piu ampli in paralllelo
piu ampli in paralllelo
salve a tutti, piu che per necessità questo quesito lo pongo per curiosità, vorrei sapere, se collegando piu ampli in parallelo ad un subwoofer(come per il collegamento in parallelo di piu altoparlanti, ma al contrario)
otterrei un incremento di potenza percepita dal sub, oppure non andando ad aumentare la tensione di uscita, ma solo la corrente il risultato non cambierebbe, in quanto il sub permetta passaggio solamente per 4Ohm...
in tal caso sarebbe possibile collegare i due ampli con le uscite in serie?
i due ampli in questione sono due vr404xr audison, utilizzando la sezione lowpass in mono, il subwoofer è un proaudio da 300w 4Ohm mono bobina(ho dei dubbi sulla qualità del sub , ma non approfondisco perchè è un regalo delo zio, e comunque per quello che serve a me va benissimo)
grazie in anticipo (non sparatemi per favoreXD)
otterrei un incremento di potenza percepita dal sub, oppure non andando ad aumentare la tensione di uscita, ma solo la corrente il risultato non cambierebbe, in quanto il sub permetta passaggio solamente per 4Ohm...
in tal caso sarebbe possibile collegare i due ampli con le uscite in serie?
i due ampli in questione sono due vr404xr audison, utilizzando la sezione lowpass in mono, il subwoofer è un proaudio da 300w 4Ohm mono bobina(ho dei dubbi sulla qualità del sub , ma non approfondisco perchè è un regalo delo zio, e comunque per quello che serve a me va benissimo)
grazie in anticipo (non sparatemi per favoreXD)
- djbert88
- Midrange
- Messaggi: 1953
- Iscritto il: 23 mag 2012, 21:50
- Località: prov di Reggio Calabria
- Contatta:
Re: piu ampli in paralllelo
Non ho ben capito cosa vuoi fare....
Spero non intendi unire i cavi di uscita degli amplificatori tra loro
Spero non intendi unire i cavi di uscita degli amplificatori tra loro
Un uomo fa quello che è suo dovere fare, quali che siano le conseguenze personali, quali che siano gli ostacoli, i pericoli o le pressioni.
Questa è la base di tutta la moralità umana.
Questa è la base di tutta la moralità umana.
Re: piu ampli in paralllelo
intendo collegare i due ampli allo stesso subwoofer:
i due ampli in mono, poi connetto il primo al sub come normale, poi lo faccio anche con l'altro...
facciamo finta che gli ampli li metto l'uno sopra all'altro girati nello stesso modo, guardando i connettori destinati agli altoparlanti abbiamo qualcosa del genere:
hipass lopass
-.+/-.+ -.+/-.+ ampli1
-.+/-.+ -.+/-.+ ampli2
collegherei il meno del mono del primo con il meno del sub assieme al meno del mono del secondo, la stessa cosa con il piu...
come collegare due casse in parallelo ad un ampli, ma al contrario(con due ampli e un sub)
non ho detto che lo farò, ho detto che vorrei sapere se è fattibile, per fare una sorta di linkaggio come avviene per i monster hertz o altri ampli che possono essere linkati
i due ampli in mono, poi connetto il primo al sub come normale, poi lo faccio anche con l'altro...
facciamo finta che gli ampli li metto l'uno sopra all'altro girati nello stesso modo, guardando i connettori destinati agli altoparlanti abbiamo qualcosa del genere:
hipass lopass
-.+/-.+ -.+/-.+ ampli1
-.+/-.+ -.+/-.+ ampli2
collegherei il meno del mono del primo con il meno del sub assieme al meno del mono del secondo, la stessa cosa con il piu...
come collegare due casse in parallelo ad un ampli, ma al contrario(con due ampli e un sub)
non ho detto che lo farò, ho detto che vorrei sapere se è fattibile, per fare una sorta di linkaggio come avviene per i monster hertz o altri ampli che possono essere linkati
- davide_chinelli
- Tweeter
- Messaggi: 4164
- Iscritto il: 1 giu 2012, 19:27
- Località: Stradella (PV)
Re: piu ampli in paralllelo
Se lo fai preparati li vicino un estintore......
Con questa risposta penso di aver già detto tutto.....
Ci sono ampli che possono lavorare in quel modo (2 collegati "a ponte" tra di loro), ma escono di fabbrica con quella possibilità. E comunque al sub, arrivano lo stesso 2 cavi (un positivo di un ampli, ed un negativo dall'altro ampli).
Per sound quality, mi viene in mente (se vuoi cercare vai pure con google), il focal fp1.800 (attenzione che nel manuale dice poi espressamente "solo per burp in SPL"), oppure (mi pare ma non ne sono sicuro (l'audison vrx 1.500).
