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JP6648002B2 - Sound equipment timbre characteristic evaluation apparatus and timbre characteristic evaluation method - Google Patents
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JP6648002B2 - Sound equipment timbre characteristic evaluation apparatus and timbre characteristic evaluation method - Google Patents

Sound equipment timbre characteristic evaluation apparatus and timbre characteristic evaluation method Download PDF

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JP6648002B2
JP6648002B2 JP2016247102A JP2016247102A JP6648002B2 JP 6648002 B2 JP6648002 B2 JP 6648002B2 JP 2016247102 A JP2016247102 A JP 2016247102A JP 2016247102 A JP2016247102 A JP 2016247102A JP 6648002 B2 JP6648002 B2 JP 6648002B2
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卓雄 高野
卓雄 高野
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Description

本発明は、音響機器の音色特性を解析評価するための装置に関するものである。  The present invention relates to an apparatus for analyzing and evaluating the timbre characteristics of audio equipment.

オーディオ・アナライザは音質を定量化する為の測定器であり、一般的に歪みメータ、周波数カウンタ、AC電圧計、DC電圧計、FFTアナライザ、低歪みオーディオ信号源等の機能を備えた物である。  An audio analyzer is a measuring instrument for quantifying sound quality, and generally has a function such as a distortion meter, a frequency counter, an AC voltmeter, a DC voltmeter, an FFT analyzer, and a low distortion audio signal source. .

解決しようとする問題点は従来のオーディオ・アナライザによる、音色に対する評価は十分ではない点である。従来のオーディオ・アナライザは相対位相角を重視しておらず、音響機器の音色に対する評価を十分に行うことが出来なかった。そのため現状では音色の評価を人の聴覚に頼っており、客観性に欠ける点である。  The problem to be solved is that the evaluation of the timbre by the conventional audio analyzer is not sufficient. Conventional audio analyzers do not attach importance to relative phase angles, and cannot sufficiently evaluate the timbre of audio equipment. Therefore, at present, evaluation of timbre relies on human hearing, which lacks objectivity.

本来音の波はフーリエ変換理論よりサイン波から成る基本波と、基本波の整数倍の周波数を持った高調波を重畳した物としてとらえる事が出来る。  An original sound wave can be considered as a product obtained by superimposing a fundamental wave composed of a sine wave and a harmonic having a frequency that is an integral multiple of the fundamental wave according to Fourier transform theory.

音の基本特性として、音高、音量、音色の三要素をあげる事が出来るが、基本波の周波数は音高を決め、基本波と高調波の波高が音量を決め、高調波の基本波に対する波高の比率と相対的位相角によって波形が決まり、その波形が音色を決める。 As a basic characteristic of the sound, pitch, volume, but it is possible to increase the three elements of the tone, the frequency of the fundamental wave decided the pitch, with respect to the fundamental wave and the wave height of the harmonics determine the volume, of the harmonics to the fundamental The waveform is determined by the ratio of the wave height and the relative phase angle, and the waveform determines the timbre.

これら音の構成要素である、音高、音量、音色、が音響機器を通過する事によってどの様に変化するかは、その音響機器の極めて重要な特性といえる。  How the pitch, volume, and timbre, which are the components of these sounds, change as they pass through an audio device is a very important characteristic of the audio device.

この中で音響機器を通過する音高、音量の変化は比較的容易に測定し定量化する事が出来る。一方音色の変化は定量的に測定する事が極めて困難で、音響機器の特性を解析評価する事を困難にしてきた。  Among them, changes in pitch and volume passing through the audio equipment can be measured and quantified relatively easily. On the other hand, it is extremely difficult to quantitatively measure the change in timbre, which has made it difficult to analyze and evaluate the characteristics of audio equipment.

いま音色は音の波形により定まり、波形は基本波に対する高調波の波高比率と相対的位相角によって決まる事から、音響機器の音色特性は音響機器内における高調波の波高比率の変化、音響機器内において発生した高調波ノイズ強度、音響機器内における相対的位相角の変化により、定量的に表す事が出来る。  Now, the timbre is determined by the waveform of the sound, and the waveform is determined by the ratio of the crest ratio of the harmonic to the fundamental wave and the relative phase angle. Can be quantitatively represented by the harmonic noise intensity generated in the above and the change in the relative phase angle in the audio equipment.

