Досліджено у великій вибірці (понад 2770 об"єктів) закономірності взаємозв"язку між температурами плавлення (ТП) та кипіння (ТК) простих речовин (хімічних елементів) і різних хімічних сполук неорганічної та органічної природи. Виявлено кореляції параметрів співвідношення температур з мольними об"ємами (VЕ) та питомою густиною (dЕ) для 118 відомих на сьогодні хімічних елементів. Виявлено строгі формульні зв"язки з іншими фізико-хімічними параметрами і константами. Вдалося спрогнозувати й уточнити ТП, ТК, VЕ і dЕ хімічних елементів усього трансуранового ряду.
Исследованы в большой выборке (более 2770 объектов) закономерности взаимосвязи между температурами плавления (ТП) и кипения (ТК) простых веществ (химических элементов) и различных химических соединений как неорганической, так и органической при-
роды. Выявлены корреляции параметров соотношений температур с мольными объемами (VE) и удельной плотностью (dE) для 118 известных сегодня химических элементов. Выявлены строгие формульные связи с другими физико-химическими параметрами и константами. Удалось спрогнозировать и уточнить ТП, ТК, VЕ и dЕ химических элементов всего трансуранового ряда. Investigated in large sample (over 2770 objects) the patterns of relationship between melting points (&TM) and boiling point (TB) of simple substances (chemical elements) and different chemical compounds, inorganic and organic nature. The detected temperature ratio parameter to correlation with amount of molar volume (VE) and specific density (dE) for& the 118 today known elements. Found the strict formula mating with other physical-chemical parameters and constants. Able to predict and refine TM, TB, VE and dE of the chemical elements all Tran"s uranium series. It is show that the correlation equ&ations of lines of distribution of simple substances (chemical) compounds of organic and inorganic nature in the form of functions: ТM = f (?ТMB), ТB = f (?ТMB), where ?ТMB = (ТB?ТM), and the boundaries of their special zones clearly correlated to th&e level of simple mathematical formulas with the fundamental constants. In particular next constant: the fine structure (?o = 0.0072973524; constant of gravitation (G = 6,67428?10-11 m3·(c·kg)- 2; the electric impedance (Zo = c?o = 376,73031); a mola&r volume (Vo = 0.0224139682 m3·k-mol-1; a specific energy chemical connection ?Go = 395458,1716 J·mol-1; and gravity radius (equally weighted according to Kepler"s laws) r? = 1467,584624 m, and others. It is also shown that areas of selected points (&Тi) on the function of the ТM = f (?ТMB), for which ТM = Тi, the approximation lines on the function of ТB = f (?ТMB), are linear in nature. This lines have characteristic coefficients: y = 1,00092660467x + 302,179177315 , and tangent of an angle who&se angle to the axis of the horizontal axis tg(?)К = 1,0016259582, the simple ratio of universal physical-chemical molar volume constant [(tg3?)К / (2·103)]? ? Vo = 0,0224139682 m3·k-mol-1. Found almost simultaneous move two periodicals dependencies &molar volume VE elements and their temperature coefficient kt = (ТB + ТM) / (ТB - ТM) from the sequence number of the chemical elements. Based on this fact, was made the forecast values of VE, and calculated
on the specific density (dE) t of the all& elements Tran"s uranium series items. Experimental determination Conducted a comparison of the stability of atoms and stars on the example of the analysis of the periodic dependence of the specific density (dE) all of the 118 known elements today fr&om their serial number. Also was the proposed graduation of four a limited bounders, and eight zones of stability to the same a stars stability of the transitions in similar vision in accordance with the periodic changes in the properties of the resp&ective chemical elements with same mass multiplicity sight for cosmological masses. Namely, for the stars ? M? = MЕ?M? same as for the atomic masses same ? mЕ = MЕ?mu. In addition, show that limit for atoms and you allow vision grown to the multiplic&
