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Comprehensive design data are presented for fixed-sector pad thrust bearings for a wide range of geometric parameters; the data are for laminar as well as turbulent regimes of operation. The data include load support, power loss, oil requirements and fluid film dynamic coefficients of the bearings.
We give several characterizations of non-Archimedean Polish groups admitting compatible two-sided invariant metrics. Using these characterizations we further prove that there exist surjectively universal groups for this class, but there are no universal ones. We also give answers to analogous questions for abelian non-Archimedean Polish groups.
The two-slit delayed experiment is re-examined from the standpoint of nonlinear dynamics in the presence of multiple attractors and fractal Nike Free Canada Sale basin boundaries. It is suggested that the results may be interpreted as the response of the underlying system to a temporary switch Nike Roshe Run Canada of one control parameter, rather than as a retroaction between this system and the observer.