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Carte Oversampled Delta-Sigma Modulators Mücahit Kozak

Oversampled Delta-Sigma Modulators

Analysis, Applications and Novel Topologies

Autor: Mücahit Kozak, Izzet Kale
Limbă: engleză
Legare: Carte broșată
Editura: Springer, Berlin
Disponibilitate: În depozitul extern
Expediem în 5-8 zile
617.93 lei
Oversampled Delta-Sigma Modulators: Analysis, Applications, and Novel Topologies presents theorems a...

Informații despre carte

Autor
Mücahit Kozak, Izzet Kale
Limbă
engleză
Legare
Carte - Carte broșată
Publicat
2010
Pagini
226
EAN
9781441953506
ISBN
1441953507
Enbook ID
01423650
Editura
Springer, Berlin
Greutate
373
Dimensiuni
160 x 240 x 12

Descriere completă

Oversampled Delta-Sigma Modulators: Analysis, Applications, and Novel Topologies presents theorems and their mathematical proofs for the exact analysis of the quantization noise in delta-sigma modulators. Extensive mathematical equations are included throughout the book to analyze both single-stage and multi-stage architectures. It has been proved that appropriately set initial conditions generate tone free output, provided that the modulator order is at least three. These results are applied to the design of a Fractional-N PLL frequency synthesizer to produce spurious free RF waveforms. Furthermore, the book also presents time-interleaved topologies to increase the conversion bandwidth of delta-sigma modulators. The topologies have been generalized for any interleaving number and modulator order. The book is full of design and analysis techniques and contains sufficient detail that enables readers with little background in the subject to easily follow the material in it.The analysis of the quantization noise in delta-sigma modulators is not a trivial task. State-of-the-art analysis methods include modelling the quantization noise as a uniform distributed white noise. However, it is not uncommon to observe limit cycle oscillations and tones at the output of a delta-sigma modulator. In most of the applications, these limit cycles and tones are strictly objectionable. Such an application, for instance, is a Fractional-N PLL frequency synthesizer, where idle tones and limit cycles generated from the delta-sigma modulator directly appear in the synthesized RF waveform as spurious components. The relatively small conversion bandwidth is another important limitation of delta-sigma modulators. Due to their oversampling nature, delta-sigma modulators have been used in low frequency applications. Oversampled Delta-Sigma Modulators: Analysis, Applications, and Novel Topologies presents theorems and their mathematical proofs for the exact analysis of the quantization noise in delta-sigma modulators. Extensive mathematical equations are included throughout the book to analyze both single-stage and multi-stage architectures. It has been proved that appropriately set initial conditions generate tone free output, provided that the modulator order is at least three. These results are applied to the design of a Fractional-N PLL frequency synthesizer to produce spurious free RF waveforms. Furthermore, the book also presents time-interleaved topologies to increase the conversion bandwidth of delta-sigma modulators. The topologies have been generalized for any interleaving number and modulator order. Oversampled Delta-Sigma Modulators: Analysis, Applications, and Novel Topologies is full of design and analysis techniques. The book contains sufficient detail that enables readers with little background in the subject to easily follow the material in it. Oversampled Delta-Sigma Modulators: Analysis, Applications, and Novel Topologies will be of interest to graduate students, researchers, and practising circuit designers in the areas of delta-sigma based data converters and Fractional-N PLL frequency synthesizer design.

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