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JPS6060074B2 - Reverberation adding device - Google Patents
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JPS6060074B2 - Reverberation adding device - Google Patents

Reverberation adding device

Info

Publication number
JPS6060074B2
JPS6060074B2 JP53155349A JP15534978A JPS6060074B2 JP S6060074 B2 JPS6060074 B2 JP S6060074B2 JP 53155349 A JP53155349 A JP 53155349A JP 15534978 A JP15534978 A JP 15534978A JP S6060074 B2 JPS6060074 B2 JP S6060074B2
Authority
JP
Japan
Prior art keywords
reverberation
autocorrelation
autocorrelation coefficient
signal
circuit
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired
Application number
JP53155349A
Other languages
Japanese (ja)
Other versions
JPS5581398A (en
Inventor
昇 菊池
保利 中間
英樹 藤恵
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Panasonic Holdings Corp
Original Assignee
Matsushita Electric Industrial Co Ltd
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Matsushita Electric Industrial Co Ltd filed Critical Matsushita Electric Industrial Co Ltd
Priority to JP53155349A priority Critical patent/JPS6060074B2/en
Publication of JPS5581398A publication Critical patent/JPS5581398A/en
Publication of JPS6060074B2 publication Critical patent/JPS6060074B2/en
Expired legal-status Critical Current

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  • Reverberation, Karaoke And Other Acoustics (AREA)

Description

【発明の詳細な説明】 本発明はステレオ装置、カラオケ装置等の残響付加回路
において、入力信号の自己相関関数を計算し、ある一定
遅延時間における自己相関係数を計算し、ある一定遅延
時間における自己相関係数の大きさに対応して残響付加
回路の遅延信号のフィードバック量を変化させることに
より、入力信号に対応した最適な残響効果を出す残響付
加装置を提供するものである。
Detailed Description of the Invention The present invention calculates an autocorrelation function of an input signal, calculates an autocorrelation coefficient at a certain delay time, and calculates an autocorrelation coefficient at a certain delay time in a reverberation adding circuit of a stereo device, a karaoke device, etc. The present invention provides a reverberation addition device that produces an optimal reverberation effect corresponding to an input signal by changing the amount of feedback of a delayed signal of a reverberation addition circuit in accordance with the magnitude of an autocorrelation coefficient.

従来、入力信号のレベルに応じて残響付加回路の遅延時
間、あるいはレベル比を変化させ、また入力信号のある
一定遅延時間における自己相関係数の大きさに応じて残
響付加回路の遅延時間を変化させるものはある。
Conventionally, the delay time or level ratio of the reverberation adding circuit is changed depending on the level of the input signal, and the delay time of the reverberation adding circuit is changed depending on the magnitude of the autocorrelation coefficient at a certain delay time of the input signal. There are things that make you do it.

人が残響を惑じる要因の中でも遅延時間と遅延信号のフ
ィードバック量が残響の音質に大きな影響を与える。
Among the factors that confuse people about reverberation, the delay time and the amount of feedback of the delayed signal have a large effect on the sound quality of reverberation.

また音源信号の物理的特性が自己相関関数で定量化でき
ることはよく知られており、音場での主観評価において
残響が音源の自己相関関数と関係があることは報告され
ている。音源の自己相関関数は一般的には第4図のよう
な傾向を示す。
Furthermore, it is well known that the physical characteristics of a sound source signal can be quantified by an autocorrelation function, and it has been reported that reverberation is related to the autocorrelation function of a sound source in subjective evaluation in a sound field. The autocorrelation function of a sound source generally shows a tendency as shown in FIG.

今ある遅延時間Tlにおける自己相関係数を求める。そ
の係数が大きい場合は原信号との相関が高いのでその分
だけ残響を多くする。逆に係数が小さい場合は原信号と
の相関が低いので残響は少なくする。このように相関係
数の大きさに対応して残響付加量を変化させることは物
理的にも意味があり、残響効果としても良い。第1図は
一般的な残響付加回路を示している。入力信号1は直接
音信号2として加算器6へ入る。と同時に遅延回路7を
通つた遅延信号3は減衰器9へ送られるとともに、遅延
信号3は減衰器8を通り加算器5に印加されフィードバ
ックがかけられる。直接音信号2と減衰器9を通つた遅
延信号4とが加算器6で加算されて残響付加された出力
信号10が得られる。本発明は第2図に示すように自己
相関係数計算回路11で入力信号1の自己相関係数を求
め、その大きさに応じて減衰器8の減衰量を変化させる
ものである。
The autocorrelation coefficient at the current delay time Tl is determined. If the coefficient is large, the correlation with the original signal is high, so the reverberation is increased accordingly. Conversely, if the coefficient is small, the correlation with the original signal is low, so the reverberation is reduced. Changing the reverberation addition amount in accordance with the magnitude of the correlation coefficient in this way has physical meaning, and may be used as a reverberation effect. FIG. 1 shows a general reverberation adding circuit. Input signal 1 enters adder 6 as direct sound signal 2. At the same time, the delayed signal 3 that has passed through the delay circuit 7 is sent to the attenuator 9, and the delayed signal 3 passes through the attenuator 8 and is applied to the adder 5 for feedback. The direct sound signal 2 and the delayed signal 4 that has passed through the attenuator 9 are added by an adder 6 to obtain an output signal 10 with added reverberation. In the present invention, as shown in FIG. 2, the autocorrelation coefficient calculation circuit 11 calculates the autocorrelation coefficient of the input signal 1, and changes the amount of attenuation of the attenuator 8 depending on the magnitude of the autocorrelation coefficient.

