Rotating stalls are generally the first instability met in turbomachinery, before surges. This 3D phenomenon is characterized by one or more stalled flow cells which rotate at a fraction of the impeller speed. The goal of the present work is to shed some light on the entropy generation in a centrifugal fan under rotating stall conditions. A numerical simulation of entropy generation is carried ...

A new model for correlating self-diffusion coefficients is proposed here. It based on the entropy scaling concept and makes it possible to quantitatively estimate in any fluid state (subcritical gas liquid as well supercritical states). general relationship between a dimensionless form of coefficient function Tv-residual proposed. This involves thermodynamic properties that were straightforward...

Let f be an endomorphism of an irreducible sofic system S, where S has entropy Iog)t. The degree of f is the number d such that f is d to 1 almost everywhere. Then d divides a power of the greatest common divisor of the nonleading coefficients of the minimal polynomial of )t. Also, f multiplies the natural measure on unstable sets of generic points by a positive unit of the ring generated by 1/...

In the sight of difficulty in segmentation of armor plate surface defects, visual attention mechanism is applied to segment defects images of steel strip surface, the key step of visual attention mechanism-fusion method of saliency images is improved, thinking of the contribution of salient area size, number and distribution to the comprehensive salient image, gray level consistency and GLCM’s ...

We consider the entanglement entropy for a sub-system in d + 1 dimensional SU(N) lattice gauge theory. The 1 + 1 gauge theory is treated exactly and shows trivial behavior. Gauge theories in higher dimensions are treated within Migdal-Kadanoff approximation. We consider the gauge theory in the confinement phase. We demonstrate the existence of a non-analytical change from the short distance to ...