# New-Tech Europe Magazine | Q2 2021

PSRR. Matching this threshold to the power supply spectral output is the basis in designing an optimized power system design. An optimized power supply will not degrade the dynamic performance of each analog signal processing device if power supply noise remains below its maximum specification. Effects of Power Supply Noise on Analog Signal Processing Devices The effects of power supply noise on signal processing devices should be understood. These effects can be quantified by three measured parameters: Spurious-free dynamic range (SFDR) Signal-to-noise ratio (SNR) Phase noise (PN) Understanding the effects of power supply noise on these parameters is the first step to optimizing the power supply noise specification. Spurious-Free Dynamic Range (SFDR) Power supply noise can be coupled into the carrier signal of any analog signal processing system. The effect of power supply noise depends on its strength relative to that of the carrier signal in the frequency domain. One measure is SFDR, which represents the smallest signal that can be distinguished from a large interfering signal—specifically, the ratio of the amplitude of the carrier signal to the amplitude of the highest spurious signal, regardless of where it falls in the frequency spectrum, such that: SFDR = spurious-free dynamic range (dB) Carrier signal = rms value of the carrier signal amplitude (peak or full scale) Spurious signal = rms value of the highest spur amplitude in the frequency spectrum

Figure 1: An AD9208 high speed ADC’s SFDR using (a) a clean power supply and (b) a noisy power supply.

SFDR can be specified with respect to full scale (dBFS) or with respect to the carrier signal (dBc). Power supply ripple can produce unwanted spurs by coupling into the carrier signal, which degrades SFDR. Figure 1 compares the SFDR performance of the AD9208 high speed ADC when powered by a clean vs. a noisy power supply. In this case, power supply noise degrades the SFDR about 10 dB when a 1 MHz power supply ripple appears as modulated spurs beside the carrier frequency in the fast Fourier transform (FFT) spectrum output of the ADC. Signal-to-Noise Ratio (SNR) While SFDR depends on the highest spur in the frequency spectrum, the SNR depends on the total noise within the spectrum. SNR limits the capability of an analog signal processing system to see low amplitude signals and is theoretically limited by a converter’s resolution in the system. SNR is mathematically defined as the ratio of the carrier signal level to the sum of all noise spectral components, except the first five harmonics and dc where: SNR = signal-to-noise ratio (dB) Carrier signal = rms value of the carrier signal (peak or full scale) Spectral noise = rms sum of all noise

spectral components excluding the first five harmonics A noisy power supply can contribute to the decrease of SNR by coupling at the carrier signal and adding noise spectral components in the output spectrum. As shown in Figure 2, the SNR of the AD9208 high speed ADC decreases from 56.8 dBFS to 51.7 dBFS when a 1 MHz power supply ripple produces spectral noise components in the FFT output spectrum. Phase Noise (PN) Phase noise is a measure of the frequency stability of a signal. Ideally, an oscillator should be able to produce a specific set of stable frequencies over a specific time period. However, in the real world, there are always small, unwanted amplitude and phase fluctuations present on the signal. These phase fluctuations, or jitter, can be seen spreading out on either side of the signal in the frequency spectrum. Phase noise can be defined in several ways. For the purposes of this article, phase noise is defined as single sideband (SSB) phase noise, a commonly used definition, which uses the ratio of the power density of an offset frequency from the carrier signal to the total power of the carrier signal where:

New-Tech Magazine Europe l 33

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