ここで基本波と高調波の波高比率に着目するならば、音響機器を通過する波高比率の変化率は(数1)(数2)(数3)より基本波と高調波の増幅率の比率に等しい。従って音響機器における増幅率の周波数特性は音響機器の音色特性の一部を定量的に表していると言える。  Focusing on the wave height ratio between the fundamental wave and the harmonic wave, the change rate of the wave height ratio passing through the audio equipment is expressed by (Equation 1), (Equation 2), and (Equation 3). be equivalent to. Therefore, it can be said that the frequency characteristics of the amplification factor in the audio equipment quantitatively represent a part of the timbre characteristics of the audio equipment.

音響機器入力における基本波と高調波の波高比率をPとする
基本波の波高をHとする
高調波の波高をhとする
音響機器出力における基本波と高調波の波高比率をQとする
基本波の増幅率をMとする
高調波の増幅率をmとする
入出力における基本波と高調波の波高比率の入力に対する出力の変化率をYとする。
Let the peak height ratio of the fundamental wave and the harmonic at the input of the acoustic equipment be P. Let the height of the fundamental wave be H. Let the height of the harmonic wave be h. Let M be the amplification factor of the harmonic, and let M be the amplification factor of the harmonic.

ここで高調波ノイズに着目するならば、音響機器を通過する基本波の高調波ノイズの周波数特性は音響機器の音色特性の一部を定量的に表していると言える。  If attention is paid to harmonic noise, it can be said that the frequency characteristics of the harmonic noise of the fundamental wave passing through the audio device quantitatively represent a part of the timbre characteristics of the audio device.

ここで相対的位相角に着目する。ここで言う相対的位相角とは基本波の位相角が0度の時の高調波の位相角である。高調波の周波数は基本波の整数倍である事から、高調波の角速度も基本波の角速度の整数倍となる。  Here, attention is paid to the relative phase angle. The relative phase angle mentioned here is the phase angle of the harmonic when the phase angle of the fundamental wave is 0 degree. Since the frequency of the harmonic is an integral multiple of the fundamental, the angular velocity of the harmonic is also an integral multiple of the angular velocity of the fundamental.

ここで基本波0度から360度回転し再び0度に成る時間をTとすると、同じ時間Tで高調波は360度の整数倍だけ回転する事となり元の位相角になるため両者の測定時刻に差が無ければ常に相対位相角は一定となる。  Here, assuming that the time at which the fundamental wave rotates from 0 degree to 360 degrees and returns to 0 degree again is T, at the same time T, the harmonics rotate by an integral multiple of 360 degrees and become the original phase angle. , The relative phase angle is always constant.

しかし一般的に音響機器内における音響信号の伝送遅れ時間は周波数によって一定ではなく、信号の見かけ上の経過時間は実時間プラス伝送遅れ時間となる。この為基本波がT時間で360度回転するとする時、高調波は基本波の伝送遅れ時間と高調波の伝送遅れ時間の差t時間だけ変化する事となり、高調波の角速度のt倍だけ、相対位相角が変化する事となる。従って音響機器内における伝送遅れの周波数特性は相対位相角の変化をもたらす事から、増幅率の周波数特性と共に音響機器の音色特性の一部と捉える事が出来る。  However, in general, the transmission delay time of an acoustic signal in an audio device is not constant depending on the frequency, and the apparent elapsed time of the signal is the real time plus the transmission delay time. For this reason, when the fundamental wave rotates 360 degrees in T time, the harmonic changes by the difference t time between the transmission delay time of the fundamental wave and the transmission delay time of the harmonic, and becomes t times the angular velocity of the harmonic. The relative phase angle will change. Therefore, since the frequency characteristic of the transmission delay in the audio device causes a change in the relative phase angle, it can be regarded as a part of the timbre characteristic of the audio device together with the frequency characteristic of the amplification factor.

実際には音響機器における、増幅率、高調波ノイズ、伝送遅れ、これら三者の周波数特性を持って、音響機器の音色特性の定量化が図れたとするには多少問題がある。それは、増幅率、高調波ノイズ、伝送遅れ、の数値がそのまま音色の変化として現れる訳ではなく、あくまでも基本波との相対値の変化が音色の変化として現れる事である。  Actually, there are some problems in quantifying the timbre characteristics of an audio device with the frequency characteristics of these three factors, that is, amplification factor, harmonic noise, and transmission delay in the audio device. That is, the numerical values of the amplification factor, harmonic noise, and transmission delay do not appear as changes in timbre as they are, but changes in relative values to the fundamental wave appear as changes in timbre.

