Non tutto il male vien per nuocere
Aggiungiamo il DAB all’autoradio!
Così recitava un vecchio proverbio, che sottolineava come anche eventi spiacevoli possano portare con sé opportunità di miglioramento e inpensate positive soluzioni.
Questa storia è nata un giorno d’inverno quando l’autoradio della vettura della Signora decise di smettere di funzionare correttamente. Si ammutolì, per poi riprendere “vita” casualmente, per brevi istanti. Fortunatamente il CD, l’ingresso aux e l’amplificatore audio continuarono a funzionare correttamente e questo aprì la strada ad una soluzione differente da quella “ovvia, ma terribilmente costosa” del sostituire l’intero media center, integrato nella plancia.
Viste le parti ancora funzionanti (ingresso esterno (aux), amplificatore audio e antenna esterna) e considerato il procedere del DAB, perchè non cogliere l’occasione del guasto per un “upgrade” del ricevitore e convertirsi al digitale? Pensato, detto, fatto.. o quasi. Vediamo nel seguito come si può organizzare una modifica del genere, contenendo costi e fatica ma al tempo stesso massimizzando divertimento e risultato.
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)
Illustrazione 1: Configurazione media center prima e dopo aggiunta DAB
La nuova configurazione del media center
Illustrazione 1: Configurazione media center prima e dopo aggiunta DAB
Partendo dal presupposto di avere un ingresso aux disponibile sull’autoradio/media center di serie (fatto molto comune nelle vetture degli ultimi 5-7 anni), la modifica è di per sé semplice. Per meglio illustrarla, facciamo riferimento alla schematizzazione a fianco.
Il nuovo ricevitore viene di fatto collegato direttamente all’antenna già esistente (ma da modificare un poco) e la sua uscita inviata all’ingresso aux del ricevitore già installato sulla vettura.
L’alimentazione di solito avviene tramite la presa accendisigari o direttamente oppure tramite un adattatore/riduttore di tensione a seconda dei modelli.
Modifica dell’antenna
L’antenna FM più classica e semplice è di fatto una “ground plane”, in cui il tetto metallico della vettura funge da piano di massa e lo stilo ha una lunghezza di circa 70cm per centrarsi sulla banda 88-108MHz. Il DAB impiega invece frequenze comprese da 174 a 254MHz, circa doppie quindi delle precedenti. Già a prima vista è ipotizzabile quindi che l’antenna originale non possa fornire risultati ottimali se non altro a causa del suo grande disadattamento di impedenza rispetto al cavo e all’ingresso del ricevitore. Occorre quindi rielaborarla un poco, risintonizandola e cercando per quanto possibile di allargarne la banda passante utile che passa dal 20% nel caso della FM al 32% nel caso del DAB+. L’operazione non è per nulla semplice: un semplice “stilo”, compatto e leggero difficilmente potrà coprire una banda così ampia. Vedendo il problema da altra prospettiva possiamo rilevare due elementi “lenitivi” delle difficoltà:
dobbiamo solo ricevere e quindi un mediocre adattamento è più accettabile rispetto all’impiego ricetrasmittente
cavi, connettori, base antenna di serie per l’autoradio sono in genere molto economici e già di loro con disadattamenti significativi: anche l’antenna migliore possibile vedrà la propria resa compromessa
Vediamo ora con tre misure, la situazione di partenza e due di possibile arrivo.
Curva di adattamento | Note | Immagine |
La curva “tormentata” da 50 a 500MHz dell’antenna a stilo originale racconta molto dei problemi di disadattamento introdotti da connettore, cavo e base antenna. | ||
Questa è la curva di adattamento da 100 a 275MHz vista sul connettore lato autoradio di uno stilo lungo 300mm e diametro 5mm. Il miglior adattamento è in banda DAB, ma risente pesantemente dei disadattamenti introdotti dagli elementi di trasmissione e connessione. | ||
Questa è la curva di adattamento vista sul connettore lato autoradio di uno stilo caricato, originariamente pensato per la banda GSM 900MHz. Nonostante l’impiego per un uso molto differente dall’iniziale, riesce ad offrire una accettabile risposta in banda DAB e risente inevitabilmente dei disadattamenti introdotti dagli elementi di trasmissione e connessione. |
Illustrazione 2: Base dell'antenna autoradio a tetto
La morale della sperimentazione fatta, è che senza rifare la linea coassiale, cambiare connettori e base dell’antenna di serie, non ha senso “impazzire” a sviluppare soluzioni particolarmente sofisticate.
Alla fine di una serie di test comparativi sperimentali sul campo, il miglior compromesso fra resa, area di copertura, costi, semplicità e robustezza è risultata l’antenna a stilo costituita da un tondino di alluminio di 5mm di diametro e lungo circa 320mm. Dal lato di connessione alla base, è stato filettato per circa 15mm, un velo di grasso conduttivo assicurano protezione dall’ossidazione e un duraturo contatto con la sua base di fissaggio al tetto.
Il ricevitore DAB
Come ricevitore DAB+ ho impiegato un non recentissimo Pure Highway, apparecchio di buona qualità e reperibile usato a prezzi molto contenuti. Vi sono oggi varie altre opportunità commerciali e quindi, di volta in volta, è opportuno verificare la convenienza del momento. Nel caso di apparecchi usati occorre fare attenzione che siano capaci di ricevere lo standard DAB+ e non l’obsoleto DAB, oppure prevedano (come i Pure) la possibilità di aggiornare il firmware per la nuova decodifica. Sostanzialmente irrilevante invece che possano ricevere o meno i canali in banda L, dato che non sono impiegati in Italia ed in abbandono in varie altre aree del continente.
