Repp B H
Haskins Laboratories, New Haven, Connecticut 06511-6695.
J Acoust Soc Am. 1993 Feb;93(2):1136-44. doi: 10.1121/1.405561.
Preliminary to an attempt at measuring the relative intensities of overlapping tones in acoustically recorded piano music, this study investigated whether the relative peak sound levels of recorded piano tones can be reliably inferred from the levels of their two lowest harmonics, measured in the spectrum near tone onset. Acoustic recordings of single tones were obtained from two computer-controlled mechanical pianos, one upright (Yamaha MX100A Disclavier) and one concert grand (Bösendorfer 290SE), at a range of pitches and hammer velocities. Electronic recordings from a digital piano (Roland RD250S), which were free of mechanical and sound transmission factors, were included for comparison. It was found that, on all three instruments, the levels of the lowest two harmonics (in dB) near tone onset generally increased linearly with the peak root-mean-square (rms) level (in dB) as hammer velocity was varied for any given pitch. The slope of this linear function was fairly constant across midrange pitches (C2 to C6) for the first harmonic (the fundamental), but increased with pitch for the second harmonic. However, there were two sources of unpredictable variability: On the two mechanical pianos, peak rms level varied considerably across pitches, even though the strings were struck at nominally equal hammer velocities; this was probably due to the combined effects of unevenness in hammer-string interaction, soundboard response, and room acoustics. Moreover, for different pitches at equal peak rms levels, the levels of the two lowest harmonics varied substantially, even on the electronic instrument.(ABSTRACT TRUNCATED AT 250 WORDS)
在尝试测量声学录制的钢琴音乐中重叠音调的相对强度之前,本研究调查了能否根据录制的钢琴音调在起始点附近频谱中测量的两个最低谐波的电平,可靠地推断出其相对峰值声级。从两台电脑控制的机械钢琴(一台立式钢琴(雅马哈MX100A数码钢琴)和一台三角钢琴(贝森朵夫290SE))获取了不同音高和琴槌速度下的单音声学录音。还纳入了一台数码钢琴(罗兰RD250S)的电子录音用于比较,该录音不受机械和声音传播因素影响。研究发现,对于所有三种乐器,在任何给定音高上,随着琴槌速度变化,起始点附近最低的两个谐波的电平(以分贝为单位)通常随峰值均方根(rms)电平(以分贝为单位)呈线性增加。对于基频的第一谐波,该线性函数的斜率在中音域音高(C2至C6)范围内相当恒定,但对于第二谐波,其斜率随音高增加。然而,存在两个不可预测的变化来源:在两台机械钢琴上,即使琴槌以名义上相等的速度敲击琴弦,峰值rms电平在不同音高之间也有很大变化;这可能是由于琴槌与琴弦相互作用的不均匀性、音板响应和房间声学的综合影响。此外,即使在电子乐器上,在相等的峰值rms电平下,不同音高的两个最低谐波的电平也有很大差异。(摘要截取自250字)