Un filtro crossover senza componenti?
Introduzione
Questo articolo, prendendo spunto da un prodotto commerciale, vuole presentare una soluzione originale ad un problema “vecchio quanto l’HiFi” ed essere di stimolo a cercare sempre di vedere i problemi con “occhi diversi”.
Sin dagli albori della riproduzione audio, fu chiaro che riprodurre tutte le frequenze audio con un singolo dispositivo non era cosa semplice. Nonostante i continui sviluppi e progressi appare ancora oggi un problema di difficile soluzione. Certo vi sono altoparlanti a larga banda o fullrange o extended range, ma rimangono un compromesso che se si vuole di buona qualità ha costi elevati. Nacquero così i sistemi multivia, costituiti da una pluralità di altoparlanti specializzati in specifiche bande di frequenza, che presero i ben noti nomi di sub-woofer, woofer, midrnge, tweeter, supertweeter.
Gli altoparlanti per le varie frequenze
Senza voler ripresentare nozioni magari già fin troppo note, riassumiamo brevemente nomi e caratteristiche principali dei due altoparlanti principali destinati a riprodurre specifiche bande di frequenza.
Woofer: prende il nome dal termine inglese woof che significa "suono basso". È un altoparlante progettato per riprodurre quindi le frequenze più basse della gamma audio in unione ad uno o più altoparlanti destinati a riprodurre la gamma rimanente. La caratteristica principale è di avere dimensioni e peso maggiori degli altri trasduttori e un equipaggio elettromeccanico avente buone doti di robustezza.
Tweeter: prende il nome dal termine inglese (to) tweet che significa "cinguettare". È quindi un altoparlante dedicato a riprodurre le frequenze alte della gamma audio. In generale ha un diametro minore degli altri altoparlanti per riprodurre al meglio le frequenze di cui si occupa.
Ad ogni altoparlante è bene se non necessario inviare solo le frequenze per cui è progettato. Se ad un woofer mandiamo segnali ad alta frequenza questi non saranno riprodotti o magari lo saranno con elevata distorsione o con una risposta in frequenza molto accidentata. Peggio la situazione con i tweeter, che se alimentati con segnali a bassa frequenza, non solo non li riprodurranno fedelmente, ma andranno molto rapidamente in guasto sia per motivi elettrici sia meccanici. Un filtro quindi è necessario!
Il filtro crossover
Per poter inviare ad ogni altoparlante solo i segnali di sua competenza, occorre un filtro, comunemente noto come crossover. Più tecnicamente con tale termine si identifica un sistema costituito da due o più filtri con bande passanti contigue e aventi in comune una frequenza di frontiera (detta appunto frequenza di crossover.). Deve il suo nome alla caratteristica per cui in corrispondenza della frequenza di taglio, le curve di attenuazione dei due filtri si incrociano. Nella sua realizzazione più semplice è composto da un passa basso e da una passa alto.
Ogni sezione può avere poi pendenza di taglio differenti, in base al suo ordine così come di seguito riassunto:
Ordine | Componenti per passa basso | Componenti per passa alto | Attenuazione dB/ottava | Attenuazione dB/decade |
1 | 1 induttanza | 1 condensatore | 6 | 20 |
2 | 1 induttanza e 1 condensatore | 1 induttanza e 1 condensatore | 12 | 40 |
3 | 2 induttanze e 1 condensatore | 1 induttanza e 2 condensatori | 18 | 60 |
4 | 2 induttanze e 2 condensatori | 2 induttanze e 2 condensatori | 24 | 80 |
I filtri dei primo e secondo ordine sono fra i più diffusi e largamente impiegati. Sono economici, relativamente semplici da calcolare e richiedono pochi componenti. I filtri di ordine superiore hanno applicazione più rara proprio per il relativo costo e difficoltà di messa a punto.
Detto filtro ha un ruolo cruciale nella qualità ed affidabilità del diffusore. Non solo garantisce che ad ogni altoparlante arrivino solo le frequenze di interesse, ma deve anche controllarne la fase, gestire l’impedenza vista ai morsetti da parte dell’amplificatore, livellare magari anche il livello fra altoparlanti differenti. Il tutto ovviamente, non introducendo distorsioni apprezzabili fino al limite di potenza del diffusore. Non è banale come serie di compiti. Se oggi con il calcolatore e buoi programmi di simulazione si possono ottenere rapidamente buoi progetti, molto più complicata era la situazione un tempo, quando tutto questo non esisteva e ci si affidava a calcoli e misure manuali.
Aggiungiamo che i componenti per realizzarlo “rubano” volume all’interno del diffusore. Se la cosa è sostanzialmente trascurabile in oggetti di grande ingombro, altrettanto non si può certo affermare nelle realizzazioni più compatte.
Oltre alle difficoltà progettuali e realizzative, va anche considerato come il filtro possa costare anche una frazione significativa dell’intero diffusore. Basta sfogliare i listini dei produttori di condensatori e induttanze per alta corrente per uso audio per togliersi ogni dubbio possibile.
