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1)  Soliton decay
孤子衰变
2)  decay daughter
衰变子体
1.
Measuring principle is made clear by analyzing radon a decay daughters and describing how to distinguish these daughters.
通过分析氡的α衰变子体和说明区分这些子体的方法来阐明测量原理,详细介绍了组成该仪器的各个部件及其原理,如电源、半导体探测器、微控制器等。
3)  attenuation coefficient
衰变因子
1.
A non-iterative model for collecting rate of condensed water bsaed on attenuation coefficient model was bult,and another model bsaed on diffusion layer theory was improved.
以衰变因子模型为基础建立了冷凝水收集速率的非迭代模型,完善了基于扩散层理论计算冷凝水收集速率模型。
4)  electron decay
电子衰变
1.
A tiny damage of charge conservation was received in this paper from the measure experiment of electron decay and the elastic scattering of 500Mev neutron and proton, also the damage and new knowledge of the charge conservation were briefly reviewed.
本文从对电子衰变的实验测量和500Mev中子和质子弹性散射,得到了电荷守恒的微小破坏,并简要地评述了电荷守恒定律所遇到的破坏及认识。
2.
Using substructure model of lepton and quark,the neutrino oscillation,and the electron decay etc.
用轻子、夸克的亚结构模型,分析了中微子振荡、μ→e+γ、b→s+γ以及电子衰变等过程。
5)  leptonic decay
轻子衰变
1.
Starting from the QCD potential which emerges from the effective dilaton gluon coupling,the energy levels and the widths of the leptonic decay and radiative transition are calculated for heavy mesons(c and b)and compared with that of the Cornell potenial.
从伸缩子 -胶子有效耦合理论得到的重夸克 -反夸克势模型出发 ,计算了重介子的自旋平均能谱及轻子衰变和辐射跃迁宽度 ,并与Cornell势模型所得到的相应结果作了比较 。
2.
The relation between the leptonic decay width of J / ψand the color screening mass at finite temperature is studied by using different quark binding potentials.
用不同形式的夸克结合势研究J/ψ的轻子衰变与色屏蔽质量的关系,用屏蔽质量与介质温度和密度的关系,得到J/ψ在热密物质中的轻子衰变宽度。
3.
The spectra,leptonic decay widths and the E1 transitions of system are calculated,with the confining potential including the color screening effect as a color confinement between quark and antiquark.
利用含色屏蔽效应的禁闭位,计算了b体系的能谱,轻子衰变宽度和E1跃迁。
6)  quantum decay
量子衰变
1.
Influence of nonlinear coupling on quantum decay rate of metastable dissipative systems;
非线性耗散对亚稳态系统量子衰变速率的影响
补充资料:孤子
分子式:
CAS号:

性质:孤子的概念来源于“孤波”,这是一种在水面上传播的孤立的波峰。此波峰在传播过程中保持形状不变,不像一般水波那样发生弥散。孤子具有定域性(波形集中在一定的范围以内)、稳定性(传播过程中波形和速度不变)和完整性(碰撞后波形仍恢复到原来的形状)。除具有波峰形式的孤子外,还存在一种其波形象一个台阶形式的孤子,常称为畴壁(domainwall)。在许多物理过程中都会出现这种畴壁形的孤子,如晶格缺陷的移动,铁磁体中磁畴壁的运动等。导电聚乙炔中电荷载流子也是一种畴壁形孤子。

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