1985Electronics LettersRequires access

Probability density function of amplitude scintillations

G. Ortgies

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Abstract

The letter reports on amplitude scintillation measurements of the orbital test satellite (OTS) BO carrier beacon carried out from June to December 1983. The scintillations are here characterised by standard deviations of the amplitude fluctuations and by the distribution of amplitude deviations from their mean. It is known that during scintillations log-amplitudes are normally distributed for short time intervals (1 min). The long-term probability density of amplitude scintillations can be calculated using recorded 1 mm standard deviations σ. The probability density function of log ((σ−σN)/dB) can be well approximated by a Gaussian distribution, where σN is the 1 min standard deviation due to thermal noise alone.

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What this paper is about

The letter reports on amplitude scintillation measurements of the orbital test satellite (OTS) BO carrier beacon carried out from June to December 1983. The scintillations are here characterised by standard deviations of the amplitude fluctuations and by the distribution of amplitude deviations from their mean. It is known that during scintillations log-amplitudes are normally distributed for short time intervals (1 min). The long-term probability density of amplitude scintillations can be calculated using recorded 1 mm standard deviations σ. The probability density function of log ((σ−σN)/dB) can be well approximated by a Gaussian distribution, where σN is the 1 min standard deviation due to thermal noise alone.

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Available abstract

The letter reports on amplitude scintillation measurements of the orbital test satellite (OTS) BO carrier beacon carried out from June to December 1983. The scintillations are here characterised by standard deviations of the amplitude fluctuations and by the distribution of amplitude deviations from their mean. It is known that during scintillations log-amplitudes are normally distributed for short time intervals (1 min). The long-term probability density of amplitude scintillations can be calculated using recorded 1 mm standard deviations σ. The probability density function of log ((σ−σN)/dB) can be well approximated by a Gaussian distribution, where σN is the 1 min standard deviation due to thermal noise alone.

Key concepts: Amplitude, Standard deviation, Probability density function, Scintillation, Log-normal distribution, Physics, Probability distribution, Mathematics

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