2012
DOI: 10.1007/s10909-012-0540-8
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Carrier Phase Optimization for Frequency Division Multiplexing of Low Temperature Detectors

Abstract: A large number of low temperature detectors may be read out via few wires using frequency division multiplexing. In this scheme, each detector is biased by a sine wave with a unique carrier frequency. Numerous carriers can be combined in a single pair of wires. However, the combined signals occasionally result in large peak amplitudes in the bias or the readout. This stresses the capabilities of the electronics. We developed an efficient algorithm to optimize the phases and frequencies of the carriers in order… Show more

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Cited by 6 publications
(3 citation statements)
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“…We currently assign random initial phases, resulting in crest factors between 12 dB and 14 dB for waveforms with up to 4000 carriers. For this system this is the most practical solution: Since the system SNR is limited by the ADC (see Table I), and the MKIDs add a quasi-random phase to the readout tones, it is virtually impossible to get better crest factors, event with advanced techniques such as presented in [13] [14].…”
Section: A Carrier Generationmentioning
confidence: 99%
“…We currently assign random initial phases, resulting in crest factors between 12 dB and 14 dB for waveforms with up to 4000 carriers. For this system this is the most practical solution: Since the system SNR is limited by the ADC (see Table I), and the MKIDs add a quasi-random phase to the readout tones, it is virtually impossible to get better crest factors, event with advanced techniques such as presented in [13] [14].…”
Section: A Carrier Generationmentioning
confidence: 99%
“…An algorithm to adjust the phase of many sinusoids and search for a set of parameters that mininimizes the crest factor exists. 9 Since the DAN feedback technique is constantly making small adjustments to the phases of each nuller we look for smoothness of the parameter-space to ensure the existence of broad minima instead of a narrow global minimization. We note that no simple analytic formula to determine a minimum crest factor exists.…”
Section: System Overviewmentioning
confidence: 99%
“…• A factor 3.5√N carr ≅ 22 for the fact that a superposition of N carr sinusoidal carriers has to be generated, that does not saturate the DAC output. The crest factor (defined as the ratio of the peak amplitude to the rms of a waveform) of 3.5 here is a conservative estimate: with a slightly more dedicated approach, lower values are easily realisable [34].…”
Section: Dacs and Adcmentioning
confidence: 99%