VDO Display Log ViewLine Bianco o Nero Ø85mm 12 o 24V
Il classico contanodi elettronico con nuovi dettagli tecnologici ideale per tutte le imbarcazioni da diporto. Grazie al display è possibile visualizzare diversi parametri: profondità, temperatura dell’acqua, distanza percorsa, orologio e tensione di batteria.
Illuminazione per trasparenza a LED con spia programmabile integrata, doppia lente antiappannamento, grado di protezione IP67 frontale e la possibilità di leggere sensori induttivi,Hall, Oscillatore bloccato o NMEA0183.
|
-Prese 8 e 14 poli Tyco / Hirschmann
-Tensione di esercizio 8-32 volt
-Precisione +/- 2,5%
-Power input; 150 mA con spia allarme integrata(LED)
-Allarme regolabile con spia
-Input - sensori attivi NMEA 0183
|
-Display con diverse funzioni:
profondità,orologio, tensione di alimentazione dell'imbarcazione
-Protezione contro l' inversionedi polarità
-Doppia lente antiappannante
-Grado di protezione frontaleIP 67
-Montaggio diametro 85 mm
|
Colore
|
Codice
|
Scala
|
Tens.
|
Ø
|
NERO
NERO
NERO
BIANCO
BIANCO
BIANCO
|
A2C59510499
A2C59510500
A2C59510501
A2C59510502
A2C59510503
A2C59510504
|
12kn
50kn
60mph
12kn
50kn
60mph
|
12V-24V
|
85mm
|
|
|
Sensori Sumlog® VDO
|
|
N01-140-302
Sensore analogico per la sola velocità con kit fissaggio passascafo da usare con resistenza di Pull-up di 20 KΩ
|
![](data:image/png;base64,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) |
X11-719-000-058
Sensore Triducer passante per la misura della velocità,
profondità e temperatura acqua.
|
![](data:image/png;base64,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) |
X11-719-000-053
Sensore Triducer specchio di poppa per la misura della
velocità, profondità e temperatura acqua.
|
|
A2C59513503
Cavo di adattamento ViewLine Sumlog con sensore Airmar (1 indicatore)
|
|
A2C59514544
Cavo di adattamento - Sumlog / Ecoscandaglio (2 indicatori)
|
|
A2C59514545
Cavo di adattamento - Sumlog / Vento (3 indicatori)
|
|
|