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spin-dry相关的网络例句

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By means of analytical and numerical calculations,the spin reorientationtransitions in sublattice magnets(including one-sublattice and two-sublattice magnets)and the spin configurations in magnetic films have been systematically studied.

本文借助于解析求解和数值计算的方法,系统地研究了亚点阵磁体(包括单亚点阵和双亚点阵磁体)中的自旋再取向转变和磁性薄膜系统中的自旋组态。

It is discovered that there is a new magnetic transition: the first order spin reorientation reform , at which the magnetization, the anisotropy coefficients and the mean fields of the two - sublattice system change, accompanying with the spin reorientation.

还发现存在一级自旋再取向重整转变,在发生自旋再取向转变的同时双亚点阵系统的磁化强度,磁晶各向异性参数,分子场等磁性的大小都发生改变,是一种新型磁性相变。

The introduction of torsion field can be included in a new meaning to the concept of physical vacuum . All kinds of fields (electromagnetic field, gravitational field and torsion field) can be regarded as the behaviors of physical vacuum under different polarized conditions. If one charged particle in vacuum spins to lead to the charge polarization of the vacuum , it takes the form of electric field ; if the move source is mass, by which the spin leads vacuum to the vertical polarization, it takes the form of gravitational field; If the spin is self-spinning to lead vacuum to the horizontal polarization, it takes the form of torsion field.

挠场的引入从最基本的层次上可以纳入对物理真空这一概念的新的理解上;各种场都可以看作为物理真空在不同极化条件下的表现;如果一个带电粒子存在于真空,作为一种挠动,使物理真空被电荷极化,就表现为电场;如果这种挠动源是质量,物理真空在质量的挠动下引起真空的自旋纵向极化,就表现为引力场;如果这种挠动是由于物体的自旋引起的,那么,真空被横向极化,就表现为挠场。

It concludes the describing circle tractarian state of principal quantum number, angular quantum number and magnetic quantum number , and the describing electron spin state of spin quantum number.

包括表示轨道运动状态的主量子数、角量子数和磁量子数,以及表示电子自旋运动状态的自旋量子数。

We find that the spin polarization is quite large even with a weak spin–orbit interaction.

我们发现即使在弱的自旋轨道耦合下自旋极化率也可以达到很大。

For Mn5 cluster, the most stable structure is trigonal bipyramid with spin magnetism of 3 μ, and Mn6 cluster has the most stable structure of ferromagnetic octahedron with spin magnetic moment of 16μ.

Mn6的最稳定构型为铁磁性的畸变八面体(磁矩为16,C(下标 4v))。各种异构体虽然多重度不同,但每个原子的自旋极化度均在3以上。

Spin coupling rules of ground state of 2,2′-bipyridyl as coupling unit and four radicals as spin centers have been studied by AM1-CI methods.

以2,2′-联吡啶为耦合单元,用*CH2,HNO*NH和*O四种自由基为自旋中心,设计出五种体系的分子。

Results:(1) Spin-echo sequence included axial, coronal and sagittal images. In T1-weighted images,the medulla oblongata is isointense,the cistern is hypointense; in T2-weighted images,the medulla oblongata is isointense, CSF shows hyperintense, and the arteries of posterior fossa appear hypointense flow voids. The cisternal cranial nerves are not clearly demonstrated in the routine spin-echo images. In 3D-time of flight images, the brain tissue shows isointense, CSF is hypointense, the artery shows hyperintense,and the cranial nerves show linear isointense.

2,结果:(1)常规SE序列横断面、冠状面及矢状面T1WI显示延髓等脑组织呈等信号,延髓周围池脑脊液呈黑色低信号,T2WI显示脑组织为等信号、脑脊液为白色高信号,脑底动脉在池内高信号背景下由于&流空效应&而表现为低信号,常规序列由于成像参数关系而不能直接显示脑池内颅神经;三维时间飞跃(3D-TOF)成像序列显示脑组织为等信号,脑脊液为低信号,而脑池内脑底动脉则呈高信号、脑池内后组颅神经为线状等信号。

A new density operator formalism for describing thecoupled high-spin systems was proposed.The formula ofevolution of density operators under the effect of weakspin-spin coupling were derived.Some experiments wereanalyzed include refocused INEPT and homonuclear COSY(for2D nuclear).

五提出一种描述高自旋体系密度算符演化的新方法,推导了高自旋体系和自旋算符在弱偶合哈密顿作用下的演化公式,并以■核(2D)为例,计算了重聚INEPT和同核COSY实验谱。

By simulating the EPR parameter D and the optical spectra, the distorted angles of two inequivalent sites which formed by Cr3+ replacing M3+ are determined and the obvious differences of the distorted angles calculated by using two spin orbit coupling parameter model and single spin orbit coupling parameter model are found.

通过模拟光谱和EPR谱确定了Cr3+取代 M3+形成的两种占位结构的畸变角,发现用双自旋轨道耦合系数模型与单自旋轨道耦合系数模型计算出的畸变角存在较大的差异。

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Breath, muscle contraction of the buttocks; arch body, as far as possible to hold his head, right leg straight towards the ceiling (peg-leg knee in order to avoid muscle tension).

呼气,收缩臀部肌肉;拱起身体,尽量抬起头来,右腿伸直朝向天花板(膝微屈,以避免肌肉紧张)。

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