1) vibration scattering point
振动散射点
1.
Based on radar backscatter theory and scattering point model,a universal theoretical radar echo model of circle rotation scattering point on arbitrary plane was derived and established,and the equivalence of this model to the one of vibration scattering point was discussed.
基于雷达后向散射理论和散射点模型,针对雷达目标的任意圆周旋转散射点,详细推导并建立了雷达回波通用模型,对其与振动散射点的等效性进行了详细的讨论。
2) vibrational scattering
振动散射
3) Vibrational excited scattering
振动激发散射
4) Resonance scattering
共振散射
1.
Studies on Resonance Scattering and Fluorescence Effects of Nanoparticles which Contain Sulfur, Selenium or Iodine and Their Analytical Application;
含硫、硒、碘纳米微粒的共振散射和荧光效应研究及其分析应用
2.
Immuno-nanogold Resonance Scattering Spectral Assay of Immunoglobulin M and Human Chorionic Gonadotrophin;
免疫球蛋白M和人绒毛膜促性腺激素的金标记免疫共振散射光谱分析
3.
Immuno-nanogold Resonance Scattering Spectral Assay of Penicillin G;
青霉素G的金标记免疫共振散射光谱分析
5) resonance light scattering
共振散射
1.
Determination of micro chromium Ⅵ in environmental water samples by resonance light scattering;
共振散射光谱法测定环境水样中微量铬Ⅵ
2.
Resonance light scattering spectra of interaction of gentamycin sulfate with tetra-substituted carboxyl aluminum phthalocyanine and its analytical application
四羧基铝酞菁与硫酸庆大霉素相互作用的共振散射光谱及其分析应用
3.
Resonance light scattering system of proteins-tetra-carboxylic copper phthalocyanine and its application
蛋白质-四羧基铜酞菁体系的共振散射行为及其分析应用
6) scattering amplitude
散射振幅
1.
The transmission amplitude expressed by Greens functions is derived exactly for the case of one dimension,and the scattering amplitude for the three dimension case is also given approximately by Greens functions.
对于一维散射给出了透射振幅的格林函数表示 ,对于三维散射近似给出了散射振幅的格林函数表示 。
2.
The analytic continuation of scattering amplitudes in the complex angular-momentum plane is introduced.
介绍了量子力学中散射振幅分波展开在复角动量平面中的解析延拓问题,讨论了Regge极点的物理意义及其应用。
补充资料：点振子振动和点电极振子振动
分子式：
CAS号：
性质：又称点振子振动和点电极振子振动。振动能量绝大部分集中在点电极范围内，形成“能量封闭”的振动模式。振子电极面远小于压电陶瓷片的总面积，且与厚度有适宜的匹配关系。在交变电场作用下，沿厚度方向产生振动，其振幅随着至电极中心距离的增加，呈指数式衰减。谐振频率与压电陶瓷片的厚度有关。为提高频率通常将压电陶瓷片磨得很薄，有时考虑到压电陶瓷自身强度太低，可用特制的陶瓷片作垫片来防止压电陶瓷片损坏。常用于高频场合。
CAS号：
性质：又称点振子振动和点电极振子振动。振动能量绝大部分集中在点电极范围内，形成“能量封闭”的振动模式。振子电极面远小于压电陶瓷片的总面积，且与厚度有适宜的匹配关系。在交变电场作用下，沿厚度方向产生振动，其振幅随着至电极中心距离的增加，呈指数式衰减。谐振频率与压电陶瓷片的厚度有关。为提高频率通常将压电陶瓷片磨得很薄，有时考虑到压电陶瓷自身强度太低，可用特制的陶瓷片作垫片来防止压电陶瓷片损坏。常用于高频场合。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条