24.07.2016, 21:44
Hi Leuts,
dieser TMT ist mit Alu Membran, hat gute Bassgene und ich würde ihn gerne mal mit dem BreitbänderTang Band W3-315 kombinieren.
Die TSP sind diese hier:
![[Bild: AffPYSzbkMwXAAAAAElFTkSuQmCC]](http://www.diy-hifi-forum.eu/forum/data:image/png;base64,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)
Korbmaß (Zoll) 7 Imp. (Zn/ohm) 8 Freq.(Hz) 35-10000 Music (W) 100 Nominal (W) 50 SPL (1W/1M) 85,00 VC (d) 35 Xmax +- (mm) 4,25 Re (Ohm) 5,9 LE (VC/mH) ,72 BL (NA) (F/I) 7,17 fs 39 Mms(g) 25,2 Cms (mm/N) ,66 Sd (cm2) 132,70 VAS 16,34 QMS 3,31 QES ,7 QTS ,58 Außendurchmesser (mm) 175,60 Einbaulochmaß (mm) 144 Einbautiefe (mm) 81,1
und für AJ Horn habe ich noch eine Impedanzkurve gefunden:
![[Bild: db_da175_8_impedanz2.jpg]](https://www.intertechnik.de/user/Bauberichte/stories/Artikel/2009/April/dayton17al/db_da175_8_impedanz2.jpg)
ich bin momentan bei einem BR Gehäuse 20l abgestimmt auf ca 33Hz plus IHA 5l, abgestimmt auf ca 33Hz.
Als Basszweig habe ich dabei einfach mal 2,2mH und 47µF angenommen.
Zu beachten ist, das der TMT bei ca 1700Hz eine Senke hat, was aber in einer FAST egal ist.
Mein Ziel ist ein relativ kleines Gehäuse mit ca 25-30 Litern.
Geht das was mit TQWT? Was mein Ihr?
Gruß Eismann
dieser TMT ist mit Alu Membran, hat gute Bassgene und ich würde ihn gerne mal mit dem BreitbänderTang Band W3-315 kombinieren.
Die TSP sind diese hier:
Korbmaß (Zoll) 7 Imp. (Zn/ohm) 8 Freq.(Hz) 35-10000 Music (W) 100 Nominal (W) 50 SPL (1W/1M) 85,00 VC (d) 35 Xmax +- (mm) 4,25 Re (Ohm) 5,9 LE (VC/mH) ,72 BL (NA) (F/I) 7,17 fs 39 Mms(g) 25,2 Cms (mm/N) ,66 Sd (cm2) 132,70 VAS 16,34 QMS 3,31 QES ,7 QTS ,58 Außendurchmesser (mm) 175,60 Einbaulochmaß (mm) 144 Einbautiefe (mm) 81,1
und für AJ Horn habe ich noch eine Impedanzkurve gefunden:
![[Bild: db_da175_8_impedanz2.jpg]](https://www.intertechnik.de/user/Bauberichte/stories/Artikel/2009/April/dayton17al/db_da175_8_impedanz2.jpg)
ich bin momentan bei einem BR Gehäuse 20l abgestimmt auf ca 33Hz plus IHA 5l, abgestimmt auf ca 33Hz.
Als Basszweig habe ich dabei einfach mal 2,2mH und 47µF angenommen.
Zu beachten ist, das der TMT bei ca 1700Hz eine Senke hat, was aber in einer FAST egal ist.
Mein Ziel ist ein relativ kleines Gehäuse mit ca 25-30 Litern.
Geht das was mit TQWT? Was mein Ihr?
Gruß Eismann