Altri, che mi vengono in mente (però andiamo su ampli per SPL puro), sono i soundstream XXX, o (mi pare) alcuni master audio, ma comunque tutta roba pensata per fare pressione.
E in ogni caso, bisogna mettere un ampli in "master" ed uno in "slave", collegando anche a monte gli rca ad uno solo, ed un cavo particolare (o un rca singolo, dipende dal modello) dal primo al secondo ampli.
Insomma, è possibile farlo, ma con ampli pensati per quello scopo.
Con questa risposta penso di aver già detto tutto.....
Ci sono ampli che possono lavorare in quel modo (2 collegati "a ponte" tra di loro), ma escono di fabbrica con quella possibilità. E comunque al sub, arrivano lo stesso 2 cavi (un positivo di un ampli, ed un negativo dall'altro ampli).
Per sound quality, mi viene in mente (se vuoi cercare vai pure con google), il focal fp1.800 (attenzione che nel manuale dice poi espressamente "solo per burp in SPL"), oppure (mi pare ma non ne sono sicuro (l'audison vrx 1.500).
Altri, che mi vengono in mente (però andiamo su ampli per SPL puro), sono i soundstream XXX, o (mi pare) alcuni master audio, ma comunque tutta roba pensata per fare pressione.
E in ogni caso, bisogna mettere un ampli in "master" ed uno in "slave", collegando anche a monte gli rca ad uno solo, ed un cavo particolare (o un rca singolo, dipende dal modello) dal primo al secondo ampli.
Insomma, è possibile farlo, ma con ampli pensati per quello scopo.
Re: piu ampli in paralllelo
grazie mile per le dritte, comunque credo che sperimenterò la mia tesi con due ampli da poco, un sub di scarsa qualità e un estintore a portata di mano... giusto per pasticciare un po'
grazie ancora per la disponibilità!!!
grazie ancora per la disponibilità!!!
- Alessio Giomi
- Moderatore
- Messaggi: 12655
- Iscritto il: 23 mag 2012, 21:14
- Località: Toscana Val di Cornia
- Contatta:
Re: piu ampli in paralllelo
Fai anche il video..... Ho fatto il corso per vigili del fuoco.... Mi interessacraith ha scritto:grazie mile per le dritte, comunque credo che sperimenterò la mia tesi con due ampli da poco, un sub di scarsa qualità e un estintore a portata di mano... giusto per pasticciare un po'
grazie ancora per la disponibilità!!!
PIONEER SPH DA120 optical out
HELIX DSP.3
Zapco Z150C2VX ______Sw RE10D4
Zapco Z220II_________ Wf AD W60
Zapco Studio 150______ Mr
------------------------------------------------- > Xtant xis 2.4 by morel
Zapco Studio 100______ Tw
MY CAR KIA
MY OLD CAR
HELIX DSP.3
Zapco Z150C2VX ______Sw RE10D4
Zapco Z220II_________ Wf AD W60
Zapco Studio 150______ Mr
------------------------------------------------- > Xtant xis 2.4 by morel
Zapco Studio 100______ Tw
MY CAR KIA
MY OLD CAR
- davide_chinelli
- Tweeter
- Messaggi: 4164
- Iscritto il: 1 giu 2012, 19:27
- Località: Stradella (PV)
Re: piu ampli in paralllelo
Bene Alessio, siamo in 2... ad aver fatto il corso.....
@craith: se vuoi provare fai pure, ma ti garantisco al 99,9999999999999999999999999999999999% che ti vanno in fumo almeno gli ampli, quindi mi sa di sperimentazione un po.... sadica
@craith: se vuoi provare fai pure, ma ti garantisco al 99,9999999999999999999999999999999999% che ti vanno in fumo almeno gli ampli, quindi mi sa di sperimentazione un po.... sadica
Re: piu ampli in paralllelo
purtroppo, tenpo fa ho acquistato su ebay degli ampli della kinter, convinto di aver fatto l'affare
ogni volta che li vedo mi salgono i fumi
se l'esperimento va bene ci guadagno in soddisfazione, se va male avrò finalmente trovato uno scopo a quegli orrori
ogni volta che li vedo mi salgono i fumi
se l'esperimento va bene ci guadagno in soddisfazione, se va male avrò finalmente trovato uno scopo a quegli orrori
- davide_chinelli
- Tweeter
- Messaggi: 4164
- Iscritto il: 1 giu 2012, 19:27
- Località: Stradella (PV)
Re: piu ampli in paralllelo
Ah beh, allora d'accordo (fino ad un certo punto).