これら相対値を求める事によって初めて、音色特性を直接的かつ定量的に評価する事が出来る。そのため仮の基本波を定めその場合の、増幅率、高調波ノイズ、伝送遅れ、の相対値を算出し、この値を持って音響機器の特性値とする。ただし伝送遅れを時間で表すと実際の波に対してどの程度の影響が有るのかを実感しにくいので、時間を仮の基本波の位相角として角度で表す事とする。 Only by obtaining these relative values can the timbre characteristics be directly and quantitatively evaluated. Therefore, a temporary fundamental wave is determined, and in that case, the relative values of the amplification factor, harmonic noise, and transmission delay are calculated, and this value is used as the characteristic value of the audio device. However, if the transmission delay is represented by time, it is difficult to realize how much the actual delay has an effect on the actual wave. Therefore, the time is represented by an angle as the phase angle of the temporary fundamental wave.

仮の基本波の周波数をFとする時、(数4)より求めたPの周波数特性を「FHz相対増幅率」、(数5)より求めたQの周波数特性を「FHz相対高調波ノイズ」、(数6)(数7)より求めたθの周波数特性を「FHz相対位相角」とする。  Assuming that the frequency of the provisional fundamental wave is F, the frequency characteristic of P obtained from (Equation 4) is “FHz relative amplification factor”, and the frequency characteristic of Q obtained from (Equation 5) is “FHz relative harmonic noise”. , (Equation 6) and the frequency characteristic of θ obtained from (Equation 7) are referred to as “FHz relative phase angle”.

「FHz相対増幅率」、「FHz相対高調波ノイズ」、「FHz相対位相角」、を求め る周波数をfとする
周波数fの増幅率をmとする
周波数fの「FHz相対増幅率」をPとする
周波数fの高調波ノイズをnとする
周波数fの「FHz相対高調波ノイズ」をQとする
周波数fの伝送遅れ時間をtとする
周波数fの「FHz相対位相角」をθとする
基本波の周波数をFとする
周波数Fの増幅率をMとする
周波数Fの波高をNとする
周波数Fの伝送遅れ時間をTとする
周波数Fの角速度をωとする
The frequency at which “FHz relative amplification factor”, “FHz relative harmonic noise”, and “FHz relative phase angle” are determined is f. The amplification factor of frequency f is m. The “FHz relative amplification factor” of frequency f is P. Let n be the harmonic noise of the frequency f Let Q be the “FHz relative harmonic noise” of the frequency f Let t be the transmission delay time of the frequency f Let θ be the “FHz relative phase angle” of the frequency f Let the frequency of the wave be F Let the amplification factor of the frequency F be M Let the wave height of the frequency F be N Let the transmission delay time of the frequency F be T Let the angular velocity of the frequency F be ω

音響の世界では440Hzの音(A音)を基準としている事が多い事から、ここでは基本波を440Hzとした場合の、増幅率、高調波ノイズ率、伝送遅れ、の相対値を計測し、この値を持って音響機器の特性値とする。ただし伝送遅れを時間で表すと実際の波に対してどの程度の影響が有るのかを実感しにくいので、時間を440Hzにおける位相角として角度で表す事とする。この後この値をそれぞれ「A音相対増幅率」「A音相対高調波ノイズ」「A音相対位相角」と呼ぶものとする。  In the world of sound, since the sound of 440 Hz (Sound A) is often used as a reference, the relative values of the amplification factor, harmonic noise ratio, and transmission delay when the fundamental wave is set to 440 Hz are measured here. This value is used as the characteristic value of the audio equipment. However, if the transmission delay is expressed in terms of time, it is difficult to realize how much the actual wave is affected. Therefore, the time is expressed as an angle as a phase angle at 440 Hz. Thereafter, these values are referred to as “A sound relative amplification factor”, “A sound relative harmonic noise”, and “A sound relative phase angle”, respectively.

ここで実際の計測計測しようとする音響機器に目的の周波数のアナログサイン波を入力し、その入力部と出力部の両者の信号を同時にディジタル化し複素フーリエ変換により波高と位相をそれぞれ求め、その入力値と出力値の差から、音響機器を通過する際の増幅率、高調波ノイズ、遅れ時間を計測する。この計測を各周波数において計測し、さらに基準の周波数に対する相対値化の変換を行った物を特性値として周波数を横軸とした、周波数特性グラフ等のかたちで表示する。 Here the actual measuring method, receives the analog sine wave of a frequency of interest to the acoustic equipment to be measured, respectively determine the height and phase by simultaneously digitized complex Fourier transform both the signal output section and the input section From the difference between the input value and the output value, the amplification factor, harmonic noise, and delay time when passing through the audio equipment are measured. This measurement is performed at each frequency, and the converted value of the relative value with respect to the reference frequency is displayed as a characteristic value in the form of a frequency characteristic graph or the like with the horizontal axis representing the frequency.

