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Valence Electron Theoretical Calculation of Austenite Binding Energy

机译:奥氏体结合能的价电子理论计算

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It is of great significance to calculate the binding energy of austenite for the study of high temperature properties of austenite. In this paper, the austenite binding energy was calculated using Yu Ruihuang's empirical electronic theory. Firstly, according to the electronic structure and composition design of the austenitic unit cell alloy, the bond name of the covalent bond can be written, the equivalent bond number can be calculated, the log(r_a) equation can be established, and the n_A equation can be established too. Considering the austenite at elevated temperature in the 3d track of Fe's t state, there must have more valence electrons, those forms the equivalent p' electrons, so Fe must be of type B hybrid. The austenite is selected in the 11th order of B-type hybridization, and the theoretical bond length and its difference with experiment bond length are respectively calculated. When the austenite is in the 11th order of the B-type hybrid, the bond length difference obtained by the above calculation method is less than 0.05 A, so that the above calculation is satisfactory within the first-order approximation range. According to the above method, the 12th order, the 13th order and the 14th order of the austenite B type hybrid are calculated too, and their binding energy of austenite are calculated by substituting the formula of the binding energy of Yu Ruihuang, and the best final error compared with the experimental value is less than 1.30%.
机译:计算奥氏体的高温性能研究奥氏体的结合能量具有重要意义。本文采用余瑞煌的经验电子理论计算了奥氏体结合能。首先,根据奥氏体单元电池合金的电子结构和组成设计,可以写入共价键的键名,可以计算等效的键数,可以建立日志(R_A)方程,并且N_A方程也可以建立。考虑到Fe T态的3D轨道上升高的奥氏体,必须具有更多的价电子,那些形成等效P'电子,因此Fe必须是B型混合。在B型杂交的第11阶中选择奥氏体,分别计算理论键长及其与实验键长度的差异。当奥氏体处于B型混合的第11阶时,通过上述计算方法获得的键长差异小于0.05a,因此上述计算在一阶近似范围内令人满意。根据上述方法,计算奥氏体B型杂种的第12顺序,第13阶和第14阶,并且通过代替余瑞旺的结合能量来计算它们的奥氏体的结合能量,以及最好的与实验值相比的最终误差小于1.30%。

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