Abstract
The paper presents the problem of design and simulation of a high-speed wide-band high-resolution analog-to-digital (ADC) converter working in a bandpass scenario. Such converters play a crucial role in software-defined radio and in cognitive radio technology. One way to circumvent the limits of today’s ADC technologies is to split the analog input signal into multiple components and then sample them with ADCs in parallel. The two main split approaches, time interleaved and frequency splitting, can be modeled using a filter bank paradigm, where each of these two architectures requires a specific analysis for its design. In this research, the frequency splitting approach was implemented with the use of a hybrid filter bank ADC, which requires an output digital filter bank perfectly matched to the input analog filter bank. To achieve this end, an analog transfer function, together with an assumption of strictly band-limited input signal, has been used to design the digital filter bank so far. In contrast, the author proposes dropping the band-limit assumption and shows that the out-of-band input signal has to be taken into account when designing a hybrid filter bank.
Highlights
In the last few decades, analog-to-digital converter (ADC) architectures based on parallel sampling [2] have received a strong interest
It is calculated as the difference between the effective signal to quantization noise ratio (SQNR) and the SQNR defined in Eq (41), which does not take into account the saturation noise: Se = 10 log10(σx2/σe2) − (6.02b + 4.77 + Re)
Eq (26)) is proposed to solve difficulties caused by wideband input signal, i.e., the bandwidth of the input signal is wider than the assumed band of interest
Summary
In the last few decades, analog-to-digital converter (ADC) architectures based on parallel sampling [2] have received a strong interest. We have two parallel architectures, the time interleaved (TI) [20] and the hybrid filter bank (HFB)
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