Radon concentrations were continuously measured outdoors, in a basement and in soil. The readings were made every 10 minutes and the series of records were analyzed to extract phase-space dynamical information. The application of fractal methods allowed exploration of the chaotic nature of radon in the atmosphere and soil. The computed fractal dimensions, such as the Hurst exponent (H) from the rescaled-range analysis, Lyapunov exponent (λ) and attractor dimension, provided estimates of the degree of chaotic behaviour. The obtained low values of the Hurst exponent (0 < H < 0.5) indicate anti-persistent behaviour (non-random changes) of the series, but the positive values of λ have pointed out a great sensitivity to initial conditions ...
The radioisotope pollution shows two types of patterns: dry and wet deposits for nuclear power plant...
Deterministic chaos in dynamical systems offers a new paradigm for understanding irregular fluctuati...
Objects in nature are often very irregular, so that, within the constraints of Euclidean geometry, o...
An indoor radon (222Rn) concentration time series registered in a house at Angera (Italy) in 1986 an...
Through chaos theory, experimental data of hourly time series are analyzed. These time series consis...
The presence or absence of long-range correlations in the environmental radioactivity fluctuations h...
International audienceTwo hourly-sampled time-series of soil-gas radon concentrations of durations o...
The concentration distribution of anthropocentric pollutants is favored by urban densification, affe...
Effective management of radioactive contamination requires comprehensive knowledge of pollutants' ch...
Radon concentration in caves is known to vary within an extremely wide range. Here the dis-tribution...
Radon concentration in caves is known to vary within an extremely wide range. Here the distribution ...
Abstract. The possible chaotic nature of the turbulence of the atmospheric boundary layer in and abo...
Atmospheric flows, an example of turbulent fluid flows, exhibit fractal fluctuations of all space-ti...
Acid rain is an environmental problem that negatively affects nature and people globally. As a signa...
This study attempts to characterize and predict coarse particulate matter(PM10) concentration in amb...
The radioisotope pollution shows two types of patterns: dry and wet deposits for nuclear power plant...
Deterministic chaos in dynamical systems offers a new paradigm for understanding irregular fluctuati...
Objects in nature are often very irregular, so that, within the constraints of Euclidean geometry, o...
An indoor radon (222Rn) concentration time series registered in a house at Angera (Italy) in 1986 an...
Through chaos theory, experimental data of hourly time series are analyzed. These time series consis...
The presence or absence of long-range correlations in the environmental radioactivity fluctuations h...
International audienceTwo hourly-sampled time-series of soil-gas radon concentrations of durations o...
The concentration distribution of anthropocentric pollutants is favored by urban densification, affe...
Effective management of radioactive contamination requires comprehensive knowledge of pollutants' ch...
Radon concentration in caves is known to vary within an extremely wide range. Here the dis-tribution...
Radon concentration in caves is known to vary within an extremely wide range. Here the distribution ...
Abstract. The possible chaotic nature of the turbulence of the atmospheric boundary layer in and abo...
Atmospheric flows, an example of turbulent fluid flows, exhibit fractal fluctuations of all space-ti...
Acid rain is an environmental problem that negatively affects nature and people globally. As a signa...
This study attempts to characterize and predict coarse particulate matter(PM10) concentration in amb...
The radioisotope pollution shows two types of patterns: dry and wet deposits for nuclear power plant...
Deterministic chaos in dynamical systems offers a new paradigm for understanding irregular fluctuati...
Objects in nature are often very irregular, so that, within the constraints of Euclidean geometry, o...