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The Covalent Model for Mixed Valence of Transition Ions in Metallic Compounds

机译:金属化合物中过渡离子混合价的共价模型

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The effect of mixed valency (MV) is considered as the result of competition of metallic, covalent, and ionic bonds. Amplitudes #xi#_n of state probabilities of rare-earth (RE) ions with different numbers (n) of covalent electrons are in-troduced as expansion coefficients of the wave functions on many-electron operator spinors (MEOS). The entropy of fluctuations of chemical bonds (FCB) and strong dependence of covalent-bonds' energies r on the lattice parameter determine the phase diagrams of RE metals and compounds. Cal-culated spectra of FCB and band electrons as well as their correlators depend functionally on #xi#_n temperature (T), and pressure (P). Variational method is used for the thermodynamic potentials #PHI#(#xi#_n) The small value #xi#~2_3 0.1 is de-termined for the metallic (M) phase of Sm_(1-x)Gd_xS. This value is equivalent to MV of Sm ions and correlates with Gd critical concentration (x< 0.15) on the P-T-line of semiconductor (s/c)->M transition. The theory interprets the de-crease ( 20 times) of charge-carriers' mobility at s/c->M transition in SmS. Calculated phase P-T-x-diagrams are agreed with experiment.
机译:混合价(MV)的影响被认为是金属,共价和离子键竞争的结果。引入具有不同数量(n)共价电子的稀土(RE)离子的状态概率振幅#xi#_n作为波函数在多电子算子旋子(MEOS)上的膨胀系数。化学键(FCB)起伏的熵和共价键能量r对晶格参数的强烈依赖性决定了稀土金属和化合物的相图。 FCB和能带电子及其相关因子的计算光谱在功能上取决于#xi#_n温度(T)和压力(P)。热力学势#PHI#(#xi#_n)使用变分法。对于Sm_(1-x)Gd_xS的金属(M)相,确定较小的值#xi#〜2_3 0.1。该值等于Sm离子的MV,并且与半导体的P-T线(s / c)-> M跃迁上的Gd临界浓度(x <0.15)相关。该理论解释了SmS中s / c-> M跃迁时电荷载流子迁移率的下降(20倍)。计算出的P-T-x相图与实验一致。

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