Puoi sempre provare con quelli... pensavo lo volessi fare con ampli della caratura dell'audison (allora la storia cambia).
Hai mai pensato, invece che di "cuocerli", di rivenderli su ebay? Ovviamente qualcosa ci smeni, ma sempre meno del 100% dovendoli buttare.
Per curiosità, mi metti una foto o un link? Sono curioso per quegli ampli, ma per un altro motivo. Se vuoi posta il link qui (non trasgredisci a nessun regolamento, tranquillo), poi ti ricontatto io in pm, per la cosa che ho in mente
Puoi sempre provare con quelli... pensavo lo volessi fare con ampli della caratura dell'audison (allora la storia cambia).
Hai mai pensato, invece che di "cuocerli", di rivenderli su ebay? Ovviamente qualcosa ci smeni, ma sempre meno del 100% dovendoli buttare.
Per curiosità, mi metti una foto o un link? Sono curioso per quegli ampli, ma per un altro motivo. Se vuoi posta il link qui (non trasgredisci a nessun regolamento, tranquillo), poi ti ricontatto io in pm, per la cosa che ho in mente
Re: piu ampli in paralllelo
Se ha un bancale di Caos è un sistema per farli fumare, sai che Caosss......
......GAME OVER......
Re: piu ampli in paralllelo
se cerchi su google "kinter 500" lo trovi, è una porcheria che si vende su ebay per pochi spiccioli, ha le dimensioni di una musicassetta, ma piu spesso
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[/img]
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0TvHdqOyrrs3bzYYlpIziebTKrhUXFwL1EEFSu/4Rb94qU2phYNpxIyMj4lgtmi5x+ZTf8I2md7bzIVHV2vcIz0KkK9XDtKa9ef5KNs7Gsh53CyFSNWyj82Lq85bir1sDl8j2TFAROdzXvG/aDwqkcoOSsuDZZGYMjMRHPEd5F7ggcdOHbYmmcePB0mAF/LUXRvTUbj5y2PYaiTlTZof4cVG7y+q/lGq7f5E4fGDNbJKRpIltfSG5h/d6z7E7Ixey5llyqyqTlcjPEb6ag7j3+qnexeUU+FtkPORHdGzXBHXE/8AxvHEGtD2Hymw+MUqts1rNE4Gbt6J8YVNFxn9GUK1GpQ7SvEqOzuV2Gxfwm0XKTxk82qvPHERpYlkLEHf4oG/jT/Ecn8Ni0cR4T+GG9cY5Ii4G4zlWcHXUgUvKTwVJKC+CIjfeYj4h7FPk926s52xFiY2EWK5wFBYLISQAPi3NrdopXJrtIrQpRm705W+m3oOuUPJFsMM6ywzR3AzxSKdTfQrfMPv31A/dXsGj+/7FQv6GhGLS+Z3O+D2i8XinTqOoNWTZu3VcZdAT5DeKT5p4Huqp1YtkcgcViClkEayAFWlOQMD8Xi3XYChQ4tCVYnqV8zy+pOiEMegSGItYkZiOoMei481q4SYe28WK8RmGX/vi9V1Netp8mMZgRdgMRAN7JclfSB6S9/3ivWz9qrKBY57cCcsi+i