Nubert Lautsprecher, HiFi- und Surround-Elektronik

Hallo,

Wenn man 2 weit auseinander stehende Subs hat, steigt ja der Pegel gegenüber 1 Sub um 3dB !

Wenn man 2 Subs dicht nebeneinander stellt, dann ja um ca 6dB !

Wie dicht müssen dann eigentlich die beiden Subs aneinanderstehen (Membranmitte zu Membranmitte), dass sich diese 6dB Steigerung ergibt?

Meine beiden AW-1000 stehen jeweils an der Innenseite der Fronts mit einer Entfernung von genau 1,47m (Membranmitte zu Membranmitte) auseinander (Raum: HxBxT=2,82x5,00x3,60). Wie hoch ist da etwa die Pegelsteigerung gegenüber einem alleine?

Gruß

Ph0b0ss

Oh ja. Das würde mich auch interessieren, da ich am überlegen bin mir noch ein AW-440 zu holen.

Die Wellenlänge muß deutlich, d.h. mind. um den Faktor 2 bis 3, größer sein als die Entfernung und Abmessung der Schallquellen, ferner müssen alle beteiligten Quellen das Signal mit der gleichen Phasenlage und Amplitude abstrahlen.

greetings, Keita

@Koala

heißt das jetzt das es bei meinen beiden AW-1000 mit ihren 1,47m Abstand praktisch die vollen 6dB Pegelzuwachs gibt?

Gruß

Ph0b0ss

Koala hat geschrieben:Die Wellenlänge muß deutlich, d.h. mind. um den Faktor 2 bis 3, größer sein als die Entfernung und Abmessung der Schallquellen, ferner müssen alle beteiligten Quellen das Signal mit der gleichen Phasenlage und Amplitude abstrahlen.

Ersetze 2 bis 3 durch 0,25 bis 0,75 ;-)

Ansonsten sind Vorhersagen in geschlossenen Räumen kaum möglich, da nicht nur die
beiden Subs, sondern auch alle Spiegelquellen berücksichtigt werden müssen.

Das genaueste ist immer noch eine Simulation.

@Frank Klemm

Also theoretisch gerechnet:

344/1,47 = 234Hz

0,25* 234Hz = 58,5Hz

0,75* 234Hz =175,5Hz

Also müssten dann theoretisch alle Frequenzen unter 58,5Hz~175,5Hz um 6dB lauter werden, sehe ich das richtig?


Gruß

Ph0b0ss

Ph0b0ss hat geschrieben: 344/1,47 = 234Hz
0,25* 234Hz = 58,5Hz
0,75* 234Hz =175,5Hz

Also müssten dann theoretisch alle Frequenzen unter 58,5Hz~175,5Hz um 6dB lauter werden, sehe ich das richtig?

344 [m/s] / 1,47 [m] = 234 [1/s] = 234 [Hz] ;-)

Die vollen 6 dB hast Du nur, wenn die Subwoofer zusammenstehen.
Ich müßte mal ausrechnen, wie die gesamte abgestrahlte Schalleistung
in Abhängigkeit vom Abstand abnimmt. Muß mir mal sphärische
Trigonomie ansehen.

Frank Klemm hat geschrieben:Ich müßte mal ausrechnen, wie die gesamte abgestrahlte Schalleistung
in Abhängigkeit vom Abstand abnimmt. Muß mir mal sphärische
Trigonomie ansehen.

Das wär suuper nett !

Gruß

Ph0b0ss

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45.100 +3.0193
45.200 +3.0248
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45.400 +3.0192
45.500 +3.0103
45.600 +3.0014
45.700 +2.9959
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45.900 +3.0014
46.000 +3.0103
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46.200 +3.0245
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46.900 +3.0016
47.000 +3.0103
47.100 +3.0189
47.200 +3.0242
47.300 +3.0242
47.400 +3.0189
47.500 +3.0103
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47.900 +3.0018
48.000 +3.0103
48.100 +3.0187
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48.400 +3.0187
48.500 +3.0103
48.600 +3.0019
48.700 +2.9968
48.800 +2.9968
48.900 +3.0020
49.000 +3.0103
49.100 +3.0186
49.200 +3.0236
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49.500 +3.0103
49.600 +3.0021
49.700 +2.9971
49.800 +2.9971
49.900 +3.0022
50.000 +3.0103

Der Preis für den längsten Beitrag 2005 geht an Frank Klemm