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| Introduction | |
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| References | |
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| Theory of Uniform Waveguides | |
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| Modal Electromagnetic Fields | |
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| Power Transmitted in a Waveguide | |
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| Characteristic Impedance | |
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| Normalization of Waveguide Voltage and Current | |
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| Transmission Line Equivalent Circuit of a Waveguide | |
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| References | |
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| Theory of Transmission Lines | |
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| Lumped Elements Circuit Model of a Transmission Line | |
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| Voltage and Current Wave Propagation in a Transmission Line | |
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| Terminated Transmission Line | |
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| Terminated Transmission Line Special Cases | |
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| References | |
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| Wave Variables and the Scattering Matrix | |
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| Voltage Traveling Waves and the Scattering Matrix | |
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| Physical Interpretation of Scattering Parqameters | |
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| A Shift in Reference Plane | |
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| Scattering Matrix Properties | |
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| Conversions Between the Scattering Matrix and Other Matrix Descriptions of Microwave Networks | |
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| Normalized Voltage Traveling Waves and the Generalized Scattering Matrix | |
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| Physical Interpretation of Generalized Scattering Parameters | |
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| Traveling Wave Intensities and the True Scattering Matrix | |
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| Pseudowaves and the Pseudoscattering Matrix | |
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| Pseudoscattering Matrix Properties | |
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| Conversions Between the Pseudoscattering Matrix and other Matrix Descriptions of Microwave Networks | |
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| Change of Reference Impedances | |
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| One-Port Reference Impedance Transformation | |
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| Multiport Network Reference Impedance Transformation | |
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| Two-Port Reference Impedance Transformation | |
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| Three-Port to Two-Port Network Scattering Matrix Transformation | |
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| Scattering Matrix of the Cascade of Two-Port Networks | |
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| Scattering Matrix of an Embedded Multiport Network | |
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| Generalized Multiport Network Cascade Matrix | |
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| T-Matrix to S-Matrix and S-Matrix to T-Matrix Transformation for Multiport Network with the Same Number of Input and Output Ports (Balanced Networks) | |
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| T-Matrix to S-Matrix and S-Matrix to T-Matrix Transformation for Multiport Networks with Different Numbers of Input and Output Ports (Unbalanced Networks) | |
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| Load Impedance | |
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| Power Waves and the Power Scattering Matrix | |
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| Physical Interpretation of Power Waves | |
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| Physical Interpretation of Power Scattering Parameters | |
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| Conversions Between Power Wave Scattering Matrix and Other Matrix Descriptions of Microwave Networks | |
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| Power Scattering Matrix Properties | |
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| Port Connections | |
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| References | |
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| Signal Analysis of Multiport Networks | |
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| Wave Relations For Basic Elements of Multiport Networks | |
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| Signal Source | |
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| Load | |
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| Microwave Network Analysis Using Scattering Parameters and Signal Flow Graphs | |
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| Signal Analysis of Two-Port Networks | |
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| Transducer Power Gain | |
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| Power Gain | |
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| Available Power Gain | |
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| Stability Consideration for Active Two-Port Networks | |
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| Maximum Power Gain | |
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| Constand Power Gain Circles | |
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| Constand Available Power Gain Circles | |
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| Insertion Loss | |
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| Voltage Gain | |
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| Voltage Transfer Gain | |
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| Multiport Network Analysis | |
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| Multielement Multiport Network Analysis Using Connection Scattering Matrix Approach | |
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| References | |
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| Mode Wave Variables and Mixed Mode Scattering Matrix of Differential Networks | |
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| Differential and Common Mode Definitions | |
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| Mode-Specific Waves and Impedances | |
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| Mixed Mode Scattering Parameters | |
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| Transformation Between Standard-and Mixed-Mode Scattering Parameters | |
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| Generalized Mixed-Mode Pseudoscattering Matrix | |
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| Mixed-Mode Cascade Matrix | |
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| References | |
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| Noise Wave Variables and the Scattering Matrix | |
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| Noise Waves | |
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| Noise Power Waves | |
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| Noise Pseudowaves | |
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| Noise Wave Representation of Microwave Networks | |
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| Other Noise Representations of Noisy Networks and Their Transformations to Noise Wave Parameters | |
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| Chain Matrix Noise Representation | |
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| Cascade Matrix Noise Representation | |
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| Impedance Matrix and Admittance Matrix Noise Representations | |
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| Noise Modeling of Microwave Network Elements | |
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| Noise Wave Correlation Matrices of Passive Multiport Networks | |
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| Noise Correlation Matrices of Passive Multiport Networks Embedded in Lossy Waveguides | |
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| Noise Wave Correlation Matrices of Active Two-Port Networks | |
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| Two-Port to Three-Port Noise Wave Transformation | |
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| Noise Wave Correlation Matrices of Embedded Multiport Networks | |
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| Deembedding Noise Wave Parameters of Cascaded Noisy Two-Port Networks | |
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| References | |
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| Noise Analysis of Multiport Networks | |
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| Basic Relationships For Noisy Multiport Networks | |
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| Classical Two-Port Network Noise Theory | |
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| Noise Figure of a Two-Port Network | |
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| Constant Noise Figure Circles | |
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| Two-Port Network Noise Analysis Using Scattering Matrix | |
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| Noise Analysis of Two-Port Networks Using Noise Waves And Cascade (Transfer Scattering) Matrix | |
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| Noise Wave Parameters Of Cascade Connected Two-Port Networks | |
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| Noise Analysis of Multielement Multiport Networks Using Connection Scattering Matrix Approach | |
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| Noise Figure | |
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| Signal-to-Noise Ratio | |
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| Noise Analysis of Multiport Networks | |
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| Noise Figure | |
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| Signal-to-Noise Ratio | |
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| References | |
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| Scattering Functions in Nonlinear Modeling of Microwave Devices | |
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| Large-Signal Scattering Functions | |
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| Linearization of Scattering Functions | |
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| The Time Reference | |
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| Application of the Response Coefficients Matrices S and S′ to Predict Nonlinear Device Performance | |
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| Experimental Determination of the Response Coefficients Matrices S and S′ | |
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| References | |
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| Appendix | |
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| About the Author | |
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| Index | |