О формировании гомологических серий (рядов) химических соединений в многокомпонентных системах ионов химических элементов
Рисунок 1 - Подсистема {(т. 6 = [BrdDwb](r + w)bd+) – (т. 9 = [AtfFva](t + v)af+) – Cc-}
bd+) – (т. 9 = [AtfFva](t + v)af+) – Cc-}](/media/images/2025-01-10/58d3baec-f5ac-4c10-886c-f1245fbae20b.png)
т. 1 = ПХСn(bas) = AtbdfcBradfcDwabfcFvabdcC(t + r + w + v)abdf,
т. 4 = AtfcFvacC(t + v)af,
т. 5 = BrdcDwbcC(r + w)b,
т. 6 = [BrdDwb](r + w)bd+,
т. 9 = [AtfFva](t + v)af+,
т. 10 = ЧЗК n(bas) = [AtbdfBradfDwabfFvabd](t + r + w + v)abdf+,
т. 19 = ПЗКn(bas) = [AtbdfcBradfcDwabfcFvabdcC(r + w)abdf](t + v)abdfc+,
т. 20 = ПЗКn(bas) + 1 = [(At(r + w)bdfcBr(t + r + w + v)adfcDw(t + r + w + v)abfcFv(r + w)abdcC(r + w)(t + r + w + v)abdf](t + v)(r + w)abdfc+,
т. 21 = ПХСn(bas) + 1 = At(r + w)bdfcBr(t + r + w + v)adfcDw(t + r + w + v)abfcFv(r + w)abdcC(r+ w)(2t + r + w + 2v)abdf,
т. 22 = ЧЗКn(bas) + 1 = [At(r + w)bdfBr(t + r + w + v)adfDw(t + r + w + v)abfFv(r + w)abd](r+ w)(2t + r + w + 2v)abdf+,
т. 23 = ПЗКn(bas) + 2 = [At(r + w)bdfcBr(2t + r + w + 2v)adfcDw(2t + r + w + 2v)abfcFv(r + w)abdcC(r+ w)(2t + r + w + 2v)abdf](t + v)(r + w)abdfc+,
т. 24 = ПХСn(bas) + 2 = At(r + w)bdfcBr(2t + r + w + 2v)adfcDw(2t + r + w + 2v)abfcFv(r + w)abdcC(r + w)(3t + r + w + 3v)abdf,
т. 25 = ЧЗКn(bas) + 2 = [At(r + w)bdfBr(2t + r + w + 2v)adfDw(2t + r + w + 2v)abfFv(r + w)abdf](r + w)(3t + r + w + 3v)abdf+,
т. 26 = ПЗК = [At(r + w)bdfcBr(t + v)adfcDw(t + v)abfcFv(r + w)abdcC(t + v)(r + w)abdf](t + v)(r + w)abdfc+,
т. 27 = ПЗКn(bas) = [AtbdfcBradfcDwabfcFvabdcC(t + v)abdf](r + w)abdfc+,
т. 28 = ПЗКn(bas) + 1 = [At(t + r + w + v)bdfcBr(t + v)adfcDw(t + v)abfcFv(t + r + w + v)abdcC(t + v)(t + r + w + v)abdf](t + v)(r + w)abdfc+,
т. 29 = ПХСn(bas) + 1 = At(t + r + w + v)bdfcBr(t + v)adfcDw(t + v)abfcFv(t + r + w + v))abdcC(t + v)(t + 2r + 2w + v)abdf,
т. 30 = ЧЗКn(bas) + 1 = [At(t + r + w + v)bdfBr(t + v)adfDw(t + v)abfFv(t + r + w + v)abd](t + v)(t + 2r + 2w + v)abdf+,
т. 31 = ПЗКn(bas) + 2 = [At(t + 2r + 2w + v)bdfcBr(t + v)adfcDw(t + v)abfcFv(t + 2r +2w + v)abdcC(t + v)(t + 2r + 2w + v)abdf](t + v)(r + w)abdfc+,
т. 32 = ПХСn(bas) + 2 = At(t +2r +2w + v)bdfcBr(t + v)adfcDw(t + v)abfcFv(t +2r +2w + v)abdcC(t + v)(t + 3r + 3w + v)(abdf,
т. 33 = ЧЗКn(bas) + 2 = [At(t + 2r + 2w + v)bdfBr(t + v)adfDw(t + v)abfFv(t +2r +2w + v)abdf](t + v)(t + 3r + 3w + v )abdf+