Modeling of micro tools using analytical methods Effect of spindle speed on stability diagrams Calculation of tool vibration during micro milling operations In this study, Chou's general solution model (GSM) and the geometric models were applied to six components liquid and quaternary, ternary liquid alloys for high temperature. In all geometric models, the enthalpy and partial enthalpies of mixing of liquid Ni-Cr-CoAl -Ti-Cu of six components for the cross sections, xNi/xCr =1, xNi/xCo =1, xCr/xCo =1, r=xAl / xTi , Pb-free quaternary Au-In-Sn-Zn alloy for the cross section, xIn / xSn = 2, xSn / xZn = 1 and ternary In-Pd-Sn alloy for the cross section, xIn/xSn =1 have been evaluated at the temperatures 2000 K, 773 K and 1173 K, respectively, in order to compare with the experimental results. Generally speaking, it is seen that there is an agreement between the results of geometric models and those of thre experimental results. Figure A. For r=6, partial excess energy of Cu for the mixing in the liquid Ni-Cr-CoAl -Ti-Cu system at 2000 K using the different models. Purpose: In this study, Chou's general solution model (GSM) and the traditional geometric models were applied to liquid Ni-Cr-CoAl -Ti-Cu, Au-In-Sn-Zn and In-Pd-Sn alloys for high temperature. Theory and Methods: In this study, some models known as geometric model Chou's general solution method, Kohler, Muggianu, Toop and Colinet models were used to calculate Gibbs energy and enthalpies of three, four and six component liquid alloys. Results: The results obtained from the models used in this study were found to be mutually compatible. Conclusion: Generally speaking, it was understood that almost all of the models gave results close to the experimental results, but the GSM model supported other models in all models.