first-order-like
1.It is shown that the pump parameter and intensity noise correlation time are the major factors of the first-order-like transition.
2.Abstract: A new variable structure model reference adaptive control (VS-MRAC) scheme is proposed in this paper.By transforming a relative degree one system into a first-order-like differential equation,it is shown that the SPR (Strictly Positive Real)assumption for reference model or its modified form(if plant relative degree n*>1)can be removed and the tracking error can converge to zero in finite time or a small residual set.
3.The basin is controlled by four groups of fault (NEE, NWW, nearly EW, NW and the fault groups like letter X) which divided the basin into three first order structure units, including northern sub-basin, the central uplift and the southern sub-basin. The two sub-basins can be divided into smaller structure units, in which the Yining depression is the most favorable in Yili basin.
4.Abstract: By compressing a monolayer film,the coexistence of liquid condensed (LC) and liquid expanded (LE) phases can be reached.The transition from LE to LC is usually regarded as a first-order one,so the theory of crystallization can be applied.In this article we review our recent studies on the growth of LC domains in the LE-LC coexistence region driven by the illumination of a fluorescent microscope.The mechanism of this unusual 2D domain growth phenomenon is discussed.The formation of faceted, dendritic and fractal-like domains as well as the evolution and the transition of these patterns are investigated.
5.By compressing a monolayer film,the coexistence of liquid condensed (LC) and liquid expanded (LE) phases can be reached.The transition from LE to LC is usually regarded as a first-order one,so the theory of crystallization can be applied.In this article we review our recent studies on the growth of LC domains in the LE-LC coexistence region driven by the illumination of a fluorescent microscope.The mechanism of this unusual 2D domain growth phenomenon is discussed.The formation of faceted, dendritic and fractal-like domains as well as the evolution and the transition of these patterns are investigated.
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8.The article first review the usual algorithms based on the second-order statistics such as conventional beam-forming, inverse beam-forming and subspace-like and analyze their performance. The theory analysis and simulation indicate: The azimuth resolution of IBF is improved 1/3 than that of CBF, and the array gain of IBF is improved 3dB than that of CBF.
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