10 research outputs found

    OPTIMISING ACOUSTIC RESONATORS FOR SONOFUSION EXPERIMENTS WITH EVOLUTIONARY ALGORITHMS

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    The sizing of simple resonators like guitar strings or laser mirrors is directly connected to the wavelength and represents no complex optimisation problem. This is not the case with liquid-filled acoustic resonators of non-trivial geometries, where several masses and stiffnesses of the structure and the fluid have to fit together. This creates a scenario of many competing and interacting resonances varying in relative strength and frequency when design parameters change. Hence, the resonator design involves a parameter-tuning problem with many local optima. As its solution evolutionary algorithms (EA) coupled to a forced-harmonic FE simulation are presented. A new hybrid EA is proposed and compared to two state-of-theart EAs based on selected test problems. The motivating background is the search for better resonators suitable for sonofusion experiments where extreme states of matter are sought in collapsing cavitation bubbles

    The Use Of Fractal Techniques For Flow Regime Identification

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    [No abstract available]174545552Ben Mizrachi, Procaccia, Grassberger, Characterization of experimental (noisy) strange attractors (1984) Physical Review A, 29 A, pp. 975-977Feder, (1988) Fractals, , Plenum Press, New YorkGrassberger, Procaccia, Measuring the strangeness of strange attractors (1983) Physica, 500, pp. 189-208Hagiwara, Experimental studies on chaotic behavior of liquid film flow in annular two-phase flows (1988) PhysicoChem. Hydrodynam., 10, pp. 135-147Hubbard, Dukler, The characterization of flow regimes for horizontal two-phase flow (1966) Proc. Heat Transfer and Fluid Mechanics Institute, , Stanford Univ. Press, Stanford, CalifJones, Zuber, The interrelation between void fraction fluctuations and flow patterns in two-phase flow (1975) Int. J. Multiphase Flow, 2, pp. 273-306Lin, Hanratty, Detection of slug flow from pressure measurements (1987) Int. J. Multiphase Flow, 13, pp. 13-21Mandelbrot, (1982) The Fractal Geometry of Nature, , Freeman, New YorkMatsui, Identification of flow regimes in vertical gas liquid two-phase flow using differential pressure fluctuation (1984) Int. J. Multiphase Flow, 10, pp. 711-720Matsui, Automatic identification of flow regimes in vertical two-phase flow using differential pressure fluctuations (1986) Nucl. Engng Des., 95, pp. 221-231Moon, (1987) Chaotic Oscillations, , Wiley-Interscience, New YorkTutu, Pressure fluctuations and flow pattern recognition in vertical two-phase gas-liquid flow (1982) Int. J. Multiphase Flow, 8, pp. 443-447Tutu, Pressure drop fluctuations and bubble-slug transition in a vertical two-phase water flow (1984) Int. J. Multiphase Flow, 10, pp. 211-216Vince, Lahey, Jr, On the development of an objective flow regime indicator (1982) Int. J. Multiphase Flow, 8, pp. 93-12
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