Encyclopedia of RF and Microwave Engineering , 6-Volume Set by Kai Chang

By Kai Chang

RF and Microwave Engineering is likely one of the quickest progress parts of the previous decade and should most likely remain a truly energetic region of analysis and alertness in a wide number of fields. The six quantity set of Encyclopedia of RF and Microwave Engineering illustrates how this box has been the main to allowing know-how answerable for the outstanding progress of instant communications. This set additionally examines how RF and microwave engineering maintains to have nice effect because the expertise at the back of such vital functions as radar, distant sensing, handheld remote control, sensors, navigation, surveillance, digital battle, radiometers, plasma examine, and imaging.

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  • AAP Awards for Excellence in specialist and Scholarly Publishing, 2006

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The bipolar representation { À 1, þ 1} for the digital bit Di is chosen instead of {0,1} to facilitate analysis of the pipelined ADC for differential inputs. During the multiply-by-2/subtract (f2) phase, known as the MDAC phase, the circuit generates a residue voltage output Vi given by   ! C1 C1 ViÀ1 À Di Vref Vi ¼ K 1 þ C2 C2 K¼ A0 C1 1 þ þ A0 C2 compares the input with a set of reference voltages possibly a reference ladder to generate the raw bit decisions. At this time the input is also sampled across the 2ni capacitors.

Interpolation,’’ ‘‘folding,’’ and ‘‘multistage’’ A/D converters. All the architectures discussed in this section pertain to single-channel ADC implementation. Time interleaved ADC perform parallel A/D conversion with a number of single-channel ADCs connected in parallel, offering high speed for a given resolution. However this is achieved at the cost of higher power consumption and increased area. Design issues related to time-interleaved A/D converters is discussed in detail in the literature [18], and is not discussed here.

Vth ð8Þ Di ¼ À1 if ViÀ1 oVth where Vth( ¼ 0) is the threshold voltage of the comparator. The bipolar representation { À 1, þ 1} for the digital bit Di is chosen instead of {0,1} to facilitate analysis of the pipelined ADC for differential inputs. During the multiply-by-2/subtract (f2) phase, known as the MDAC phase, the circuit generates a residue voltage output Vi given by   ! C1 C1 ViÀ1 À Di Vref Vi ¼ K 1 þ C2 C2 K¼ A0 C1 1 þ þ A0 C2 compares the input with a set of reference voltages possibly a reference ladder to generate the raw bit decisions.

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