Un altro problema dei sistemi multivia
Vi è anche un aspetto legato all’affidabilità da considerare, ben noto a chi ha provato magari a riprodurre musica tramite un amplificatore “tirato al limite”. In un sistema di riproduzione ben dimensionato, la potenza di amplificatore e altoparlanti è coordinata in modo che fintanto che si rimanga rimane in un “regime indistorto” tutto vada per il meglio, senza problemi per alcun componente. Nel momento in cui si superi però le capacità dinamiche dell’amplificatore, facendolo saturare (clipping) ecco che si rischiano danni. La distorsione del segnale, lo arricchisce di armoniche o più in generale di energia alle frequenze più alte, che finiscono per sovraccaricare il tweeter che di solito sarà il primo componente a guastarsi.
Una soluzione alternativa
Vediamo ora come i vari aspetti negativi fin qua narrati possono essere risolti, affrontando il problema in modo differente.
Anziché costruire due distinti altoparlanti per la parte bassa e alta dell’audio, proviamo ad immaginare di realizzarne uno concentrico, con il tweeter all’interno del woofer e con una frazione del gruppo magnetico in comune. Se poi la bobina del tweeter la realizziamo in corto circuito e la poniamo in posizione opportuna, ecco.. il gioco è fatto!
Ma come può funzionare magari direte? Il “trucco c’è ma non si vede” si potrebbe anche arguire, ma il tutto è più semplice di quanto potrebbe apparire.
Il principio su cui si basano questi sistemi è noto anche come "induction tweeter" o “wireless tweeter. La bobina del woofer alimentata come sempre dal solito amplificatore, agisce anche come primario di trasformatore di cui il complesso magnetico dell’altoparlante è il nucleo. Il secondario del trasformatore è costituito dalla piccola bobina in corto circuito del tweeter, “sapientemente” posizionata.
In altri termini è come pensare di alimentare e filtrare il tweeter in un sistema “normale” non tramite un convenzionale filtro passa alto L-C, ma tramite un trasformatore. Ecco, questo è il nocciolo della soluzione. Il tutto reso possibile da un raffinato dimensionamento di tutte le parti sia meccaniche sia magnetiche. Il sistema deve garantire infatti: sensibilità, parità di livelli fra i due trasduttori, impedenza, banda passante e frequenza di taglio. In cambio di questa complessità progettuale e realizzativa però, si possono ottenere due grandi vantaggi:
eliminare il filtro crossover
rendere impossibile bruciare il tweeter
Un esempio commerciale
La soluzione prima presentata non è pura teoria e ha trovato applicazione in alcune serie di altoparlanti e diffusori commerciali.
Fra i vari, quelli forse più reperibili a buon prezzo e di interesse per essere studiati, provati e modificati sono le Tannoy I5T AW, dei piccoli diffusori per esterno o meglio detti come ci suggerisce il costruttore: “All Weather” e che rispondono alle specifiche IP33CS secondo la EN60529. Non possono affrontare violente “burrasche di vento e pioggia” con acqua che arriva da ogni direzione, ma resistere senza problemi a intense precipitazioni anche non verticali. Un buon punto di partenza per farne un buon uso in giardino, ad un field day, fiera, mercatino, esibizione all’aperto in genere.
Ritornando al tema principale, nell’immagine sottostante potete vedere un esploso del complesso altoparlante da 5” con visibile la bobina di alluminio, realizzata con una singola spira in corto circuito che muove il diaframma del tweeter.
Illustrazione 1: Vista esplosa degli altoparlanti con tecnologia ICT di Tannoy
L’altoparlante è a bassa impedenza, ma il diffusore nel suo complesso è pensato per un uso con linee a 70V, di cui vedremo nel prossimo capitolo alcune informazioni. Il trasformatore d’impedenza è all’interno del contenitore e il selettore per la potenza (selezionabile fra 30, 15, 7.5, 3.75 Watts) è sul frontale. I dati appena indicati ci suggeriscono anche che la potenza gestibile è di almeno una trentina di watt, ma come vedremo le buone notizie non finiscono qua. Studiando il manuale, si apprende come in realtà la potenza gestibile sia compresa fra i 50 e i 100W con una sensibilità di ben 93dB! e livelli massimi riproducibili ben oltre i 100dB!
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)
Illustrazione 2: Dati tecnici essenziali del diffusore. Notare l'elevate sensibilità e livello massimo riproducibile. Fonte: Manuale Tannoy
Le linee a 70V e 100V
Illustrazione 2: Dati tecnici essenziali del diffusore. Notare l'elevate sensibilità e livello massimo riproducibile. Fonte: Manuale Tannoy
Le cosiddette linee a tensione costante (70 e 100V le più comuni) sono un modo per distribuire potenza audio ad una pluralità di altoparlanti, spesso a distanze elevate.
La tecnica di base è simile al modo in cui è distribuita la corrente elettrica nelle nostre case dove le centrali elettriche usano trasformatori per elevare la tensione e distribuirla con correnti basse, pertanto con perdite basse e possibilità di utilizzare cavi più sottili. Localmente poi questa tensione viene ridotta al valore dell’utilizzatore.
