Fractals in GeophysicsChristopher H. Scholz, Benoit B. Mandelbrot Birkhäuser Verlag, 1989 - 313 頁 |
內容
Multifractal measures especially for the geophysicist B B Mandelbrot | 5 |
The fractal geometry of interfaces and the multifractal distribution of dissipation in fully turbulent flows K R Sreenivasan R R Prasad C Meneveau an... | 43 |
Fractal velocity models in refraction seismology D J Crossley and O G Jensen | 61 |
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AFPT algorithm amplitude aperture approximately area fraction autocorrelation bathymetry brown noise Cantor dust cell characteristic displacement contact area continuum percolation contour correlation curve data set defined density diameter DIEGO earthquakes equation error estimate example fault maps fault system filter flow path fluid flow Fourier fractal analysis fractal dimension fractal distribution fractal geometry fractal model fractal set fracture fragmentation frequency function geological Geophys geophysics gouge Gulf of Suez interpolation interval length linear logarithm MANDELBROT multifractal multifractal measures natural nonstationary obtained parameters particles pattern percolation theory percolation threshold Phys planform plot pluton power law power spectrum predicted profiles properties random reflection sequence region renormalization rock sample San Andreas Fault Sawtooth Range scale invariance SCHOLZ sea-floor Section seismic self-affine self-similar shown in Figure signal slope spectral exponent spectral intercept statistical stress surface techniques threshold topography turbulence values variable velocity wavelength white noise