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Singular integrals on curves and surfaces,nditions. In particular, I will show that the latter are always the consequence of a minimum principle due to Gibbs. I will also emphasize that equilibrium does not always imply constancy of fields. Then, phase diagrams, also due to the genius of Gibbs, emerge as a graphical representation of equilimachination 发表于 2025-3-22 15:16:28
Singular integrals on curves and surfaces,the overall mechanism is dominated by the thermodynamic properties of the embryos of the new phase, it can be (and has been, first) considered by the methods of heterophase thermodynamics. This is also the way nucleation is taught in common courses and manuals. However, one must be aware that everymachination 发表于 2025-3-22 20:04:04
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Singular integrals on curves and surfaces,ent. The use of this word “flux” is derived from its more general usage for a substance which reduces the melting temperature, or dissolves oxides as in soldering. The principles discussed here can normally be applied to metallic solvents also. Another term which overlaps with flux growth is growthconcubine 发表于 2025-3-23 08:58:06
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