I sistemi di altoparlanti distribuiti utilizzano un principio simile. L'amplificatore ha sulla sua uscita un trasformatore elevatore che produce una tensione elevata e una bassa corrente di uscita. Perimenti, ogni altoparlante ha il suo trasformatore per convertire il segnale in un tradizionale segnale bassa tensione/alta corrente.
La definizione 100V o 70V viene dal fatto che a piena potenza, l'amplificatore erogherà 100V RMS in un caso o 70 nell’altro.
Questi sistemi sono ampiamente utilizzati in ambienti o spazi in cui siano richiesti più altoparlanti, magari eroganti livelli differenti quali ad esempio aeroporti, centri commerciali, scuole, luoghi di culto, club, uffici, parcheggi e simili.
La loro larga diffusione si deve ai seguenti vantaggi:
Non occorrono complicati calcoli di impedenza totale dei diffusori per capire se possono essere collegati senza danni: è sufficiente sommare il wattaggio di ogni diffusore e verificare che sia inferiore a quello dell’amplificatore
Molti altoparlanti possono essere collegati ad un solo amplificatore.
Nuovi altoparlanti possono essere normalmente aggiunti al sistema in momenti successivi (fino al limite di potenza disponibile).
Il volume di ciascun diffusore può essere regolato indipendentemente dal volume degli altri
Possono essere utilizzati cavi di piccole dimensioni perché come anticipato, a pari potenza, i sistemi di altoparlanti distribuiti usano molta meno corrente attraverso i cavi degli altoparlanti.
E’ possibile avere cavi dei diffusori molto lunghi con perdita di linea ridotte. Sono comuni cablaggi fino e oltre i 100 di metri, impensabili con altoparlanti a 4 o 8Ohm.
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)
Illustrazione 3: Vista interna del diffusore: a destra l'altoparlante, al centro il trasformatore e a sinistra il selettore per la potenza
Modifiche e misure
Illustrazione 3: Vista interna del diffusore: a destra l'altoparlante, al centro il trasformatore e a sinistra il selettore per la potenza
Se non vi interessa impiegarle in linee 70V come da progetto originale, quanto piuttosto farne dei piccoli ma efficienti monitor da tavolo, libreria o da esterno è possibile modificarle facilmente. Se invece vi servissero in un impianto a 100V sappiate che il trasformatore interno ha anche una presa per quel livello ed è quindi facile convertirle di standard.
Illustrazione 4: Dettaglio del trasformatore interno, in cui è possibile selezionare linee a 70,7 e 100V.
Per aprirle è sufficiente rimuovere la griglia frontale ad incastro e le sei viti. La cassa si aprirà quindi esponendo il suo contenuto: l’altoparlante, il trasformatore d’impedenza e il selettore per la potenza.
Le modifiche per convertirle a bassa impedenza, sono poche e semplici:
rimuovere il trasformatore
rimuovere il selettore della potenza
tappare i fori sul frontale dove di era il selettore
collegare l’altoparlante direttamente ai morsetti posteriori
Fatto questo, non ci rimane che richiuderle con cura e provarle!
Ecco quanto misurato sugli esemplari in mio possesso:
Illustrazione 5: Curva d'impedenza del diffusore Tannoy I5T AW. In blu il modulo e in rosso la fase
Da queste curve possiamo notare che:
l’altoparlante è da 4 Ohm di impedenza nominale
il sistema ha risonanze a 40 e 130Hz
il tweeter, pur nella sua originale realizzazione, lascia intravedere la sua risonanza a circa 1500Hz
le rotazioni di fase sono contenute su tutto lo spettro, aspetto che semplifica l’interfacciamento con l’amplificatore
Vediamo ora la risposta in frequenza in un medio ambiente domestico, una volta fissate a muro con le loro staffe:
Illustrazione 6: Risposta in frequenza a terzi d'ottava con rumore rosa in ambiente
Il risultato appare più che apprezzabile in considerazioni delle dimensioni e costo del diffusore, con una risposta sostanzialmente piatta da 80Hz all’estremo opposto della banda audio. Al di sotto dei 120Hz si avverte una certa “leggerezza”, ampiamente accettabile vista la destinazione originaria del sistema.
Conclusioni
Siamo giunti al termine. Come premesso in apertura, scopo di questo scritto non era certo recensire un diffusore, quanto mostrare una diversa soluzione per un problema ben comune e spingere ognuno a non fermarsi nel ricercare nuovi approcci e tecniche. Comunque, il diffusore suona bene, si trovano a buon prezzo e la loro resistenza all’aperto ne fa un prodotto particolarmente interessante. Buone innovazioni ed sonificazione a tutti!
Bibliografia
https://audiokarma.org/forums/index.php?threads/ive-always-wanted-some-tannoy.474352/
http://www2.standardaudio.se/pdf/DATABLAD/TAN/i5AWManual.pdf
https://www.tannoy.com/innovation/ICT-Driver-Technology.html
https://it.wikipedia.org/wiki/Crossover_(elettronica)
http://www.treccani.it/vocabolario/crossover/
https://it.wikipedia.org/wiki/Woofer
https://it.wikipedia.org/wiki/Tweeter
https://www.ilmicrofono.it/content/23-impianti-diffusione-sonora-distribuiti