In an increasingly digital world, the need for high speed and high fidelity analog-to-digital (A/D) converters is paramount. Performance improvements in electronic A/Ds have not kept pace with demand, hence the need to consider alternative technologies. One such technology is photonics, as it takes advantage of optical sampling, high speed optical switches and low cross-talk interconnects. Optical sampling derives its advantage from the application of ultra low timing jitter (<100fs) mode locked lasers utilised to provide high speed clock pulses. In this thesis the feasibility and simulated performance of three different types of photonic oversampled A/D converters was investigated. The first, and simplest design is that of oversampled pulse-code-modulation (PCM), where a 2-level photonic comparator is used to sample the analog input at a frequency much greater than the Nyquist frequency. Subsequent low pass filtering produces a digital representation of the input. The other two architectures that were investigated are the first-order sigma-delta and error diffusion, which add one level of error correction to the PCM technique. These two architectures require the functional elements of a subtractor, comparator and delay. The photonic comparator and subtractor functionality was provided by Self-Electro-Optic Effect devices (SEED) based upon multiple quantum well (MQW) p-i-n devices. To facilitate calculation of the performance of the different architectures and aid in device design, a simulation of SEED operation based upon experimental data was developed. The simulation’s accuracy was demonstrated by agreement with the results from experimental S-SEED switching and optical subtraction. To emphasize the utility of the model, the simulation was subsequently used to demonstrate tristability of an S-SEED and critical slowing down in a bistable S-SEED. These effects were experimentally verified. To provide enhanced comparator contrast ratio and subtractor dynamic range, resonantly enhanced microcavity multiple quantum well (MQW) p-i-n devices were designed and grown by MOCVD. The operation of the subtractor and comparator was experimentally demonstrated and utilising temperature tuning, optimised performance was achieved with devices from the same wafer. Furthermore, the inclusion of gain was shown to improve the subtractor performance to that demanded by the sigma-delta. The constraints on each architecture imposed by the unipolar nature of the light intensity were derived and the sigma delta architecture was shown to be superior to the error diffusion for a photonic implementation. Using the numerical simulation based upon experimentally derived data, the entire sigma delta architecture was simulated to calculate the expected performance. The signal-to-quantisation-noise ratio (SQNR) was calculated as a function input amplitude and a peak SQNR of 54dB was obtained for an oversampling ratio of 100. / http://library.adelaide.edu.au/cgi-bin/Pwebrecon.cgi?BBID=1283979 / Thesis (Ph.D.) -- University of Adelaide, School of Chemistry and Physics, 2007

High-speed, medium-resolution, analog-to-digital converters (ADCs) are important building blocks in a wide range of applications. High-speed, medium-resolution ADCs have been implemented by various ADC architectures such as a folding ADC, a subranging ADC, and a pipeline ADC. Among them, pipeline ADCs have proven to be efficient architectures for applications such as digital communication systems, data acquisition systems and video systems. Especially, power dissipation is a primary concern in applications requiring portability. Thus, the objective of this work is to design and build a low-voltage low-power medium-resolution (8-10bits) high-speed pipeline ADC in deep sub-micron CMOS technology. The non-idealities of the circuit realization are carefully investigated in order to identify the circuit requirements for a low power circuit design of a pipeline ADC. The resolution per stage plays an important role in determining overall power dissipation of a pipeline ADC. The pros and cons of both large and small number of bits per-stage are examined. A power optimization algorithm is developed to decide more accurately which approach is better for lower power dissipation. Both identical and non-identical number of bit per-stage approaches are considered and their differences are analyzed. A low-power, low-voltage 10-bit 100Msamples/s pipeline ADC was designed and implemented in a 0.18mm CMOS process. The power consumption was minimized with the right selection of the per-stage resolution based on the result of the power optimization algorithm and by the scaling down the sampling capacitor size in subsequent stages.

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M. Tech. Electrical Engineering. / A matrix converter is a direct AC-AC forced commutated converter which uses bidirectional switches to connect two voltage systems of different voltage and frequency. It does not contain any large energy storage elements as it has no DC link between the two systems. The output frequency is theoretically dependant on the switching algorithm and not the input frequency. A combination of bi-directional switches, controlled to obtain any desired output frequencies from a fixed or variable input frequency, will serve as a versatile platform, from which more specific applications could be researched. Most literature uses simulations with ideal switches, or deal with theoretical studies of specific aspects or problems to be solved. A comprehensive study of matrix converters will include the construction of a real converter. The bi-directional switch is the cornerstone of any direct matrix converter. To be able to research matrix converters successfully, it is important to evaluate the bi-directional switch in operation, i.e. in real circuits. This study models, compares and evaluates a basic 3 to 1 matrix converter with various input and output frequencies. This is done for different input and output conditions such as different system frequencies and loads. Practical results with comments and conclusions are included.

published_or_final_version / Electrical and Electronic Engineering / Doctoral / Doctor of Philosophy

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