音響機器の音色特性を「A音相対増幅率」「A音相対高調波ノイズ」「A音相対位相角」で表す事によって、従来主観的な評価であった音色特性が定量的かつ客観的に評価可能となった。  By expressing the timbre characteristics of audio equipment as "A-sound relative amplification factor", "A-sound relative harmonic noise", and "A-sound relative phase angle", the timbre characteristics that were conventionally subjective evaluations can be quantitatively and objectively evaluated. It can be evaluated.

図1はオーディオ・アナライザの実施方法を示した説明図である。FIG. 1 is an explanatory diagram showing a method for implementing an audio analyzer.

図1は、本発明装置の実施例であり、エレキギターとギターアンプの間を接続するために使用されるシールドケーブルの特性を測定する場合の概念図である。  FIG. 1 shows an embodiment of the apparatus of the present invention, and is a conceptual diagram in the case of measuring the characteristics of a shielded cable used for connecting between an electric guitar and a guitar amplifier.

図1において、2は、測定しようとするシールドケーブルである。
1は、100KΩの抵抗でエレキギターの出力インピーダンスが通常100KΩ程度で有るため実用時を想定して挿入する。
3は、1MΩの抵抗でギターアンプの入力インピーダンスが通常1MΩ程度で有るため実用時を想定して挿入する。
In FIG. 1, reference numeral 2 denotes a shielded cable to be measured.
No. 1 is inserted assuming a practical use since the output impedance of an electric guitar is usually about 100 KΩ, which is a resistance of 100 KΩ.
Reference numeral 3 denotes a resistor of 1 MΩ, and the input impedance of the guitar amplifier is usually about 1 MΩ.

4は、ディジタル・アナログ変換器(以後、DACと表記)であり、離散化正弦波(ディジタル正弦波)を受け取り、正弦波(アナログサイン波)を発生させる。
5は、入力部アナログ・ディジタル変換器(以後、入力部ADCと表記)であり、被測定シールドケーブル入力部の電圧を離散化しディジタルデータを出力する。
6は、出力部アナログ・ディジタル変換器(以後、出力部ADCと表記)であり、被測定シールドケーブル出力部の電圧を離散化しディジタルデータを出力する。
4, a digital-to-analog converter (hereinafter, DAC hereinafter) is to receive the discrete sine wave (digital sine wave) to generate a sine wave (analog sine wave).
5, an input unit analog-to-digital converter (hereinafter, the input unit ADC hereinafter) is to output the voltage to be measured shielded cable input unit discrete turned into digital data.
6, the output unit analog-to-digital converter (hereinafter, an output unit ADC notation), and outputs a voltage of a measured shielded cable output unit discrete turned into digital data.

7は、複数の離散化正弦波とこの離散化正弦波と同位相の(すなわち同期した)複数の離散化余弦波とを発生する発生器であり、離散化正弦波をDACに供給するとともに離散化正弦波と離散化余弦波の両方を入力フーリエ変換部と、出力フーリエ変換部にそれぞれ供給する。 7 is a plurality of discrete sinusoidal this discretization sine wave having the same phase generator for generating a (i.e., synchronization) and a plurality of discrete cosine wave and supplies the discretized sine wave DAC, an input Fourier transform unit both discrete cosine wave and discrete sine wave, and supplies to the output Fourier transform unit.

8は、入力フーリエ変換部であり、入力ADCからのディジタルデータと離散化正弦波と離散化余弦波により入力離散化複素フーリエ変換を演算し、入力部フーリエ係数を求める。
9は、出力フーリエ変換部であり、出力ADCからのディジタルデータと離散化正弦波と離散化余弦波により出力離散化複素フーリエ変換を演算し、出力部フーリエ係数を求める。
8, the input is the Fourier transform unit calculates the input discrete complex Fourier transform by discrete cosine wave and digital data from the input ADC and discrete sine wave Ru prompted portion Fourier coefficients.
9, the output is the Fourier transform unit calculates the output discrete complex Fourier transform by discrete cosine wave and digital data from the output ADC discretization sinusoidal, Ru obtains an output unit Fourier coefficients.

