PIFCO che strumento!
Questo breve articolo è dedicato a tutti coloro che da poco si sono avvicinati al meraviglioso mondo della radio e hanno modeste conoscenze di elettrotecnica.
Prenderemo come spunto l'analisi di un vecchio (ma sempre attuale) strumento di base per ripassare assieme alcuni concetti.
Cenni storici
Correva la fine degli anni '20 e la radio cominciava a diventare popolare e ben diffusa e con questo anche il bisogno di strumenti semplici e a prezzi contenuti per la sua verifica e riparazione. E' in questo scenario che nacque la serie dei “Radiometer All in one” della PIFCO, semplici strumenti di manifattura inglese che si proponevano come strumento tuttofare (all in one) per il radioriparatore. Il loro sviluppo e commercializzazione durò fino ai primi anni '50.
Descrizione
Il Radiometer All in one della PIFCO, in analisi, è contenuto in un caratteristico contenitore in bachelite nera, con quattro morsetti sulla parte superiore, riportati sul frontale in guisa di zoccolo per valvole a 5 piedini. Può misurare tensioni continue di 6 e 240V fondo scala e correnti fino a 30mA. Lo strumentino è a ferro mobile e il vano batteria è progettato per accomodare una "half size Penlite battery" come afferma il foglio istruzioni. In pratica, una comune cella AA si adatta oggi perfettamente. Gran parte dello spazio interno è occupato dallo shunt per la portata maggiore. La sua ridotta sensibilità non permetteva analisi su circuiti ad alta impedenza (ad esempio quelli di griglia), ma come semplice tester di batterie di filamento e anodiche nonché piccole correnti poteva effettivamente essere molto utile ai primi radioriparatori. Il cosiddetto 'test della valvola' non è altro che un prova continuità per i filamenti.
A dispetto dell'età, questo strumento appare sorprendentemente moderno e sicuramente più “sofisticato” rispetto ai tipici voltmetri in stile "orologio da tasca” dell'epoca. Vediamolo ora più in dettaglio.
Lo schema elettrico
Lo schema elettrico è molto semplice:
Si possono distinguere 4 elementi:
la batteria da 1,5V
il fusibile a protezione del milliamperometro, da 60mA
il milliamperometro che consente la lettura delle grandezze elettriche
la resistenza da 7500Ohm
Il milliamperometro
Come già anticipato, lo strumento è a ferro mobile e ha 200ohm di resistenza. Combinando la sua resistenza interna con la corrente di fondo scala (30mA) si ottiene la tensione di fondo scala (per la portata più bassa) come:
dove:
Ri è la resistenza interna dello strumento
If.s. è la corrente di fondo scala del milliamperometro
La resistenza
Per elevare il fondo scala dello strumento fino a 240V, occorre porre in serie al milliamperometro una opportuna resistenza il cui valore è determinabile come:
arrotondata per motivi di disponibilità commerciale a 7500Ohm da Pifco.
E' possibile ora calcolare la potenza dissipata dal resistore alla tensione massima di 240V:
questo elevato valore giustifica il suo ingombro e il relativo riscaldamento quando si eseguono misure a tensioni elevate.
Esempi di utilizzo
Conosciuto ora un poco lo strumento, vediamone le applicazioni tipiche dell'epoca sfruttando le illustrazioni originali del suo manualetto.
Connessioni | Tipo misura | Note |
Tensione, stato delle batterie o alimentatore | Impiegato come voltmetro permetteva di leggere lo stato delle batterie di filamento ed anodica fino a 240V. La sua ridotta resistenza interna non permetteva misure su punti ad alta impedenza. | |
Corrente, assorbimento anodico | Impiegato come amperometro permetteva principalmente di leggere la corrente anodica sia totale sia di ogni tubo con un massimo di 30mA | |
Resistenza, prova continuità | Usato come ohmetro, permetteva di valutare la continuità dei collegamenti | |
Corrente, prova valvole | Inserendo i tubi a 5 piedini tipici dell'epoca nell'apposito zoccolo sul frontale, veniva valutato lo stato del filamento alimentato a 1,5V tramite la lettura della sua corrente | |
Resistenza, prova componenti | Usato ancora come ohmetro permetteva prove elementari su componenti a bassa resistenza, quali impedenze di blocco e trasformatori. |
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)
Illustrazione 4: Il Radiometer PIFCO nella sua elegante livrea di bachelite nera
Conclusioni
Illustrazione 4: Il Radiometer PIFCO nella sua elegante livrea di bachelite nera
Questo strumento ci riporta un po' agli albori dell'epoca della radiotecnica e oggi forse può far sorridere. Nonostante questo è uno dei primi esempi di “multimetro” inteso come strumento polivalente. Certo, le sue capacità di analisi erano ridotte, ma non dubito che sia stato di prezioso aiuto in un'era dove “valvole bruciate”, batterie scariche e avvolgimenti difettosi erano fra le prime cause di guasto negli apparati radioriceventi. Un bel viaggio nella storia quindi.. e buone misure a tutti!
Bibliografia
http://www.vintage-radio.net/forum/showthread.php?t=107576
http://www.flashlightmuseum.com/flashlights_list.cfm?method=browse&brand=Eveready
http://www.collectorsweekly.com/stories/106599-pifco-all-in-one-radiometer--1932-appro