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A rapidly converging atomic physics method and medium to calculate complex non-equilibrium radiative properties of matter with spectroscopic precision.

机译:一种快速收敛的原子物理学方法和介质,可精确地计算物质的复杂非平衡辐射特性。

摘要

A rapidly converging atomic physics method and medium to calculate complex non-equilibrium radiative properties of matter and spectral distributions with spectroscopic precision.;The invention concerns a method for efficiently performing a complex spectral distribution of a radiation source by determining populations of matter in atomic levels, the method comprising:using a computer to perform the following:- considering an exact atomic system (up to the fine structure level or even above) containing multiple excited levels "j" belonging to M manifolds {α(1)}...{α(M)}, numerous ground and single excited levels "k", and corresponding transition matrix elements,- performing a reduced system RS from the exact atomic system wherein all j-levels belonging to the manifolds {α(1)}...{α(M)} are lumped together to create one level for each manifold {α(β)}, comprising of all possible methods for generalizing the manifold definition,- performing an Independent Recovery System of Equations IRSE containing j recovery systems computed from the exact atomic system, each recovery system comprising, instead of all j levels, a level j and a level mj obtained by lumping together all levels from the manifolds, except the j-level itself,- calculating transition matrix elements Wαjk and Wkαj(note, that αj is the level number in RS of the manifold {α} to which j belongs) of RS to determine populations nk of all levels k,- for each recovery system, calculating transition matrix elements Wmjk ' Wkmj ' Wmjj and Wjmj from nk to determine a non-statistical excited populations Iω=∑j=1N∑i=1Nℏ⁢ωji4⁢π⁢nj⁢Aji⁢ϕjiω of each level j ("κ" is the iteration index)
机译:快速收敛的原子物理方法和介质,以光谱精度计算物质的复杂非平衡辐射特性和光谱分布。本发明涉及一种通过确定原子水平上的物质种群来有效执行辐射源的复杂光谱分布的方法。 ,该方法包括:使用计算机执行以下操作:-考虑一个精确的原子系统(达到精细结构能级或什至更高),其中包含属于M个流形{α(1)} ... {α(M)}的多个激发能级“ j”,多个地面和单个激发能级“ k”和相应的转换矩阵元素,-从精确的原子系统执行简化的系统RS,其中将属于流形{α(1)} ... {α(M)}的所有j级集总在一起以为每个流形{α(β)创建一个级},包括用于概括流形定义的所有可能方法,-执行包含IR方程的独立恢复系统IRSE,该系统包含从精确原子系统计算的j个恢复系统,每个恢复系统包括j级和mj级,而不是所有j级,该j级和mj级通过将来自歧管的所有级汇总在一起而获得,除了j级本身,-计算RS的转移矩阵元素Wαjk和Wkαj(注意,αj是RS所属于的流形{α}的RS中的能级数),以确定所有能级k的总体nk,-对于每个恢复系统,从nk计算过渡矩阵元素Wmjk'Wkmj'Wmjj和Wjmj以确定每个级别的非统计激发种群Iω= ∑j = 1N∑i = 1Nℏ⁢ωji4⁢π⁢nj⁢Aji⁢ϕjiω j(“κ”是迭代索引)

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