复旦大学：《材料失效分析 Materials Failure Analysis》课程教学资源（教学案例）01. Failure analysis of leakage on titanium tubes within heat exchanger in a nuclear power plant-Part_Electrochemical corrosion

复旦大学：《材料失效分析 Materials Failure Analysis》课程教学资源（教学案例）02. Failure analysis of leakage on titanium tubes within heat exchanger in a nuclear power plant-Part II_Mechanical degradation

复旦大学：《材料失效分析 Materials Failure Analysis》课程教学资源（教学案例）03. failure analysis on circulating water pump of duplex stainless steel in 1000 mw ultra-supercritical thermal power unit

复旦大学：《材料失效分析 Materials Failure Analysis》课程教学资源（教学案例）04. failure analysis on abnormal wall thinning of heat-transfer titanium tubes of condensers in nuclear power plant part 1_corrosion and wear

复旦大学：《材料失效分析 Materials Failure Analysis》课程教学大纲 Materials Failure Analysis

6.1 Understand the applications of prescriptive analytics techniques in combination with reporting and predictive analytics 6.2 Understand the basic concepts of analytical decision modeling 6.3 Understand the concepts of analytical models for selected decision problems, including linear programming and simulation models for decision support 6.4 Describe how spreadsheets can be used for analytical modeling and solutions 6.5 Explain the basic concepts of optimization and when to use them 6.6 Describe how to structure a linear programming model 6.7 Explain what is meant by sensitivity analysis, what-if analysis, and goal seeking 6.8 Understand the concepts and applications of different types of simulation 6.9 Understand potential applications of discrete event simulation

Part I Wastewater Engineering 1 Wastewater Engineering: An Overview 2 Constituents in Wastewater 3 Analysis and Selection of Wastewater Flowrates and Constituent Loadings 4 Introduction to Process Analysis and Selection 5 Physical Unit Operation

§10-1 晶体三极管的组态 §10-2 共发射极组态  共发射极组态的参量  共发射极电路的扩展 北京大学：《电路分析原理 Circuit Analysis》课程电子课件_第十章 晶体三极管放大电路基本组态 §10-1 晶体三极管的组态 §10-2 共发射极组态（1/2）

一、塔板理论 plate theory 二、速率理论 rate theory 三、分离度 resolution fundamental of chromatograph analysis

Corollary 2.2 (Trapezoidal Rule: Error Analysis). Suppose that [a, b] s subdivided into M subintervals [ak, k+1] of width h (b-a)/M.The composite trapezoidal rule