. We find that for reduced speeds of light $\tilde{c} \geq 0.2$, the 21 cm power spectrum at $0.1 \leq k /[h{\rm Mpc}^{-1}] \leq 0.2$ and key Ly$\alpha$ forest observables agree to within $20\%$ throughout reionization, and often better than $10\%$. Position-dependent time-delay effects cause inaccuracies in reionization's morphology on large scales that produce errors up to a factor of $2$ for $\tilde{c} \leq 0.1$. Our method enables a factor of $5$ speedup of radiative transfer simulations of reionization in situations where the emissivity can be treated as a free parameter.
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利用减速近似对再电离进行精确模拟
然而,在具有代表性的宇宙学体积的模拟中,它已被证明会导致在再电离结束附近的HI-电离背景出现重大误差。这会使星系电离辐射率的推断产生偏差,而星系电离辐射率是与Ly$\alpha$森林等观测数据相匹配的。在这项工作中,我们证明,使用减小的光速,在很好的近似程度上,等同于以依赖于移率的方式重新缩放全局电离发射率。我们推导出了这种重新缩放,并证明它可以用来 "校正 "降低光速模拟中的发射率。这种在模拟运行后重新缩放发射率的方法,在发射率是自由参数的情况下非常有用。我们使用这些重新缩放的发射率运行全光速模拟,并将其与相应的缩减光速模拟进行比较,以此检验我们的方法。我们发现,对于降低的光速,$\tilde{c}\geq 0.2$。\位置依赖的时间延迟效应会导致大尺度上再电离形态的不准确性,从而对$tilde{c}产生高达2$的误差。\leq 0.1$。在发射率可以被视为自由参数的情况下,我们的方法可以使再电离的辐射传递模拟速度提高5美元。
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