Theoretical study of the <Superscript>1,3</Superscript>Σ<Superscript>+</Superscript> states of the NaH molecule in the adiabatic and diabatic representations

Adiabatic and diabatic study for all the states dissociating below the ionic limit [i.e., Na (3s, 3p, 4s, 3d, 4p, 5s, 4d, and 4f) + H (1s)] in ¹Σ⁺ and ³Σ⁺ symmetries are presented. Adiabatic results are also reported for ^1,3Π and ^1,3Δ symmetries. Pseudo-potential, operatorial core-valence correlation, and full valence CI approaches combined with an efficient diabatization procedure are used in these ab initio calculations. Our vibrational-level spacings and spectroscopic constants are in good agreement with the available experimental data for the low-lying states. Diabatic potentials and dipole moments are analyzed, revealing the strong imprint of the ionic state in the ¹Σ⁺ adiabatic states. The hydrogen electron affinity correction was taken into account by the use of the efficient diabatization method. This leads to a better agreement with the available experimental data. Experimental suggestions are also given for the higher excited states based on their unusual behavior.     

心室颤时脑微动脉血管的应力实验

实验测得了猫在心室颤前，后的脑微动脉内径及血压的变化，引入增量应力和应变的概念，计算了在心室颤前后微动脉血管（内径小于１００μｍ）应力与应变的变化规律，并获得了在不同期间内血管的本构方程。     

Semiclassical Asymptotics and Gaps in the Spectra of Magnetic Schrödinger Operators

In this paper, we study an L ² version of the semiclassical approximation of magnetic Schrödinger operators with invariant Morse type potentials on covering spaces of compact manifolds. In particular, we are able to establish the existence of an arbitrary large number of gaps in the spectrum of these operators, in the semiclassical limit as the coupling constant goes to zero.     

A note on Besov regularity of layer potentials and solutions of elliptic PDE's

Let be a second order, (variable coefficient) elliptic differential operator and let , , 0$">, satisfy in the Lipschitz domain . We show that can exhibit more regularity on Besov scales for which smoothness is measured in with . Similar results are valid for functions representable in terms of layer potentials.

     

基于阈值函数的诱发脑电小波特征增强

通过对脑-计算机接口中通信信号进行频谱分析,发现了靶刺激信号与非靶刺激信号的频谱在10Hz以下的低频段有较大的不同,采用Daubechies小波和Mallat算法对脑电信号进行多尺度分解,对高频分解系数简单置零、低频系数引入连续阈值函数进行滤波,使白噪信号在一定程度上得以滤除,靶刺激信号更加突出,提高了后续模式分类的正确率.     

Late Mesozoic metamorphic core complexes: new constraints on lithosphere thinning in North China

Metamorphic core complexes (mcc’s) are among the most prominent structural styles of lithosphere extension and thinning during late Mesozoic in North China. In this paper, the geometrical, kinematic and age characteristics of some of the mcc’s, e.g. Liaonan, Waziyu (Yiwulüshan), Yunmengshan, etc., are discussed. Some common characteristics, such as kinematic polarity, geometric asymmetry, occurrence over a time span, scattered and isolated distribution, and progressive development, can provide direct constraints on the regional lithosphere extension and thinning in North China, which does not favor the prevailing plume model，a general delamination model or extensional collapse of overthickened orogenic crust. We argue that several aspects, such as the kinematic polarity at depths during lithosphere extension, gradual break-up of lithosphere plate, relationship between magmatism and regional extension, and coeval activity of mcc’s and Tan Lu fault, should be taken into consideration when constructing a more reasonable model for lithosphere extension and thinning in North China.     

论方东美美学的方法和问题

方东美的美学方法和他所回答的种种问题在逻辑上是一致的.他是从人文途径建构了一个"既超越又内在"形上学方法,并以此反对西方二元对峙的方法.他的美学和哲学是浑为一体的,是步了"天人合一"的理路.他把人、自然、宇宙的统一看作是生命情调以美学化方式的一种渲泄.方东美美学的方法还可以称作是"全体的直透"法.由于把宇宙、人皆看作是有生命的"情理集团",他对美的解释是庄子所谓的"大美",是"原天地之美而达万物之理".同时,他主张这个天地之美寄于生命,形于创造.总之,方东美的美学思想既承续了中国传统体用不二的路数,又借鉴了西方柏格森、怀特海许多有益的因子,构成了一个独具特色的当代中国美学的思想体系.