3V2aihxce0WqdanWV6b9Bu8PAi99RYC587KvRf04iD5tBGl26QbTOCDfsJPRc+bJlbzqk/wCEDA830hvZcuve8Q4+eljTZoeN7FtL5gc3YHYZZB5kgB6qBW+f7/hkYMA0bc5hnMbJxUsAvYw8aP13B66t2wPCo8ZEe0EJ6pVAv3lRow7V+yq+Vsb+IU4jMAvYfLi9eZDxNeZYgwyuu/XRQQ1+ORdD6cX/AE1JGbRSr4OnW1Vnz4fq6No2ftSKdA8Lq6nipv6j1HsNOr1guHjmwzCXCSlL7rMCjW4Bz0T6LgGrvye8K6sRHjk5pxpnAOX/AFLvX76njUT1MCvgalLNZo0OlrjhsSsihkYMp1DKQQe4iu1SlEKyrw+fyML9M/5darWVeHz+Rhfpn/Lq1hO+iRVuwzGL0UlFdGZVjQPAf/Uz9Wl/HDWi+GDA87s8DXTEQHo+MAZAhItx6VZz4D/6mfq0v44a3xlrnukFeq/I1MK+GKf1MYEDxoEmvOi+VY84tuNhqSOtbHsOtevGUf50e8EautuPRtcjrWx6xUxygJXHYlSej8EyjqzRC9v9Sk/bUXLhNS0ZyOd5AuG9NePfoe2sGSs7Hd0J9bTU14nB0uA1zIo1V0PwqdoK+N6rHrBrggaMmWCTm2YG8sagxuOrEwAWPayjvWnHOdLpfBSniNUkt9gY/Yw7a9N42vwch8oapJ37sx+xhQm1oPlCM1aSOuGxOHxOJiO1QwbKAnwhbDynTpIw6K3+KMoFtddKd8ofBxHIzyYJgt28Urlw+tgFU7yxPEaa8KiZYBqrKq5zqjDNBKesbsr9oysO2m+GjkimQxtOQqlf4fn2SUKfm0w0cDfk0Om41KpqWTRmVcLOm+KlLLbwK9NhpcLI0bLkYGzxPqjHs4E7tdDroacwTpIRlJSUbgTZwR8m58b0WseqrVjJxjMMuGwESuxbKwxDfDoVsWkWMm0anymvqTu1qtbQ5LOt+aYYoIvwjwhsqNe2RXOkncL7jupsqfiiehjLLhnl9Hp/RbuT/hCkhsmMBkQG3OqLSL2SIf77TV9mwmF2jAMwSaM7mG9T2HeprB8PtNlsJLyKNMw0kTha53jzWuOAIqZ2RtB4Tz2Ely/GtfIeyWPenfqOqnRqNZPMbXwEKvz0Xwy2/RJ8qfBPLDd8LeaP4v8AmKO7yh3a9lUJoiDYjdwOhFblyd8IkcpEeKAhlO65+DbtVuH96095SchcNjQWIyS20kQC59IbmH93p7pqSvAoLFVKMuDEK31MFwuDaR1RBdnYKB1k6AVocuGxuAjKOgxmEAvkkBumXTMhBLoNCQRewsdL10wnJ6PZ5dMfhxJFICoxSgvlB61PiHdqLd5pttLBiOM4q64rClgiRy4iZmAU2YgrZdLcb2HXpSxjZfUWrU6ySyy9/J+Ba9n8qkxeHD4YK+KRbHDmVojusRc6yDq1+w1HYjwerPh+cMK4TFKCQuHbMrcQGB0Uk6aHTrqpY7CwYrEk4ULhsLCihprZbEqTmIJBLE9EAa2F7U/wfK8ph2wuMVp8KtkE+GZkI0uASbBjbg1j1g0/iT1K/VShnSfp4r+BniFxWEy/xsLBTbLKpB//ACQkH+9KkYcakq5iQ4I1kQAk/SIdHH39tS2wsU2IwzYfZkKLAbq8mLlEjXIsSIQTb7h2VGY3wYzYdA2EleWbylVAEI9It/v91ROn4xNCl0h/xrf2cpcIVAZSGQeKwY5V9F/HiPmsCtNzD5IG/UoVGvnGMGzenEQeuuCbXeCXm8SrYeYbzbQg8SNxB+ypLMjjWy8QRrET1gDWM9q/ZUX0Zpq0leDuuecvsMB1qbFtNSGD9mdhlf0JAG6uuuWIw6OCrgLl682VfWbvF68y9op9iIGB6QvmG+6lmHVfxJh2NZu2m9rDrVdPKGTsBtnhPYwZeoClF155T9xvs7GYrAvfCu1jqY2sQw68t8rjzlN6v/JzwnwT2TEfASbtT8GT2MfF7m+2qMARoNx1yMBr5wRTZvTiIPX1VHY9omDEFTIthkLHNrus4AzLbgwBFSwm9DLxWDpSXHpz9/Rm/q4O7UVlvh9/kYX6Z/y6eeCvbUhLYdwuUKXXLcZbFRlsSdDe9MvD7/Iwv0z/AJdaeD