共查询到19条相似文献,搜索用时 171 毫秒
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实验室标准传声器的前腔深度是耦合腔互易法校准其声压灵敏度的主要不确定度分量之一.为了控制声压灵敏度校准的不确定度,利用光学三坐标自动测量系统,分别通过直测法和块规法测量3只LS1P和3只LS2P传声器的前腔深度.测量结果表明,在传声器外环面放置高精度的块规,较好匹配了传声器与平面波耦合腔进行声学耦合时的物理模型,其前腔深度测量不确定度优于3.0 μm(k=2).对于LS1P传声器20 Hz~10 kHz频率范围内的声压灵敏度,前腔深度引入的不确定度分量优于0.005 dB(k=2);对于LS2P传声器,20 Hz~25 kHz频率范围内的不确定度分量优于0.012 dB(k=2),能够实现实验室标准传声器声压灵敏度的高精度校准. 相似文献
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针对低频耦合腔互易校准中存在的热传导和声泄漏问题,通过理论计算和不同长度耦合腔的系列实验研究,探讨其对互易校准结果的影响规律。首先阐述了互易校准原理及电容传声器低频时的频响特征,传声器均压孔在声场外时,低频声压灵敏度随着频率降低而逐渐增加;其次,对发射传声器-耦合腔-接收传声器构成的耦合腔系统中的热传导修正因子进行计算,结果表明,随着耦合腔长度变长,热传导修正因子变小,不确定度分量变小;通过不同长度的耦合腔组成的互易校准系统研究声泄漏的影响并探讨其优化方案,实验结果表明,10 mm和15 mm耦合腔对互易校准结果影响较小,重复性高,该实验结果与传声器的低频响应特性一致。 相似文献
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耦合腔互易法声压基准建立于1965年,于1986年批准为国家计量基准,并于1990年进行了技术改造。它采用耦合腔互易技术,通过精确确定基准传声器声压灵敏度的方法来复现声压量值。该基准装置包括:互易校准仪、一级基准传声器、一套耦合胜、信号发生器、差分电压表以及其他配套设备。国家计量基准介绍主要技术指标为:频率范围:SOth-ZqUth;不确定度:0.05dB(k=3);重复性:o.o川B;其主要技术指标接近国际先进水平。耦合腔互易法声压基准承担着我国声压量值传递及国内外比对的任务,为科研、生产、环保、医学等领域的声压量值准确… 相似文献
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Victor Nedzelnitsky Randall P. Wagner 《Journal of research of the National Institute of Standards and Technology》2008,113(2):97-119
To achieve an acceptable degree of accuracy at high frequencies in some standardized methods for primary calibration of laboratory standard (LS) microphones, the front cavity depth lfc of each microphone must be known. This dimension must be measured using non-contact methods to prevent damage to the microphone diaphragm. The basic capabilities of an optical depth-measuring microscope were demonstrated by the agreement of its measurements within 0.7 μm of the known values of reference gage blocks. Using this microscope, two basic methods were applied to measure lfc. One (D) uses direct measurements at the microphone front surface annulus and conventional data reduction techniques. The other (GB) uses measurements at the surface of a gage block placed on the annulus, and plane-fitting data reduction techniques intended to reduce the effects of the slightly imperfect geometries of the microphones. The GB method was developed to provide a smoother surface of measurement than the relatively rough surface of the annulus, and to simulate the contact that occurs between the annulus and the smooth, plane surface of an acoustic coupler during microphone calibration. Using these methods, full data sets were obtained at 33 measurement positions (D), or 25 positions (GB). In addition, D and GB subsampling methods were applied by using subsamples of either the D or the GB full data sets. All these methods were applied to six LS microphones, three each of two different types. The GB subsampling methods are preferred for several reasons. The measurement results for lfc obtained by these methods agree well with those obtained by the GB method using the full data set. The expanded uncertainties of results from the GB subsampling methods are not very different from the expanded uncertainty of results from the GB method using the full data set, and are smaller than the expanded uncertainties of results from the D subsampling methods. Measurements of lfc using the GB subsampling method with only nine measurement positions exhibit expanded uncertainties (with coverage factor k = 2) within 4 μm, and can improve the uncertainty of microphone calibrations by an order of magnitude over the result from use of generic standardized microphone type nominal lfc values and tolerance limits. 相似文献
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The paper presents parametric study investigating the relative influence of the various microphone parameters affecting the closed coupler reciprocity measurements while computing the sensitivity of reference standard microphones using the well known MP.EXE program used by National Metrology Institutes of various countries. A design of experiments perspective using L 9 (34) orthogonal array and analysis of variance (ANOVA) method is presented for LS1P and LS2P microphones. The relative importance of microphone parameters on its sensitivity is evaluated in terms of percentage contribution using ANOVA methodology. 相似文献
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本文简略介绍了标准煤气表的测量方法,并依据JJG267-1996标准煤气表检定规程和JJF1059-1999测量不确定度评定与表示,对标准煤气表仪表系数测量结果进行不确定度的评定。具体分述各个不确定度分量(包括标准煤气表示值、气体流量标准装置通过的气体体积、装置内压力、标准煤气表前压力、装置内气温、标准煤气表前气温、装置内的饱和蒸汽压、标准煤气有处的饱和蒸汽压、装置内气体相对湿度、标准煤气表处的气体相对湿度)的产生,并合成标准不确定度及给出有效自由度。 相似文献