第3図aは自己相関係数計算回路11の一例を示してい
る。
FIG. 3a shows an example of the autocorrelation coefficient calculation circuit 11.

入力信号のある一定遅延時間Tlにおける自己相関係数
は直接音信号2と遅延回路14を通つた遅延信号17を
掛算器13で掛算し、平均回路15で平均するど行られ
る。入力信号の特性上、遅延時間が複数個必要な場合、
図のようにτ1,τ2 ・・・・γ。をもうけ、それぞ
゛れの自己相関係数を求めてやればよい。そうして得ら
れた入力信号の自己相関係数の大きさを演算回路16で
演算して、その大きさに対応するフィードバック量コン
トロール信号電圧12に変換する。演算回路16では、
A1加算値、B1平均値、C1ピーク値、D1ウェイト
付加算値等が演算される。また平均回路15の時定数L
−。は入力信号の特長及び遅延回路τ1〜τ。の値によ
つて決定されるものである。以上のように第3図aはア
ナログによる自己相関係数計算回路の一例を示したが他
に直接音信号2と遅延信号17のうち、1、一方のみを
ゼロクロス波にした片極性自己相関係数計算回路、2、
第3図bのような両極性自己相関係数計算回路、更には
ディジタルコンピュータを用いても実現できる。第3図
bにおいて、18はゼロクロス波形成回路、19は論理
回路である。
The autocorrelation coefficient at a certain delay time Tl of the input signal is determined by multiplying the direct sound signal 2 by the delayed signal 17 passed through the delay circuit 14 in a multiplier 13, and averaging the result in an averaging circuit 15. If multiple delay times are required due to the characteristics of the input signal,
As shown in the figure, τ1, τ2...γ. , and find the autocorrelation coefficient for each. The magnitude of the autocorrelation coefficient of the input signal thus obtained is computed by the arithmetic circuit 16 and converted into a feedback amount control signal voltage 12 corresponding to the magnitude. In the arithmetic circuit 16,
A1 added value, B1 average value, C1 peak value, D1 weight added value, etc. are calculated. Also, the time constant L of the averaging circuit 15
−. are the characteristics of the input signal and the delay circuits τ1 to τ. It is determined by the value of . As mentioned above, Fig. 3a shows an example of an analog autocorrelation coefficient calculation circuit, but there is also a unipolar autocorrelation method in which only one of the direct sound signal 2 and the delayed signal 17 is made into a zero-crossing wave. Number calculation circuit, 2,
This can be realized using a bipolar autocorrelation coefficient calculation circuit as shown in FIG. 3b, or even a digital computer. In FIG. 3b, 18 is a zero-cross wave forming circuit, and 19 is a logic circuit.

第5図には音源の自己相関係数の大きさと残響付加回路
のフィードバック量との関係例を示す。
FIG. 5 shows an example of the relationship between the magnitude of the autocorrelation coefficient of the sound source and the feedback amount of the reverberation adding circuit.

第5図a1音源の自己相関係数の大きさとフィードバッ
ク量がy1のように線形関係で対応する場合。第5図b
1音源の自己相関係数の大きさとフィードバック量がY
2のように非埠形関係で対応する場合。
FIG. 5 a1 A case where the magnitude of the autocorrelation coefficient of the sound source and the amount of feedback correspond in a linear relationship as shown in y1. Figure 5b
The magnitude of the autocorrelation coefficient of one sound source and the amount of feedback are Y
When dealing with a non-build relationship like in 2.