10は、演算処理とその結果の表示部であり、入出力フーリエ変換部より得たフーリエ変換値(入力部フーリエ係数及び出力部フーリエ係数)に演算により「A音相対増幅率」「A音相対高調波ノイズ」「A音相対位相角」を求め表示を行う。 Reference numeral 10 denotes a display unit for calculation processing and the result thereof. The calculation unit 10 calculates “A sound relative amplification factor” and “A” based on the Fourier transform values (the input unit Fourier coefficient and the output unit Fourier coefficient) obtained from the input / output Fourier transform unit. Sound relative harmonic noise and “Sound relative phase angle” are obtained and displayed.

(表1)(表2)(表3)は、資料A、資料B、資料C、について実際に計測を行った結果を表にした物である。  (Table 1), (Table 2), and (Table 3) show the results of actual measurement of data A, data B, and data C.

(表4)は、(表1)におけるA音相対増幅率をグラフにした物である。このグラフから資料Bが最も増幅率の変化により音色を変化させない事が見て取れる。また資料Aは最も大きく増幅率の変化により音色を変化させる、また資料CはA,Bの中間である。  (Table 4) is a graph of the relative amplification factor of the A sound in (Table 1). From this graph, it can be seen that the material B does not change the timbre due to the change in the amplification factor. Material A has the largest change in timbre due to a change in amplification factor, and material C is intermediate between A and B.

(表5)は、(表2)におけるA音相対位相角をグラフにした物である。
このグラフから資料Bが最も相対位相角の変化により音色を変化させない事が見て取れる。資料Aは最も大きく音色を変化させる、資料CはA,Bの中間である。
(Table 5) is a graph of the relative phase angle of the A sound in (Table 2).
From this graph, it can be seen that the material B does not change the timbre due to the change in the relative phase angle. Material A has the largest change in timbre. Material C is intermediate between A and B.

(表3)から「A音相対高調波ノイズ」は極めて低レベルで在り、音色には有為な影響がないことが見て取れる。  From Table 3, it can be seen that "Sound A relative harmonic noise" is at an extremely low level and has no significant effect on the timbre.

以上の結果から資料Bが最も音色を変化させない事が見て取れる。資料Aは最も大きく音色を変化させる、資料CはA,Bの中間である。  From the above results, it can be seen that the material B does not change the timbre most. Material A has the largest change in timbre. Material C is intermediate between A and B.

1 100KΩ抵抗
2 被測定シールドケーブル
3 1MΩ抵抗
4 ディジタル・アナログ変換器
5 入力部アナログ・ディジタル変換器
6 出力部アナログ・ディジタル変換器
7 離散化正弦波、余弦波発生器
8 入力離散化複素フーリエ変換算出部
9 出力離散化複素フーリエ変換算出部
10 演算処理と結果表示部
REFERENCE SIGNS LIST 1 100 KΩ resistor 2 Shielded cable under test 3 1 MΩ resistor 4 Digital-to-analog converter 5 Input analog-to-digital converter 6 Output analog-to-digital converter 7 Discretized sine and cosine wave generator 8 Input discrete complex Fourier transform Calculation unit 9 Output discretized complex Fourier transform calculation unit 10 Operation processing and result display unit

Claims (4)

