1适用范围 扩散放射法是定量的方法,适用于测定低浊度的水(如饮用水) 2采样 用玻璃或塑料瓶采样,采样后尽快分析。或将样品放在阴凉、黑暗处,24小时内分析。 防止样品与空气接触,避免样品温度不必要的变化

1适用范围 透明度测试试管法是半定量的方法,适用于测定纯水和高度污染的水。 2采样 用玻璃或塑料瓶采样,采样后尽快分析。或将样品放在阴凉、黑暗处,24小时内分析

1适用范围 本法适用于水和废水中的铬的测定。当进样量为0uL时,测定范围为5ug/L~100ug/L 2原理概要 利用电热雾化原子吸收分光光度法直接测定酸化了的样品中的铬。样品加入一个电加热 的石墨管中,在357.9nm波长下测定吸收值

1适用范围 辐射通量弱化法是定量的方法,适用于测定高浊度的水(如废水、污染过的水) 2采样 用玻璃或塑料瓶采样,采样后尽快分析。或将样品放在阴凉、黑暗处,24小时内分析。 防止样品与空气接触,避免样品温度不必要的变化

1.1电阻电路 [1]电量和电流(图1.1) 电荷的流动叫做电流。现在,假设在t秒钟内有电量为Q[C]的电荷均匀流过某导体的横截面,那么导体中流过电

17.1 Digital Image Processing Image Capture. Point Operations Image Enhancement. Digital Purdue University Image Compression. Reconstruction. Edge Detection.Analysis Charles A.Bouman and Computer Vision Purdue University 17.2 Video Signal Processing Sampling. Quantization. Vector Quantization.Video Sarah A. Rajala Compression Informatin Preserving Coders.Predictive North Carolina State University Coding. Motion-Compensated Predictive Coding- Transform Coding. Subband Coding HDTV. Motion Estimation N.K.Bose

Yariv Ephraim ATeT Bell Laboratories George Mason University Jesse W.Fussell General Approaches. Model Adaptation. Analysis-by-Synthesis. Department of Defense Particular Implementations. Speech Quality and Intelligibility Standardiza Variable Rate Coding. Summary and Conclusions Lynn D. Wilcox FX Palo Alto Lab

or Circuit analysis and Design gregory rollins uction. DC(Steady-State) Analysis. AC Analysis. Transient Process and device simulation Process simulation associates. Inc. Peter Bendix 13.2 Parameter Extraction for Analog Circuit Simulation Introduction. MOS DC Models. BSIM Extraction Strategy in LSI Logic Corp

11.1 Introduction 11.2 Linear Frequency Response Plotting Paul Neudorfer 11.3 Bode Diagrams Seattle University 11.4 A Comparison of Methods 11.1 Introduction The IEEE Standard Dictionary of Electrical and Electronics Terms defines frequency response in stable

9.1 Introduction Richard C. Dorf 9.2 Three-Phase Connections University of California, Davis 9.3 Wye Delta Transformations 9.1 Introduction Two very important two-ports are the T and II networks shown in Fig. 9.1. Because we encounter these two