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The paper presents the measurement uncertainty achieved in realizing the primary standard of sound pressure at NPL, India and comparison of the uncertainties of secondary calibrations with that of primary standard. The uncertainty associated with calibration of acoustic calibrators, working standard microphones and sound pressure level measurements is discussed. A comparison of the actuator response with that taken from reciprocity setup for working standard microphones is also presented. The major focus of the present work is to highlight the traceability chain established in measurement of sound pressure level and propagation of measurement uncertainties directly from the national primary standard to field measurements, which are very rigorously conducted in transportation noise monitoring, machinery noise diagnostics, noise labeling of electrical appliances and environmental impact assessment studies w.r.t noise abatement and control. 相似文献
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Randall P. Wagner Victor Nedzelnitsky Steven E. Fick 《Journal of research of the National Institute of Standards and Technology》2011,116(5):761-769
A new National Institute of Standards and Technology (NIST) measurement service has been developed for determining the pressure sensitivities of American National Standards Institute and International Electrotechnical Commission type LS2aP laboratory standard microphones over the frequency range 31.5 Hz to 20 000 Hz. At most frequencies common to the new service and the old service, the values of the expanded uncertainties of the new service are one-half the corresponding values of the old service, or better. The new service uses an improved version of the system employed by NIST in the Consultative Committee for Acoustics, Ultrasound, and Vibration (CCAUV) key comparison CCAUV.A-K3. Measurements are performed using a long and a short air-filled plane-wave coupler. For each frequency in the range 31.5 Hz to 2000 Hz, the reported sensitivity level is the average of data from both couplers. For each frequency above 2000 Hz, the reported sensitivity level is determined with data from the short coupler only. For proof test data in the frequency range 31.5 Hz to 2000 Hz, the average absolute differences between data from the long and the short couplers are much smaller than the expanded uncertainties. 相似文献
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J. T. Zhang H. Lin J. P. Sun X. J. Feng K. A. Gillis M. R. Moldover 《International Journal of Thermophysics》2010,31(7):1273-1293
The progress towards re-determining the Boltzmann constant k
B using two fixed-path, gas-filled, cylindrical, acoustic cavity resonators is described. The difference in the lengths of
the cavities is measured using optical interferometry. Thus, a literature value for the density of mercury is not used, in
contrast with the presently accepted determination of k
B. The longitudinal acoustic resonance modes of a cylindrical cavity have lower quality factors Q than the radial modes of gas-filled, spherical cavities, of equal volume. The lower Qs result in lower signal-to-noise ratios and wider, asymmetric resonances. To improve signal-to-noise ratios, conventional
capacitance microphones were replaced with 6.3 mm diameter piezoelectric transducers (PZTs) installed on the outer surfaces
of each resonator and coupled to the cavity by diaphragms. This arrangement preserved the shape of the cylindrical cavity,
prevented contamination of the gas inside the cavity, and enabled us to measure the longitudinal resonance frequencies with
a relative standard uncertainty of 0.2 × 10−6. The lengths of the cavities and the modes studied will be chosen to reduce the acoustic perturbations due to non-zero boundary
admittances at the endplates, e.g., from endplate bending and ducts and/or transducers installed in the endplates. Alternatively,
the acoustic perturbations generated by the viscous and thermal boundary layers at the gas–solid boundary can be reduced.
Using the techniques outlined here, k
B can be re-determined with an estimated relative standard uncertainty of 1.5 × 10−6. 相似文献
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目前普遍采用称量法制备标准气体,在此过程中气瓶体积膨胀所引入的空气浮力的不确定度贡献不可忽视。设计了一个气瓶充气膨胀率测量装置,该装置可以控制气瓶内充入气体的压力,并利用精密移液管测量气瓶体积的膨胀量,从而准确计算出气瓶的充气膨胀率。利用该装置对国内常见的2L、4L和8L铝合金气瓶进行了测量,结果显示气瓶体积的膨胀与充入气体的压力近似成线性正相关。而且气瓶外观体积越大,充气膨胀率的数值越大,量值之间也呈现出较强的相关性。基于获得的气瓶充气膨胀率数据,可以进一步降低气瓶体积膨胀对瓶内充入气体质量的不确定度贡献,从而使气体质量的计算更加精确。 相似文献