第5図C1音源の自己相関係数の大きさとフィードバッ
ク量がY3のように係数の大きさφ1までは線形でそれ
以上は非線形関係で対応する場合である。
This is a case where the magnitude of the autocorrelation coefficient of the C1 sound source in FIG. 5 and the amount of feedback correspond linearly up to the magnitude of the coefficient φ1 and in a nonlinear relationship beyond that, as shown in Y3.

実際に用いる場合の効果としてはY2のように非線形で
対応させるのが最も効果的である。
In actual use, it is most effective to use a nonlinear correspondence like Y2.

本発明の残響付加装置は上記のような構成であり、本発
明装置をステレオやカラオケ装置の残響付加回路に用い
ると入力信号の自己相関係数の大”きなところでは大き
な残響量が、自己相関係数の小さなところでは小さな残
響量が自動的に付加される利点を有し、歌つている人に
も、聞いている人にも音の効果として一定の残響量より
もより快適な残響効果を得ることができるものである。
The reverberation adding device of the present invention has the above-described configuration, and when the device of the present invention is used in a reverberation adding circuit of a stereo or karaoke device, a large amount of reverberation is generated in areas where the autocorrelation coefficient of the input signal is large. It has the advantage that a small amount of reverberation is automatically added where the correlation coefficient is small, creating a reverberation effect that is more comfortable for both the singer and the listener than a constant amount of reverberation. This is something that can be obtained.

図面の簡単な説明第1図は従来の残響付加装置のブロッ
ク図、第2図は本発明の一実施例における残響付加装置
のブロック図、第3図A,bはそれぞれの自己相関係数
計算回路のブロック図、第4図は音源の自己相関係数の
一例を示す図、第5図A,b,cはそれぞれ本発明の残
響付加装置における自己相関係数の大きさとフィードバ
ック量との関係を示す図である。
Brief description of the drawings Fig. 1 is a block diagram of a conventional reverberation adding device, Fig. 2 is a block diagram of a reverberation adding device according to an embodiment of the present invention, and Fig. 3 A and b show respective autocorrelation coefficient calculations. A block diagram of the circuit, FIG. 4 shows an example of the autocorrelation coefficient of a sound source, and FIGS. 5A, b, and c show the relationship between the magnitude of the autocorrelation coefficient and the amount of feedback in the reverberation adding device of the present invention, respectively. FIG.

1・・・入力信号、2・・・直接音信号、3・・・遅延
信号、4・・・遅延信号、5,6・・・加算器、7・・
・遅延回路、81.−・・減衰器、、、39・:・減衰
器、10・・・出力信号、11・・・自己相関係数計算
回路。
1... Input signal, 2... Direct sound signal, 3... Delayed signal, 4... Delayed signal, 5, 6... Adder, 7...
・Delay circuit, 81. --Attenuator, 39: Attenuator, 10: Output signal, 11: Autocorrelation coefficient calculation circuit.

Claims (1)

【特許請求の範囲】[Claims] 1 入力信号を遅延回路を介して遅延し、この遅延信号
を減衰器を介して上記遅延回路にフィードバックし残響
付加音を発生させる残響付加装置において、上記入力信
号の自己相関係数を自己相関係数計算回路で計算し、自
己相関関数の時間軸上の1点または複数点の自己相関係
数の大きさに応じて上記減衰器の減衰量を制御し遅延信
号のフィードバック量を変化させることを特徴とする残
響付加装置。
1. In a reverberation adding device that delays an input signal via a delay circuit and feeds back this delayed signal to the delay circuit via an attenuator to generate reverberated sound, the autocorrelation coefficient of the input signal is calculated by autocorrelation. The attenuation amount of the attenuator is controlled according to the magnitude of the autocorrelation coefficient at one point or multiple points on the time axis of the autocorrelation function by calculating with a numerical calculation circuit, and the amount of feedback of the delayed signal is changed. Characteristic reverberation adding device.
JP53155349A 1978-12-15 1978-12-15 Reverberation adding device Expired JPS6060074B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP53155349A JPS6060074B2 (en) 1978-12-15 1978-12-15 Reverberation adding device

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP53155349A JPS6060074B2 (en) 1978-12-15 1978-12-15 Reverberation adding device

Publications (2)

Publication Number Publication Date
JPS5581398A JPS5581398A (en) 1980-06-19
JPS6060074B2 true JPS6060074B2 (en) 1985-12-27

Family

ID=15603939

Family Applications (1)

Application Number Title Priority Date Filing Date
JP53155349A Expired JPS6060074B2 (en) 1978-12-15 1978-12-15 Reverberation adding device

Country Status (1)

Country Link
JP (1) JPS6060074B2 (en)

Also Published As

Publication number Publication date
JPS5581398A (en) 1980-06-19

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