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Titlebook: Analog-to-Digital Conversion; Marcel J.M. Pelgrom Book 20101st edition Springer Science+Business Media B.V. 2010 Analog Circuits.CMOS.Data

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楼主: NK871
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Components and Definitions,ents, bipolar and MOS devices are described and the main models features highlighted. Small-signal and large-signal behavior and stability are discussed. The statistical behavior of large numbers of these devices is reviewed. This chapter concludes with a number of basic circuits, from the differential pair to an oscillator.
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Hamiltonian Classical Mechanics, for various converters with different resolutions, bandwidth and powers. In a second step the Figure-of-Merit is used to estimate the power consumption in a system. Although the results of this approach requires to consider the results with large margins, it can help to estimate the validity of system partitioning.
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System Aspects of Conversion, for various converters with different resolutions, bandwidth and powers. In a second step the Figure-of-Merit is used to estimate the power consumption in a system. Although the results of this approach requires to consider the results with large margins, it can help to estimate the validity of system partitioning.
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Introduction,l-to-analog conversion are key functions for optimally exploiting the capabilities of the digital signal processing core. Three basic processes are distinguished in analog-to-digital conversion: the transition between the time-continuous domain and time-discrete domain, the quantization of the signa
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Components and Definitions, and physics. In the mathematics section, the essential transformations of signals, decomposition in harmonic components and statistical methods are summarized. Some examples are given that are applicable to problems in the following chapters..The physics sections deal with the behavior of elementar
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Sampling,ussed. The relation with other techniques, such as modulation and sampling of noise is described..The second section discusses the design of time-discrete filters. These filters form an important building block in several conversion structures especially in sigma-delta conversion. Down-sample filter
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Quantization,s. Quantization results in several specific parameters: integral and differential linearities and derived problems such as monotonicity..The signal-to-noise ratio is also affected by quantization. Some special topics are the effect of dither and the relation between differential non-linearity and si
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Reference Circuits, requirements are posed on the reference generator..The most common reference is based on the bandgap energy of silicon. The general scheme for a bandgap circuit is extensively discussed as well as the limitations of the various components. The effect of mismatch in this circuit is described at the
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