The predicted barrier effects in the proximity of tall buildings

A ray model is developed and validated for the prediction of the insertion loss of barriers that are placed in front of a tall building in high-rise cities. The model is based on the theory of geometrical acoustics for sound diffraction at the edge of a barrier and multiple reflections by the barrier and fa?ade surfaces. It is crucial to include the diffraction and multiple reflection effects in the ray model, as they play important roles in determining the overall sound pressure levels for receivers located between the fa?ade and barrier. Comparisons of the ray model with indoor experimental data and wave-based boundary element formulation show reasonably good agreement over a broad frequency range. Case studies are also presented that highlight the significance of positioning the barrier relative to the noise-sensitive receivers in order to achieve improved shielding efficiency of the barrier.     

On the Geometrical and Physical Meaning of Newton’s Solution to Kepler’s Problem

In the short treatise De Motu (1684),which serves as a precursor to the Principia Mathematica (1687),Newton essentially deals with the following two problems.     

Mappings of finite distortion: Removable singularities

We derive sufficiently sharp local dimension-free estimates for volumes of sublevel sets of analytic functions in the unit ball of ℂ ⁿ The research was partially supported by the United States-Israel Binational Science Foundation.     

Spline Modulation of Sinusoids for Signal Representation

We investigate biorthogonal Wilson bases generated by cardinal B-splines. Such bases provide very efficient representations of sinusoids modulated by spline functions. Exact Riesz bounds for such bases are given. Furthermore, we derive an explicit formula for the computation of the dual window functions and determine their decay rates.     

θ(t)型奇异积分算子的几个有界结果

讨论了θ（ｔ）型奇异积分算子在Ｂａｎａｃｈ值ＬＢ＾ｐ（Ｒ＾ｎ）,（１≤ｐ〈＋∞）空间上的有界性,以及在Ｂａｎａｃｈ值Ｈａｒｂｙ空间Ｈ＾１Ｂ（Ｒ＾ｎ）上的有界性。     

Er3+离子掺杂钡镓锗玻璃上转换发光机理研究

研究了Er³⁺离子掺杂钡镓锗玻璃的吸收光谱、拉曼光谱和上转换光谱.分析了Er³⁺离子在钡镓锗玻璃中的上转换发光机理.结果表明：玻璃的最大声子能量为828cm^-1，紫外截止波长为275nm.采用800nm和980nmLD激发玻璃样品，在室温下观察到强烈的上转换绿光和红光发射.随着Er³⁺离子浓度的增加，绿光发光强度先增加后减小，而红光发光强度呈单调递增趋势.能量分析表明：800nmLD激发产生的绿光主要源于Er³⁺离子4I_13/2能级的激发态吸收过程；红光发射主要源于Er³⁺离子4I_13/2能级与4I_11/2能级之间的能量转移过程.980nmLD激发产生的绿光主要源于Er³⁺离子4I_11/2能级之间的能量转移过程；而红光发射主要源于Er³⁺离子4I_13/2能级与4I_11/2能级之间的能量转移过程和4I_13/2能级的激发态吸收过程.通过量子效率分析，发现采用800nmLD激发Er³⁺离子掺杂浓度为1mol% 的样品时，上转换绿光发光效率最高. 关键词： 上转换发光机理 3+离子掺杂')" href="#">Er³⁺离子掺杂 钡镓锗玻璃     

光折变材料的带隙结构研究

利用光子晶体的概念和时域有限差分方法计算了当光折变材料的空间折射率呈一维正弦变化时其内部的带隙结构情况,表明在光折变材料中存在极窄的光子带隙。最后讨论了折射率(n)、折射率调制幅度(△n)、周期长度(D)及周期数(N)对光子带隙的影响。     

基体改进-石墨炉原子吸收光谱法测定海水样品中痕量的铜

用石墨炉原子吸收光谱法测定海水中痕量铜.对基体改进剂进行了筛选,采用HNO3-酒石酸体系,克服了海水基体的干扰,并对试剂进行了空白对照实验.在确定了升温程序的基础上,用标准加入法测定样品.使用国家标准溶液作为质控样,对方法的精密度和准确性做了验证.     

光电仪器结构设计中的经济性研究

针对光电仪器行业对降低光电仪器成本日趋渐高的呼声,提出了运用价值工程理论对光电仪器结构设计中的经济性进行研究的思路。从产品结构设计成本、材料成本、产品制造成本、生产周期这四个方面对光电仪器结构设计中的经济性进行了分析研究。研究结果表明,光电仪器结构设计经济性分析有助降低光电仪器产品的生产成本、缩短生产周期、提升产品价值,从而获得较好的社会效益和经济效益。     

基于单片机的数字化调光装置的设计与实现

介绍了一种光学仪器照明调光电路的创新设计。通过由Atmega8单片机微控制器产生的PWM信号来控制卤钨灯的亮度。照明调光电路具有电路简单,光强输出稳定,其亮度可数字化线性调节和具有记忆功能等特点,同时还可以通过计算机实现自动调光。