1、

Quantum Chromodynamics and Nuclear Physics

量子色动力学与核物理

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2、

The questions of Quantum Chromodynamics Containing Colour Dielectric Field 1. Quantized by Path Integrals

含有色介场的量子色动力学问题&1.色介场、规范场的量子化

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This study is of importance to the test and development of quantum chromodynamics, and provides a solid foundation for continuing experimental studies of charmonium physics at an advanced level in China. It was awarded a 2nd Class National Science Award in 2001.

该项研究成果对量子色动力学的检验与发展具有重要意义,为我国粲偶素物理实验研究的继续发展并保持先进水平奠定坚实基础。

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4、

Advances in Quantum Chromodynamics

量子色动力学的进展

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Quantum Chromodynamics ( QCD) is the fundamental theory in dealing with strong interaction dynamics of mesons and baryons.

量子色动力学(QCD)是人们公认的处理介子和重子的动力学等强相互作用的基本理论。

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6、

Weak coupling approximate Schwinger-Dyson equation of the straton's propagator in quantum chromodynamics and Its Solutions

弱耦合近似下量子色动力学中层子传播函数Schinger-Dyson方程及其解

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For the synthesized D-A type molecules ( 4a-4F), the solvent effects, absorption spectroscopy, fluorescence spectroscopy, and cation effects test of Cu+ and Fe3+ were carried out. The corresponding fluorescence quantum yield was also calculated.

对合成的D-A结构化合物4a-4f分别进行了溶剂化效应、吸收光谱、荧光光谱及Cu2+、Fe3+阳离子效应的测试,并计算了荧光量子产率。

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8、

Change of the quantum of CCK-neure in cortex of Chronicity Mercury Exposed Rats

慢性染汞大鼠皮质胆囊收缩素神经元的变化

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Quantum mechanics scored first in providing an explanation of atomic structure.

量子力学首先在提供对原子结构的说明中取得成功.

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10、

The best-known example of the exact validity of quantum mechanics is the atomic structure.

原子的结构是量子力学准确有效性的最好例子.

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11、

In 1995, Georgia Benkart etc. constructed quantum deformations of enveloping algebra of Borcherds superalgebra.

1995年, GeorgiaBenkart等构造了Borcherds超代数的量子化包络代数.

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12、

On Axiomatical Hypotheses of Classical and Quantum Statistical Mechanics

论经典统计力学与量子统计力学中的公理假设

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13、

For its widespread applications in the fields of statistical mechanics, com-munication network, computer science and quantum chemistry, spectral graph theory has become a very important research area in graph theory.

由于它在统计力学、通信网络、计算机科学、量子化学等学科中均有着广泛的应用,因而它是图论中的重要研究领域。

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14、

An Approximatively Solvable Model for Quantum Elastic Scattering

一个量子弹性散射的近似可解模型

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15、

The Atlanteans had the knowledge of hyper-dimensional quantum physics and understood that counter rotating specific magnetic fields around cylindrical crystals created antigravity waves.

亚特兰提斯人拥有超次元量子物理学的知识,并理解到可以使绕着圆柱晶体逆转之特定磁力场而创造出反引力波。

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Quantum phase transition in a bilayer Heisenberg antiferromagnet

双层Heisenberg反铁磁体中的量子相变

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18、

Quantum Chemical Study on the Structures and Properties of the Molecular Clusters of Azides

叠氮类分子簇结构和性质的量子化学研究

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19、

The tunneling characteristics of the semiconductor quantum well through a double-barrier potential model is studied.

用双势垒模型研究了半导体异质结量子阱的隧穿特性.

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20、

Study on Structures and Properties of Fatty Alcohols with Quantum-chemical Descriptors and Topological Index benzene-methanol azeotrope

基于量化参数和拓扑指数的脂肪醇沸点QSPR研究苯-甲醇共沸混合物

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