Molti adattatori DAB+ hanno solo l’uscita “radio”, cioè ritrasmettono il segnale DAB decodificato su una frequenza della banda FM (88-108MHz). Sono molto comodi ma hanno due importanti limiti da tenere in considerazione e che potrebbero portare giustamente ad escluderli fra le opzioni:
- occorre un ricevitore FM stereo per riceverli (e nel mio caso era proprio quello ad essere fuori servizio)
- in molte aree del nostro paese, la fetta 88-108MHz è completamente saturata di trasmittenti e il segnale dell’adattatore non riesce a superare quello delle broadcasting, anche se lo si pone a poca distanza dalla radio FM, rendendo così la nuova ricezione disturbata se non impossibile.
Generalmente sono molto compatti e di qualità variabile quanto il loro prezzo che spazia dalle decine alle varie centinaia di Euro. Specie se ci si orienta su un prodotto di fascia bassa il front end non sarà particolarmente “robusto” e forti segnali fuori banda (FM, TV, ham, etc.) potrebbero desensibilizzarlo drasticamente, arrivando fino a ad ammutolire la ricezione. Meglio quindi prevedere un piccolo preamplificatore selettivo posto fra antenna e ricevitore per mitigare ogni problema.
Il front end
Un filtro di banda, non troppo complesso ma di buoni risultati può essere il seguente:
Illustrazione 3: Schema del filtro DAB proposto
La cui curva di risposta calcolata è la seguente:
Illustrazione 4: Curva di risposta simulata del filtro passa banda per DAB
E’ un filtro passa banda in configurazione Butterworth (o "massimamente piatto") ed è uno dei più semplici filtri elettronici. Il suo scopo è ottenere una risposta in frequenza il più possibile piatta (in modulo) nella banda passante, la cui simulazione ci mostra una larghezza da 150 a 270MHz a 20dB di attenuazione con circa 50dB di reiezione alla banda FM. Questa preselezione dovrebbe mettere al riparo il ricevitore DAB da sovaccarico dovuto a vicinanza di forti trasmittenti TV e radio e permettere anche l’uso di un ricetrasmettitore palmare 144/430 MHz in auto..
Illustrazione 5: Immagine del filtro passa banda DAB
Il filtro può essere realizzato tutto con componenti SMD in modo da evitare la costruzione delle induttanze. Il supporto può essere sia un circuito stampato sia un millefori come nel mio caso. Lo schema è molto semplice e lineare e le frequenze in gioco non particolarmente alte: questi aspetti dovrebbero garantire una elevata riproducibilità del filtro. Suggerisco tuttavia di prestare attenzione alla scelta dei componenti specie delle induttanze SMD in quanto non tutte quelle disponibili sul mercato sono capaci di lavorare a frequenze elevate. Nel caso orientarsi su quei modelli che hanno una frequenza di autorisonanza superiore ad 1 GHz.
Alla prova del prototipo reale, le perdite misurate si attestano sui 2-3dB, invero non eccessive considerando sia la compattezza del filtro sia il suo impiego.
Se però, il ricevitore si palesa “sordo”, magari nelle zone di copertura marginale, un buon preamplificatore può aiutare. Per mantere basso il costo ed alta la facilità di impiego, ho pensato ad uno dei tanti moduli amplificatori a larga banda reperibili in rete a prezzi veramente contenuti, generalmente basati sul noto ed ottimo dispositivo PGA-103+ della MiniCircuits o il SPF-5189Z.
Illustrazione 6: Esempio di board per preamplificatore monolitico ad alta dinamica e larga banda
Abbinando filtro ed amplificatore si ottiene quindi un front end ad alta dinamica e ben selettivo, capace quindi di proteggere il ricevitore a valle da fenomeni di saturazione e al tempo stesso massimizzarne la sensibilità. Il modulo amplificatore richiede in genere una alimentazione di 5V con circa 100mA di consumo. Questa può essere ottenuta da una linea a 12V controllata dall’accensione del media center e da un comune riduttore di tensione come ad esempio quello illustrato sotto.
Illustrazione 7: Schema del riduttore di tensione per auto
Il diodo D1 può essere sostituito con altri simili, almno 500mA di corrente diretta e 50-100V di inversa per proteggere il riduttore a valle da eventuali inversioni delal polarità dovuti a disturbi. Z1 è uno zener da 16-20V , 3-5W posto a tagliare eventuali transitori a tensione elevata.
Il regolatore è il più classico dei 7805, meglio se abbinato ad un piccolo dissipatore per contenenrne l’aumento di temperatura.
Nel caso fosse possibile, è consigliabile collocare il front end vicino all’antenna, magari nello spazio fra cielo dell’abitacolo e tetto vettura, questo per massimizzarne l’efficacia.
Conclusioni
La storia raccontata, anche se nata involontariamente da un guasto antipatico e costoso, è divenuta una opportunità per studiare e mettere a punto un aggiornamento del sistema di ricezione, contenendo i costi e aprendo le porte ai servizi digitali di radiodiffusione più moderni. Il servizio DAB+ rappresenta probabilmente la radio del futuro prossimo e il poter aggiornare i propri sistemi senza stravolgere tutto (come ai tempi del passaggio alla TV digitale terrestre) è sicuramente materia che vale la pena studiare e inventare.
Buone ricezioni a tutti!
Bibliografia
https://it.wikipedia.org/wiki/Filtro_Butterworth
https://ww2.minicircuits.com/pdfs/PGA-103+.pdf