複数の周波数の、かつ互いに同期したディジタル正弦波及びディジタル余弦波を発生する発生手段と、
前記ディジタル正弦波を基にアナログサイン波を発生するディジタル・アナログ変換手段と、
前記アナログサイン波を被測定音響機器に入力させる手段と、
前記被測定音響機器の入力部及び出力部のアナログシグナルをそれぞれディジタルデータに変換するアナログ・ディジタル変換手段と、
前記ディジタル正弦波及びディジタル余弦波並びに入力部ディジタルデータ及び出力部ディジタルデータに基づいてフーリエ変換を行うフーリエ変換手段と、
前記フーリエ変換手段により得られた入力部フーリエ係数及び出力部フーリエ係数を基に、前記複数の周波数毎の前記被測定音響機器における前記入力部と前記出力部との間の前記アナログサイン波の波高の比率を求めるとともに、前記フーリエ変換手段により得られた入力部フーリエ係数及び出力部フーリエ係数を基に、前記複数の周波数毎の前記被測定音響機器における前記入力部と前記出力部との間の前記アナログサイン波の伝送遅れ時間を求め、さらに、前記複数の周波数毎に求められた前記アナログサイン波の波高の比率及び伝送遅れ時間に基づき、増幅率周波数特性及び伝送遅れ時間周波数特性として、所定の周波数の正弦波を基準とする相対増幅率及び相対位相角を算出する演算手段と、
を備えた音響機器音色特性評価装置。
Generating means for generating digital sine waves and digital cosine waves of a plurality of frequencies and synchronized with each other;
Digital-to-analog conversion means for generating an analog sine wave based on the digital sine wave,
Means for inputting the analog sine wave to the acoustic device to be measured,
Analog-to-digital conversion means for converting analog signals of the input unit and the output unit of the audio device under test to digital data, respectively.
Fourier transform means for performing a Fourier transform based on the digital sine wave and digital cosine wave and the input part digital data and the output part digital data,
The wave height of the analog sine wave between the input unit and the output unit in the audio device under test for each of the plurality of frequencies based on the input unit Fourier coefficient and the output unit Fourier coefficient obtained by the Fourier transform unit. Between the input unit and the output unit in the audio device under measurement for each of the plurality of frequencies, based on the input unit Fourier coefficient and the output unit Fourier coefficient obtained by the Fourier transform means . A transmission delay time of the analog sine wave is obtained , and further based on a ratio of a peak height and a transmission delay time of the analog sine wave obtained for each of the plurality of frequencies, a gain frequency characteristic and a transmission delay time frequency characteristic are determined. Calculating means for calculating a relative amplification factor and a relative phase angle based on a sine wave having a frequency of
An audio equipment timbre characteristic evaluation device comprising:
前記所定の周波数は440Hzである請求項1に記載の音響機器音色特性評価装置。 The predetermined frequency is audio equipment tonal characteristic evaluation apparatus according to claim 1 Ru 440Hz der. 複数の周波数の、かつ互いに同期したディジタル正弦波及びディジタル余弦波を発生する発生工程と、
前記ディジタル正弦波を基にアナログサイン波を発生するディジタル・アナログ変換工程と、
前記アナログサイン波を被測定音響機器に入力させる工程と、
前記被測定音響機器の入力部及び出力部のアナログシグナルをそれぞれディジタルデータに変換するディジタル・アナログ変換工程と、
前記ディジタル正弦波及びディジタル余弦波並びに入力部ディジタルデータ及び出力部ディジタルデータに基づいてフーリエ変換を行うフーリエ変換工程と、
前記フーリエ変換工程により得られた入力部フーリエ係数及び出力部フーリエ係数を基に、前記複数の周波数毎の前記被測定音響機器における前記入力部と前記出力部との間の前記アナログサイン波の波高の比率を求めるとともに、前記フーリエ変換工程により得られた入力部フーリエ係数及び出力部フーリエ係数を基に、前記複数の周波数毎の前記被測定音響機器における前記入力部と前記出力部との間の前記アナログサイン波の伝送遅れ時間を求め、さらに、前記複数の周波数毎に求められた前記アナログサイン波の波高の比率及び伝送遅れ時間に基づき、増幅率周波数特性及び伝送遅れ時間周波数特性として、所定の周波数の正弦波を基準とする相対増幅率及び相対位相角を算出する演算工程と、
を備えた音響機器音色特性評価方法。
Generating digital sine and digital cosine waves of a plurality of frequencies and synchronized with each other;
A digital-to-analog conversion step of generating an analog sine wave based on the digital sine wave,
A step of inputting the analog sine wave to the acoustic device to be measured,
A digital-to-analog conversion step of converting analog signals of the input unit and the output unit of the audio device under test into digital data, respectively.
A Fourier transform step of performing a Fourier transform based on the digital sine wave and digital cosine wave and the input section digital data and the output section digital data,
The height of the analog sine wave between the input unit and the output unit in the audio device under test for each of the plurality of frequencies based on the input unit Fourier coefficient and the output unit Fourier coefficient obtained in the Fourier transform step. Between the input unit and the output unit in the audio device under measurement for each of the plurality of frequencies, based on the input unit Fourier coefficient and the output unit Fourier coefficient obtained in the Fourier transform step . A transmission delay time of the analog sine wave is obtained , and further based on a ratio of a peak height and a transmission delay time of the analog sine wave obtained for each of the plurality of frequencies, a gain frequency characteristic and a transmission delay time frequency characteristic are determined. a calculation step of calculating the relative gain and relative phase angle of the reference sine wave of a frequency of,
A method for evaluating the timbre characteristics of audio equipment provided with:
前記所定の周波数は440Hzである請求項3に記載の音響機器音色特性評価方法。 Audio equipment tonal characteristic evaluation method according to claim 3 wherein the predetermined frequency is Ru 440Hz der.
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