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Physics unit calculator
Physics unit calculator





physics unit calculator
  1. Physics unit calculator full#
  2. Physics unit calculator free#

Zhang, “Calculating models of mass action concentrations for Fe–P and Cr–P melts and optimization of their thermodynamic parameters,” J. Zhang, “Representation of oxidation ability for metallurgical slags based on the ion and molecule coexistence theory,” Steel Res. Zhang, “Representation reaction abilities of structural units and related thermodynamic properties in Fe–P binary melts based on the atom-molecule coexistence theory,” Steel Res. Zhang, “Thermodynamic evaluation of reaction abilities of structural units in Fe–C binary melts based on atom-molecule coexistence theory,” J. Zhang, “Thermodynamic evaluation of reaction abilities of structural units in Fe‒O binary melts based on the atom-molecule coexistence theory,” Metall. Zhu, “Thermodynamic properties of Mn–P and Fe–Mn–P melts,”, ” J. Jian, “Calculating models of mass action concentrations for the metallic Fe–Al,” J. Ishida, “Phase equilibria in the Ti–Al binary system,” Acta Mater. Živković, “Thermodynamic calculations in alloys Ti–Al, Ti–Fe, Al–Fe and Ti–Al–Fe,” J.

Physics unit calculator full#

Jing, “Determination of thermodynamic properties in full composition range of Ti–Al binary melts based on atom and molecule coexistence theory,” Trans. Zhang, “Model prediction of thermodynamics activity in multicomponent liquid alloy,” Key Eng. Chang, “A thermodynamic analysis of the phase equilibria of the Fe–Ni system above 1200 K,” Metall. Dessureault, “The modified quasichemical model I-binary solutions,” Metall. Thermodynamic properties of the Fe–S liquid phase and the calculation of the Fe–S phase diagram,” Metall. Chang, “Thermodynamics and Phase relationships of transition metal-sulfur systems: Part III. Zhang, Computational Thermodynamics of Metallurgical Melts and Solutions (Metallurgical Industry Press, Beijing, 2007). Wang, “The widespread applicability of the mass action law to metallurgical melts and organic solutions,” CALPHAD: Comput. Sommer, “Association model for the description of thermodynamic functions of liquid alloys,” Int. Bellemans, “Effets isotopiques et proprietes thermodynamiques en phase condensee. Tao, “A new model of thermodynamics of liquid mixtures and its application to liquid alloys,” Thermochim. De Boer, “Cohesion in alloys-fundamentals of a semi-empirical model,” Phys. Prausnitz, “Local compositions in thermodynamic excess functions for liquid mixtures,” AICHE J. Zivkovic, “Predicting thermodynamic properties in Ti–Al binary system by FactSage TM,” Comput. Gaviko, “Optical, electrical, and magnetic properties of Fe 2Cr 1 – xV xAl alloys,” Phys. Marchenkov, “Semiconductor-like behavior of electric transport in Fe–V–Al-based metallic alloys and their uncommon magnetic properties,” Phys. Dulov, “Structural and phase transformations occurring during preparation of ordered ternary Fe–Al–M alloys (with M = Ga, B, V, and Mn) by mechanical alloying,” Phys. Shchetnikov, “Transformation of the structure and parameters of phases during aging of a titanium Ti–10V–2Fe–3Al alloy and their relation to strengthening,” Phys. Shchetnikov, “Study of the Effect of Carbon on the Deformation Behavior and Microstructure of a Ti–10V–2Fe–3Al Alloy,” Phys.

physics unit calculator

Guo, “Determination of the thermodynamic properties of Ni–Ti, Ni–Al, and Ti–Al, and nickel-rich Ni–Al–Ti melts based on the atom and molecule coexistence theory,” J. Dimitrov, “Microstructural evolution of nickel-rich Ni–Al–Ti alloys during aging treatments: the effect of composition,” Acta Metall. Liang, “The Al–Ni–Ti (aluminum-nickel-titanium) system,” Bull. Durand-Charre, “The nickel-rich corner of the Ni–Al–Ti system,” J.

physics unit calculator

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Meanwhile, the thermodynamic properties of activities and the excess Gibbs free energy of mixing were predicted in the Fe–Al–Ti ternary melts at 1873 K under conditions of various Fe/Al ratios. The temperature dependence of the activity coefficients \(\gamma _\) were also studied from 1873 to 2073 K. The thermodynamic model was also established to calculate the mass action concentration (activity) of the structural units in the above-mentioned binary alloy system. The thermodynamic properties for the full composition range of liquid Fe–Ti alloys were determined using the atom and molecule coexistence theory (AMCT).







Physics unit calculator