J. Longo, S. Rhee, David K Kuhl, B. Metcalf, Fred Stem
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引用次数: 2

摘要

描述了爱荷华州水力研究所100x3.048x3.048 m拖曳水箱柱塞波发生器的获取和校准。协作程序确定了波发生器响应函数,即在单个(规则波)或多个(不规则波)输入柱塞频率、冲程和相位角范围内产生的波的性质。电容线用来测量波的时间。历史,这是分析(使用平均波峰和波谷,快速傅立叶变换和傅立叶级数),以评估波的幅度和频率。只有规则波的输入频率和冲程对应于波长0.5-6.0 m和陡度0.025-0.3。不确定度评估方法遵循AIAA标准S—071-1995。结果表明,在数据和分析的不确定性范围内,主频波的频率响应与输入造波频率相等,即在低频和高频时,频率响应为1-3%,而在大多数波长和陡度下,主频波幅值明显超过造波行程。该造波器满足设计要求和极限。响应函数小于其设计中使用的理论预测。与一次频率振幅响应的幅度和趋势相比,波高程测量的确定性很小,因此所显示的幅度和趋势要比噪声大得多。除了波长小和陡度小外,次频幅值很小。超频幅值也很小。但确实表现出随波陡增加的趋势,并与二阶Stokes波理论相关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
IIHR Towing-Tank Wavemaker
A description is provided of the acqms1tton and calibration of a plunger wavemaker for the Iowa Institute of Hydraulic Research 100x3.048x3.048 m towing tank. The collaboration procedure determines the wavemaker response function, i.e., nature of generated waves over range of single (regular waves) or multiple (irregular waves) input plunger frequencies, strokes, and phase angles. Capacitance wires are used to measure wave time. histories, which are analyzed (using average wave crests and troughs, Fast Fourier Transforms, and Fourier series) for evaluation of wave amplitudes and frequencies. Only regular waves are investigated for input frequencies and strokes corresponding to wavelengths 0.5-6.0 m and steepnesses 0.025-0.3. The uncertainty assessment methodology follows the AIAA Standard S--071-1995. The results indicate that the primary frequency wave frequency response is equal to the input wavemaker frequency within the uncertainty in the data and analysis, i.e., 1-3% for low-high frequency, whereas the primary frequency wave amplitude significantly exceeds the wavemaker stroke for most wavelengths and steepnesses. The wavemaker meets the design requirements and limits. The response function is less than the theoretical prediction used in its design. The certainty in the wave-elevation measurement is small compared to the magnitude and trends of the primary frequency amplitude response such that the magnitudes and trends exhibited are much larger than the noise. The sub-frequency amplitudes are small, except for small wavelength and steepness. The super-frequency amplitudes are also small. but do show the trend of increasing with wave steepness and correlate with second-order Stokes wave theory.
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