LAMPADINE A LED BASSA TENSIONE/
32 Led - 12/24Vac/dc - 3W - E14
Caratteristiche Generali
Tempo di vita: 20000h
Tipo di led: smd 2835
Numero Led: 32
Rischio fotobiologico: Esente
Caratteristiche di Illuminazione
Colore: Bianco caldo
Temp. Colore: 2700‑3000K
Flusso: >220lm
CRI: 80%
Angolo di emissione: 360° |
Starting time: 0.2s
Numero cicli di accensione: 10000
Caratteristiche Elettriche
Potenza: 3W
Potenza Equivalente: 25W
Frequenza: 50-60Hz
Dimmerabile: no
Caratteristiche Meccaniche
Attacco: E14
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C
![A+](http://www.alphaelettronica.com/skin/frontend/shopper/alpha/images/classeen/ap.png)
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Attenzione: Non utilizzare con dimmer o trasformatorielettronici. |
32 Led - 12/24Vac/dc - 3W - E14
Caratteristiche Generali
Tempo di vita: 20000h
Tipo di led: smd 2835
Numero Led: 24
Rischio fotobiologico: Esente
Caratteristiche di Illuminazione
CRI: 80%
Angolo di emissione: 120°
Starting time: 0.2s
Numero cicli di accensione: 10000
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Caratteristiche Elettriche
Potenza: 5W
Potenza Equivalente: 30W
Tens. funzionamento DC: 12Vdc (10‑30Vdc)
Dimmerabile: no
Caratteristiche Meccaniche
Attacco: Cavetto
Altezza: 10mm
Diametro: ø100mm
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C
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Attenzione Non utilizzare con dimmer o trasformatori elettronici. |
![](/sites/default/files/images/ALPHAEL_JO544_misure.jpg)
18 Led - 10-30Vdc - 3,2W - BAY15d
Caratteristiche Generali
Sostit*uisce: P21/5W
Tempo di vita: 20000h
Tipo di led: smd 5050
Numero Led: 18
Rischio fotobiologico: Esente
Caratteristiche di Illuminazione
CRI: 80%
Angolo di emissione: 120°
Starting time: 0.2s
Numero cicli di accensione: 10000 |
Caratteristiche Elettriche
Potenza: 3.2W
Potenza Equivalente: 25W
Tens. funzionamento DC: 12Vdc (10‑30Vdc)
Dimmerabile: no
Caratteristiche Meccaniche
Attacco: BAY15d
Altezza: 53mm
Diametro: ø22mm
Caratteristiche Termiche
Temp. di funzionamento: -20 / 40°C |
Attenzione Non utilizzare con dimmer o trasformatori elettronici. |
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)
Lampadina a Led G4 - 2,2W - 12Vac/dc - Bianco caldo
JO506 Bianco freddo 6000K 190lm![A++](http://www.alphaelettronica.com/skin/frontend/shopper/alpha/images/classeen/app.png)
Tens. funzionamento DC 12Vdc (10‑30Vdc)
Tens. funzionamento AC 12Vac (8‑15Vac)
Altezza 43 mm - Diametro 30 mm
JO506WW Bianco caldo 3200K 160lm ![A+](http://www.alphaelettronica.com/skin/frontend/shopper/alpha/images/classeen/ap.png)
Tens. funzionamento DC 12Vdc (10‑30Vdc)
Tens. funzionamento AC 12Vac (8‑15Vac)
Altezza 43 mm - Diametro 30 mm
Caratteristiche Generali
Tempo di vita: 20000h
Tipo di led: smd 2835
Numero Led: 10
Rischio fotobiologico: Esente
Caratteristiche di Illuminazione
CRI: 80%
Angolo di emissione: 120°
Starting time: 0.2s
Numero cicli di accensione: 10000
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C
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Caratteristiche Elettriche
Potenza: 2.2W
Potenza Equivalente: 20W
Tens. funzionamento DC: 12Vdc (10‑30Vdc)
Tens. funzionamento AC: 12Vac (8‑15Vac)
Frequenza: 50-60Hz
Dimmerabile: no
Caratteristiche Meccaniche
Attacco: G4
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C |
Attenzione Non utilizzare con dimmer, trasformatori elettronici. Non alimentare con tensioni superiori al massimo consentito.
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Lampadina a Led G4 - 2,2W - 12Vac/dc - Bianco caldo
JO507WW Bianco caldo 3200K 160lm
Tens. funzionamento DC 12Vdc (10‑30Vdc)
Tens. funzionamento AC 12Vac (8‑15Vac)
Altezza 13 mm - Diametro 30 mm
Caratteristiche Generali
Tempo di vita: 20000h
Tipo di led: smd 2835
Numero Led: 10
Rischio fotobiologico: Esente
Caratteristiche di Illuminazione
CRI: 80%
Angolo di emissione: 120°
Starting time: 0.2s
Numero cicli di accensione: 10000
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C
|
Caratteristiche Elettriche
Potenza: 2.2W
Potenza Equivalente: 20W
Tens. funzionamento DC: 12Vdc (10‑30Vdc)
Tens. funzionamento AC: 12Vac (8‑15Vac)
Frequenza: 50-60Hz
Dimmerabile: no
Caratteristiche Meccaniche
Attacco: G4
Caratteristiche Termiche
Temp. di funzionamento: -10 / 40°C |
Attenzione Non utilizzare con dimmer, trasformatori elettronici.
Non alimentare con tensioni superiori al massimo consentito
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AR60500 / AR60501 6 Led - 10-30Vdc - 1,2W - attacco G4
Caratteristiche tecniche
Tensione di Lavoro: 10-30Vdc
Driver integrato
Potenza: 1,2W
N. led: 6 (tipo 5050)
Indice resa cromatica (CRI): 80
Angolo di emissione: 120° |
Caratteristiche meccaniche
Dimensioni: Ø23 x h33,3mm
Base: G4 bispina
Temperatura di lavoro: -10°/+40°C |
Attenzione Non utilizzare con dimmer, trasformatori elettronici.
Non alimentare con tensioni superiori al massimo consentito.
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)
AR60509 6 Led - 10-30Vdc - 1,2W - attacco G4
Caratteristiche tecniche
Tensione di Lavoro: 10-30Vdc
Driver integrato
Potenza: 1,2W
N. led: 6 (tipo 5050)
Indice resa cromatica (CRI): 80
Angolo di emissione: 120° |
Caratteristiche meccaniche
Dimensioni: Ø16,1 x h35mm
Base: G4 bispina
Temperatura di lavoro: -10°/+40°C |
Attenzione Non utilizzare con dimmer, trasformatori elettronici.
Non alimentare con tensioni superiori al massimo consentito.
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