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RC implementation of an audio frequency band Butterworth MASH delta-sigma analog to digital data converter -- FULL TEXT IS NOT AVAILABLEVijjapu, Sudheer 08 1900 (has links)
Most present day implementations of delta-sigma modulators are discrete-time ones using switched-capacitor circuits. A resistor-capacitor (RC) implementation of a delta-sigma analog to digital converter (ADC) does not use switched capacitor (SC) technology. While SC implementation has the advantages of being discrete-time, no resistors used and improved stability control, RC implementation has the advantage of no switches being used (other than quantizer) and therefore a simpler circuit implementation. Continuous-time implementations can achieve lower thermal noise levels than switched capacitor modulators. Butterworth Multi-stage Noise Shaping (MASH) architecture is one of the promising architectures to implement in continuous-time domain. For a convenient design and quantization noise spectrum shaping of a delta sigma data converter, it's highly desirable for the Noise Transfer Function (NTF) to take the form of a high-pass filter. The MASH architecture was introduced to overcome stability problems commonly faced beyond a second order structure. Delta-sigma data converters are new converter designs that are preferred for integrated circuits and for high-resolution applications. It is highly desirable for the NTF of delta-sigma data converters to take the form of conventional highpass filters for convenient design purposes and shaping of the quantization noise spectrum. However, conventional delta-sigma architectures allow for only low orders and very low cutoff frequencies for such highpass filters, otherwise the converter becomes unstable. In previous projects it was found that a MASH implementation (each stage being second order) of a delta-sigma data converter where the NTF of each stage is a Butterworth highpass filter holds much promise. This current project is to accomplish RC implementation of fourth-order Butterworth MASH delta-sigma data converter. The circuit design procedure will be shown, starting with the desired NTF characteristics, and yielding the required parameters for the RC integrators with gains that are determined from the desired transfer function. The circuit simulation, yielding the bit stream frequency spectrum and the signal to noise ratio, will be based on Mentor Graphics Eldo SPICE simulations. The performance and characteristics of the circuit is fully analyzed and documented for a wide variety of variations and test conditions. / Thesis (M.S.)--Wichita State University, College of Engineering, Dept. of Electrical and Computer Engineering. / "August 2006." / Includes bibliographic references (leaves 41-43).
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RC implementation of an audio frequency band fourth order Chebyshev Type II delta-sigma analog to digital data converter -- FULL TEXT IS NOT AVAILABLEBaig, Shams Javid 12 1900 (has links)
Delta sigma data converters have found to be of greater interest for almost 40
years now. Continuous time implementation of these converters, especially for high
speed and low power applications has been very challenging. Here in this thesis we have
discussed Resistor Capacitor (RC) implementation of Chebyshev Type II high pass Noise
Transfer Function (NTF). RC implementation has its own advantages compared to that of
a Switched Capacitor (SC) circuit.
While SC implementation has the advantages of being discrete-time, no resistors
used, and improved stability control, RC implementation has the advantage of no
switches being used (other than the quantizer) and therefore a simpler circuit
implementation.
In this thesis the details of the design and analysis of a fourth order RC delta
sigma data converter will be given. The NTF is that of a fourth-order Chebyshev Type II
highpass filter, where the noise is high passed and removed using a low pass filter and the
signal remains constant across the low frequency band.
The circuit implementation consists of four RC integrators with gain stages that
are determined from the desired transfer function. The feedback loop includes of a
sample and hold circuit followed by a one-bit quantizer: these are the only nonlinear
elements in the circuit design.
The circuit design procedure will be given, starting with the desired NTF
characteristics, and yielding the required gain parameters for the four integrator circuit
architecture, obtained to implement the requiredH(s). MATLAB is used for easy
computation.
The circuit simulation, yielding the bit stream frequency spectrum and the signal
to noise ratio, will be based on Mentor Graphics Eldo SPICE simulations.
The overall performance achieves the equivalent of 11 bits. This is obtained from
a fourth order circuit, using RC implementation. / Thesis (M.S.)--Wichita State University, College of Engineering, Dept. of Electrical and Computer Engineering. / Includes bibliographical references (leaves 37-38) / "December 2006."
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