“…2a) parallel to the base of the prism; its vertices slide over the planes V, L, and S and change its shape with changing pressure. It was shown [4,5] that the liquidus, solidus, and vapour surfaces (L, S CZT , and V) have stationary lines, for which the partial derivatives ∂T/∂x and ∂T/∂y are equal to zero [12] (for the p-x-y projection, ∂p/∂x and ∂p/∂y are equal to zero) and belong to one surface, T(x, y) or p(x, y). The polythermal sections of the T-x-y projection (Fig.…”