1. 耦合谐振腔微波滤波器的一般原理 2. K和J倒置变换器的实际实现 3. 微波谐振腔 4. 耦合谐振腔滤波器实例

1. General Chebyshev函数和综合 1.1 General Chebyshev函数 1.2 General Chebyshev有理分式求解 1.3 General Chebyshev函数例子 2. 耦合矩阵求解 3.1 耦合矩阵的解析解法 3.2 耦合矩阵的优化解法 3.3 耦合矩阵的CAD解法

5.1 编码调制的基本原理 5.2 Coding Gain and Shaping Gain 5.3 Lattice Constellations 5.4 Trellis-Coded Modulation (TCM) 5.5 Performance Evaluation of TCM 5.6 Lattice-Type Trellis Codes

5.9 级联TCM 5.10 Multilevel Codes and Multistage Decoding 5.11 Bit-Interleaved Coded Modulation (BICM) with Iterative Decoding 5.13 Combined Coding and Shaping 5.14 Implementation Considerations and Application Examples

The research on wireless communications has received many attentions. The underlying physical channels may be characterized as time-varying fading channels. In this chapter, we will study communications over fading channels from an information-theoretic point of view. Many state-of-the-art coding and modulation schemes, including space-time codes, will be introduced

Chapter 1 Introduction Chapter 2 Entropy & Mutual Information (Shannon’s measure of information) Chapter 3 The Asymptotic Equipartition Property (渐进等同分割性) Chapter 4 Entropy Rates of a Stochastic Process Chapter 5 Coding for Discrete Sources Chapter 6 Channel Capacity Chapter 7 The Gaussian Channel Chapter 8 Rate Distortion Theory Chapter 9 复习

8.1 Introduction 8.2 MIMO System Model 8.3 Fundamental Capacity Limits of MIMO Channels 8.4 Capacity of MIMO Rayleigh Fading Channels (Random MIMO Channels) 8.5 Influence of Channel-State Information [Biglieri05] 8.6 Design of MIMO Systems

实际信道中,大多数具有带通传输特性,必须用数字基带信号对载波进行调 制,产生各种已调数字信号。可以用数字基带信号改变正弦型载波的幅度、频率 或相位中的某个参数,产生相应的数字振幅调制、数字频率调制和数字相位调制。 也可以用数字基带信号同时改变正弦型载波幅度、频率或相位中的某几个参数 产生新型的数字调制

一、二进制移相键控(2PSK) 正弦载波的相位随二进制数字基带信号离散变化,则产生二进制移相键控 (2PSK)信号。通常用已调信号载波的0和180分别表示1和0

一、二进制数字调制信号的功率谱密度 a)2ASK信号的功率谱密度 若二进制基带信号s(t)的功率谱密度P(f)为