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- W2024523279 abstract "The purpose of this paper, in two parts, is to (1) determine the fractal characteristics of time-series pressure data from gas-fluidized bed, (2) evaluate the possibility of using the Weierstrass-Mandelbrot (WM) function to simulate the fractal and dynamic characteristics of such pressure data, (3) refine the method of signal simulation introduced by Humphrey et al. (1992) for turbulence data, and (4) to investigate the nonlinear, fractal, and physical phenomena of pressure in a fluidized bed as a function of angular position around a cylinder, location in the bed, and the fluidization ratio. Part 1, (1) provides evidence that pressure signals from a bubbling fluidized bed are fractal, and delineates the range of scales over which these signals are fractal, (2) demonstrates that simulated signals have statistical measures essentially identical to experimental signals, and (3) relates parameters of the WM function to the physics of pressure fluctuations in fluidized beds. In addition, a refinement to the method of simulation employed by Humphrey et al. (1992) is proposed that employs the method presented by Higuchi (1988) to identify the fractal dimension and upper scaling frequency. Also, a direct means of specifying the amplitude of the fractal component of the signal results from using the peak-to-peak pressure of the experimental signal." @default.
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- W2024523279 date "1998-03-01" @default.
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- W2024523279 title "Multi-Fractal Signal Simulation of Local Instantaneous Pressure in a Bubbling Gas-Fluidized Bed—Part 1: Signal Simulation" @default.
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- W2024523279 doi "https://doi.org/10.1115/1.2819634" @default.
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