76Jy9dLgdjFqWvNLXRmXY0HwH/ANTP1aX8cNb47W1O4VgfgP8A6mfq0v44a3fGw543U+UjD7QRWBj+9fkaOH7BjnLXljC2NdsMedTJGjyLfIGVpL2PlaFdRp216wuOVxdTeoPBYKKaFWjbK6KEa2hBUAEMDoRpxpiUaE3Qhbnh/LbuPkHsP3Vz1R3lc9EwFGMaMYX9S4OQwKsAQd4OoPfXHm2QWA52M7421a3mk+MOw69RNROC2vmNmurcQd9S0WI6qYpFmdCx6hOZTzfwiHRo21YdnS32+K1j1E155gMpCfCLfWN/GUj4rNrcfFax6jXuSEMcwJV92cb+5huZew+oivLTajn+i25Zk3HqBJ/A/qNSFVppnJ48zB7uXQ6SxnLiYiODXtzgHxWsbHQmpnYnKtsOP/cgPG/QGLQtzY3kCWMDNE+uoXLe/ZemMo3GXuWZOHUGzXt6L3HUa8yRMl3va4ymVRdGHxZ4zoAeprjqNSRk4lGvhoVVZ5c/jy/B35bYLACLnDMTiGUlHjKs0h4Z1ToCMi2p6XXc1n2Hdgc6Eow0zKCBrwa2gvr2Hqqz4rYMTMCqrE+YExsxGHl7EffEx6mNuo1PtyiVcuFw+ARZpBk5mQZFBtvY3tMPKDGxFPdp56FaKnh1wWb8/Ap+H2ij9GYLGTxt8Cx67LrGfOTTsFWjYfKfEYMhQTLFvETkE264nGjDu+yoXEckMrGGOeObErq+HRXIvexVH3ZxxGlRUOJkgLR2uATnhk4EaEjiG7VseumWccy31lLER4ZZr8m57G5SYfGIebIJtZo3HSHWCp3ioDb/AIOQ15MC5hfW8YYiNs2jAW8W406t1UDB4lZWDQswkXhe0y2+KRYSj7G7KuWwfCKyWXGDMl7CZBqOHwi8D/etTKopZSM2pgalG88O7rYjZMHhZLYfGwHDTKObhRBlHUCJjfPc3uXNhfS5pnjNmT4URRPLFBhXLIzRggSMAb87nGYk6gPYqNCBWoYrB4fGxWYJLG24jW3aDvBrN+V/gznX4TDu06KLBGJMijqF947vsp0k1mitRqRnLhb4fo/429St8qMLhYmtg3YtpcB86lSAR0x5YNwV1HEHhUpszwqSwRCNMPACBYkBlzdpAO+qW8RU2III4HeK8mouN3yNB4eLiozzLFtPlsZlZXwuFu29sjF+8PmveobA7VkhPRPR+KdQaZkUimkbvqLCKpdjIuezNvo4yiyk7431Rv77KfzlPGzc2wGgdspA/wDjlO8ea9xVEij7Pt3eocf731IYUqzqJCxGtyBmbcTZR2mwp8KLYyt0pCKta751JIYt5+hhUkVgSxYBRcLrmC6hDpqRbThrTHPdiSbsxuSd5PWamNqbdhwac217Mb8whHOHQ256Vdwv5I3D7Kq2LlZnRFuOca1xw46GrMYKOhhV8TUru8n6Gm+ChP8A3Ep6ogPtcfpXHw/fyML9M/5dPPBCg+HIvuQdI3NrsQT36/ZTPw/f4fC/TP8Al1bwvfRKdXu2YrelpKK6G5mmg+A7+pn6tL+OGtR5U+EjDYO6A87MP8tDuPntuX7z2VlvgO/qZ+rS/jhq/csvBqs95IBZzckDfffp19x9Vc90i31mWxtdHwpyyqO3PiZaMcXJKqCpvdF0cAknonyu417gcqpMZ5yPcwI3djqd3r+2uOL2VJhmKyC1jYHW3druPYa9Ry65gcj/AB149jjcwrn5anomHVoLhO/8MHHwdzbcl7Mv0bH8JrphseyeNqo47ivY68DXiwJF7RyHcQfgn9EnxT2H7q6tNraYFXGmbyh39YqNouRlfL8Exh8YCKexzX00IIsb6gjqIOhHfVY5gpqpAB3Efy2//Ruw6d1SGC2kNzCzDgacnYjnRUldEvHGyfyTpuMbHQjqRm3ei2naK7YRxc8yebcaNE/RGvkjN4t/itdTwIFNIsRTjovbODp4rKbOvot1eabjsqWMjOq0WtOf2dTh1YlQBE48aKQWjN+q9+bv61PZXCaLTmpULKuoic5ZI/Ogl4DjbVT2U5eQqo54c7Eu6Vei0d+veY/vQ12OidL4eAa3HRePtNtY/SW6nj1VJYpN5WauudH4P6P0YmytsSQEvdsTDvlIUDFKALAYgG5eMda/bwrpNs/DY2A4hmdwuaOGGFEisRqAqjMbcczsALEkAU1fCHSSJmYKLh00mjHWwXevnLcdYFNnjViXJETtYmZF+BksQ1sREuliQOktx1inqfgypUwufHTef59V+vsQW2+SU+GCGYA5kz3jOYoAQLvbhcrr99ccNts/592G7nlsX7nB0kHY2vUa0PAcqSJ190VWMlbowGeGY7l5th0dx4km50yi4MVt3kZESziQRTOwPNgBh8ISVzol8qm1hlDW4k6mlcE84iU8ZKDtVVnuiK2ZtKTDnncLIApIBtcwt5rqdY27G9VaBsDl/FMRHOOZm6m8VvRb++81kGIw02DmKsDDLYXU2ysp673BHY1O4NoxyDI4EbfFa/NE9aNviP2r3Cmxk4aFith6OJV3k91zz9DXOUnIjD40EsMknCRLX/1Dcw76yLlPyHxGDJLrnj4SL4v+r4p76suxeV2IwZyNeWMC5jkIEiDrVtzLbW40qwbZ8JuHOGvB03kBGVhoum9uB7hvqX5anmZslXwbUZZx8OeUYuoPD7P7/wB67LFbf9nD/wA09w+EaRwsa5mZtABqSalMVyfWGJjOwDjKdDmVVJt5PjOx6KqD18NRJGnbMpYjFynkskQDyUzxe03jVjEbMRlvbg2ht1Htp9Hjo2kCNBZCwUsXbnlucubQhARvtY1GTnm2ctrkYoNNGcHjfyRa53+SDob1KkULjHC4dmkXnswz3N2Op36668ONWkKRobgjfm33HX21UybkltSd5Ot6sOB2iZG+FIB017gBr6hvpbDbn0VsHZscEKrEoW6qW62OUasd5NZ74fv8Phfpn/LrSMHiVZQUYMthYqQQdOFqzXw+NfD4X6Z/y6sYXvojar+RmL2oovRW7czTQPAb/Uz9Wl/HDW/1gHgN/qZ+rS/jhrf7ViY3vfRGlQ7BD7e5MRYpTnADW8a33MOIrI+U3IWXDMSouvAbwfRP/B1763S1c8RhldSrgMp3gi4rNqUlM2cF0lVwrtrHY+b8Oz6rkzL5SkaffuNPImuMpBdB5B/mR+g3lDzT9nGtexfI6GFZJIohLJYlVk6SjuHGso2kjiQs4Clj5ICr3KBut1VRqU+rOuwONjjZOysl9c78+J7ilyR/B2ePif8Ah14H7q8cyrjo/wDSTYj0G4eifvryjXOYNkf443N2OOI/vXdSlATY2jk4a/Bv6DeSew6d1R66GhnB2l9/3v6BHiGTxtVHG1ivprw793dUnBi70xE2uWUFWXS+5h39Y/sGkbDlNVIAPEfyz3/ENArtLX7k9Biypupsesf3upxBbMGhIhkHC5ETd1tYz3XU8QKgcPi9bEEMN4P/AB1jtFP0lqSMrFGthk8+f7JRWBf5tONbbkbzrL4t/jpcHiKWVAWtKOZmOuYC8cnnMq6EeenrBptFiwVCSDOg3AmxU9cbDVT3aHiDTlWKoR/PgGpUj4SPziF1FvlI/WBUqdzMnCVN58+T/h5fUbSQtH8GyqUfXmn6UMnnRsNx7VsRxFetn4qSIn+FvJZGAw8rDnowd5ws1ukOwC+guNKdRC6Hmfh4W1aJrFx22XxrfHSxHVXB8EJBeEmQb8hPwq24xtpnt6mHbTldaEc4wqK0/v8AteHn+TOsaWLszFi1zmLXLXvrmvqa9IoVM05Cp5PF2+jG/wD4qyco9pWCkos0xJCSMCGULoedItmIuLAi+lQ+y8Ckk2adizEdtzqBzaW8W+tu4UsIORXxGKjQXDbPbwOf8XJJFzZTLBfohrs4O89Pyb8VXhSx4cmwVSb6KAPuAFXLamJjiRVxKoixEmPDLbViRcyEE8L6douSagpdqCeYxEKpfpzKpKaEAiFW8lQtmbr0Xrq2oJaGBVxE6rvIMFjnjiePDtDzpzF8rBpcoXVVOXLcDMSFa++oxJmM6QgHLD0ny3vzmTMzi29kWygHjfrqUi2LHEyyQEtzbg5WGVgRwsBoOFjwqNx2zJVmmlAMaSs+slgOnYlCpNzw0Gup6xTyvcn1wYxYQRXBa9svRZWHB9ekba5j21A8r+RYgidhiFkkha7qoNrOQGObiwOX1EmpnkJCG55hfPBEObQE9IliLseIA3A9l715x2FZFKKQZp26akAmNdXOa97Xyi19bA9dROT4kkWqVGDpTqTla2i3ZmaN/f6irRsnDBUB4nXu7uIrntHZEAUc2xMt7sRonA2seO/13p/gI2cqkSl3O5VF/wD+DtqYpli5M8s5sLIIUi52N7EoNHBOl1bdutoeqn/h2a+GwhsReVzY7xeIGx7atXIrkmMPGHmVTiGuSd+XXQD1VV/D3/h8L9M/5dTYVPrUFZx4LLYxiii1FdCZhoXgN/qZ+rS/jhr6Ar5/8Bn9TP1aX8cNfQFYOM730Ro0OwFFFFUyYQioLb3JKLEgmwVzxtofSHHv31PUUjinkySnVnSlxQdmYltzkpLhmIKkjhxv6J4928VDK/AjMp3gjT9Qe2t+xmCSVSkihlPA/wDHUe2s+5S8gCpLxXYdY1YekB4w7Rr31RqYdrOJ1+A6chUXV4jXcpKnS1jIg3C/wqegfKHZ93GvUZKjOjB4zvPDukU+L/t1GvM2GZD0tDwPA26jSxv0swOST4wFw3Y67mv/AHeq6e5vOOXFDNc839xwsSyCy7/iE29cTncew7+3dSBmS97kDfpZl9NeHeNO6gRKxtpFIdy3+Cf6N9ynsOno7q7riCDlmDBk0DbpE6t+9ew8Nxp1iDi2+36358j3HLcaU8w+JKkEEgjcQbEUwkwlhmUgAnxh/LY9TAaxt6rdnGvUctjlYFW6jxHWCNCO0UuaGvhmrc88smEZXbMCIpL3zgfBseuRF8U+enrBrrKwZrTgwzHUSLZlk7TbSQectmHGotHp/BiejkcB0JuUbdfrBGqt5wINSKV9TOq4fhzjz5fp5eRXeWRfnkMuW/NizizBxmPSzDVvXrpauC7ejguuDyl/FM183WCEBFtQRrb/AGBpny+g6SiJmN1HjWzKC5Buw8YDrsDamGG2VJNIMPhlTMyrlIADaaMzm/E2tfgR1Wq5B2RymMX+VjnB2knRWNyzre5uSMwGvX1VGByRMW0kcsSb69KXMb+qx7qs0XJuKL+IXMTiMMhLMCws6uoIF9MvEW101tuqIl2gWYtlQOb3cKAx6z1A9wFPTuU3kX3wZQ4iUl5VVkRQBLoxa2qgedbS/AdtSvhN6WHggABnlmBVV6gDc/aQL1SeTHLeXAxtHGispbMAxIym1ju4abqitq7dmxExmlclzoCNABqMqjgNT9ppUhrGz5onIDFWUlSVJG42NiOGlclxDAMASA3jdtr7zv4n7a7YHZ8k7iOFC7tuA/3PUO01qHJbwaxw2kxVpZN4XfGp/wC49+nZThpT+S/IGbFWd7xQ/GI6TDzF/wCTpWqbD5Nw4VcsKW62OrN3tUmEr2KdYQWsu8PX+Hwv0z/l1qV6y3w9/wCHwv0z/l1Phu9iMn2WYzRSUVvFA0PwGf1M/Vpfxw19AV8/eAv+pn6tL+OGvoGsLGd76I0aPZCiiiqZMFFFFACUWpaKAK9t/kjHOCVAVz2dFvSA4+cNazba3J2SFiCp01sdTbrHxl7R6wK2mmuP2cky5ZBfqO4g9aneDUNSipGtgelauFdnnHYw+OTSxGZTvU/7g7we0Wp7HLdQpBljUaC45+IeY1ukvmkEdg31ZeUXI0pd11HxwPzFG7019YqnzxtG2vRPA8D1EEb/AFVScZQdmdbTr0MZDii7Pnm+o8EbRrzkLB4zoWA018mVD4vcbg8DXqLLKMqixH+WxsL9cTnVD2H791c8Hi+nmDc3JuLAdFuyRLajtt35qeZFY2AWGQjRCRzUnbE+5e46ejupRkpNdr7r+ba+a/A26SX3sq+MCLSJ6a9XnDTrtTiGYEXBuK886QcswYMml/FlT1neOw6dRFeZcLbpAgXP8xQebJ/+RRqjHrH2HfRYfxf9vvzz56jDb2zGkJkBFkjPeSCTaozkBiwm041sLups3EWsbDv1qbxuJtHIrjK3NtpwItvUjQjtFVfYWO5jHxMQpBV9TYWspPjeTc2HrqzSbaOX6XoxhUUl4l12uijaO0EzG8kUhykafy0fQ31vrw4GqRhHUMC6llsbgEA6qQLE9RsfVVq5XyhpJMQrHn5MgfmjeKKMoUCtJxkYDW2mhqqQQM7BEUszGwVRck9QAqzFGG2eL1ZOTHIabGEN/Lh4yEb+xBxPbu76tfJTwYhbS42zNvEI1UemfKPYNOu9aCiACw0A0AG4d1PsMbI3YnJ+HCR5IUt8ZjqzHrZuPduqSApCa9AUogoFBFe7UgFACAVl3h8/w+F+mf8ALrVVWss8P/8Ah8L9M/5dTYd/5YjJ9lmK0Ul6K3rlE0PwF/1M/Vpfxw19A18/eAv+pn6tL+OGvoGsLGd79jQo9kKKKKqEwUUUUAFFFFABRRRQB5YVDtyWg5znFjGe3qv/AMeqpqktSWHRlKOjMo5SYOVpGMgvl3qBYoPRHk+cPXaolJLLlYZ4z5J/3BGoPaLVseO2ako6Y1G5how7QeFUbb3JIpdl3fGA6P8ArA8U+cNOsCqlSk07o6nA9KU5xVKorbFfWW6gNeaJRpwniHmnyk7LW7F30AFBzkbh4zpnUaa+TKhvl9dweBpvJCyNxVhr/wCR1jtFdoJ+lmU81L8YDoPfhIu436wO8Gor7mrKm4rihmnzy16pkHyr2rzac2ieONV8YBibAx31Unjr9t9InCIit8KxlVWGYKMhIIJsDrbW2u/XdUpymymRLx82wUEgG6XzEq0fUp6gd+626rHyV8Hbz2lxYMcW8RjR3vxPxVP2nsq7Sjkcf0lVc6zT8CH2bs7E7SZERVSKIZcwBWNB269Jvv7ta1Hk3yRhwafBjNIR0pGHSPYPir2D13qWwuDSNAkahEXQKosB/fXXYrU9jLEtRQRS2pRAQV7ApVWvVqS4CClAoC17CUlxUgArKf8A1Af4fC/TP+XWsWrKP/UD/h8L9M/5dTYZ/wCWIlRfIzEqKKK3ygaJ4C/6mfqsv44a+ga+a9k7Ql2FtGTnIecdUeMBmKBlZlIkUgNcEKPttwtVr98HJ8yT27ft1kYijOrPigrot05qMbM2misW98HJ8yT27ft0e+Dk+ZJ7dv26g+Fq7exJ1sNzaaKxb3wcnzJPbt+3R74OT5knt2/bo+Fq7ewdbDc2misW98HJ8yT27ft0e+Dk+ZJ7dv26Phau3sHWw3NporFvfByfMk9u37dHvg5PmSe3b9uj4Wrt7B1sNzaaKxb3wcnzJPbt+3R74OT5knt2/bo+Fq7ewdbDc2ikK1jHvg5PmSe3b9uj3wcnzJPbt+3R8LV29g62G5om2+SaSC8YHXk3C/Wh8k/ceIqr4PkXLJIQQVQeU4se63E92nbUH74OT5knt2/bo98HJ8yT27ft1G8BNu/D7GhR6XqUYOEZGi4HkHhY5BLzeaUDxmJOo3HKdLj7qnuYrHPfByfMk9u37dHvg5PmSe3b9upFhaq0XsUJV4zfFJ5myCGkMVY574OT5knt2/bo98HJ8yT27ft0vw1bb2G9ZDc2HJShKxz3wUnzJPbt+3R74GT5knt2/bpfhqu3sJ1kNzZgK9WrF/fBSfMk9u37dL74OT5knt2/bpPhau3sHWQ3NoApaxb3wcnzJPbt+3R74OT5knt2/bpPhau3sO62G5tNZP8A+oH/AA+F+mf8uo73wcnzJPbt+3Ve5X8u5ds8xAmGyyLISio5cuWXLaxQWHG/YeqpaNCpCalJZDZ1Iyi0iiUVqX/0ExHziP8A6f8AzSVf+Kp7lXq5bEx4e/5WH9M/hNYvSUVHhe6QtTtsKKKKsjAooopy0AKKKKaAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUChRRRQAUUUUqECtR8A/+Jn9Bf+6koqHE92x8O0ja6KKKwi6f/9k=[/img]
Re: piu ampli in paralllelo
oops
credo di aver postato qualcosa di incomprensibile:(
credo di aver postato qualcosa di incomprensibile:(
Re: piu ampli in paralllelo
Ma sono 8,5 W RMS, la mia autoradio originale ne fa di più!
ma Potenza di uscita: RMS 75 WattsX2CH a 14,4V ma dai, da 8,5W a 75W con meno di 2V di differenza
ma Potenza di uscita: RMS 75 WattsX2CH a 14,4V ma dai, da 8,5W a 75W con meno di 2V di differenza