To quantum mechanics through random fluctuations at the Planck time scale

We show that (in contrast to a rather common opinion) QM is not a complete theory. This is a statistical approximation of classical statistical mechanics on the {\it infinite dimensional phase space.} Such an approximation is based on the asymptotic expansion of classical statistical averages with respect to a small parameter $\alpha.$ Therefore statistical predictions of QM are only approximative and a better precision of measurements would induce deviations of experimental averages from quantum mechanical ones. In this note we present a natural physical interpretation of $\alpha$ as the time scaling parameter (between quantum and prequantum times). By considering the Planck time $t_P$ as the unit of the prequantum time scale we couple our prequantum model with studies on the structure of space-time on the Planck scale performed in general relativity, string theory and cosmology. In our model the Planck time $t_P$ is not at all the {\it "ultimate limit to our laws of physics"} (in the sense of laws of classical physics). We study random (Gaussian) infinite-dimensional fluctuations for prequantum times $s\leq t_P$ and show that quantum mechanical averages can be considered as an approximative description of such fluctuations.Comment: Discussion on the possibility to go beyond Q

ANTIWEAR MECHANISM AND ANTIFRICTIONAL ACTION OF TECHNI-LUBE CONDITIONER IN DIESEL FUEL COMPOSITION

Artificial introduction of Techni-lube conditioner into the diesel fuel is instrumental in the substantial improvement of its antiwear and antifrictional properties. The researchers conducted by the help of the modernized foot of A.S. Ahmatova revealed that the fuel into which composition there was introduced the Techni-lube conditioner has a large thickness of border oiling tape. It results in substantial reduction of adhesive constituent of force friction that by adequate appearance is reflected on the wear of surfaces