SIEMENS tükrös mozgásérzékelők "MAGIC mirror" |
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Típusai és megnevezése:
Főbb tulajdonságok:
- Kisállat védett (PDM-I12-es)
- Speciális dupla tükrös technika (szabadalom védi)
- Függöny karakterisztika 20/30méterig (opció)
- Speciális EOL kompcepció, + előszerelt EOL
- Extrém alacsony fogyasztás
- Süllyesztett kivitelben is (így is maga alá lát)
- Fejlett fehérfény elleni védelem a tükörben
- A normál és az antimaszkos PIR hátlapja azonos,
így utólag szabadon cserélhető
- A SIEMENS európai gyárából
MAGIC PIR MABISZ letöltés
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)
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![](/sites/default/files/images/S%C3%BCllyesztett%20kivitel.jpg)
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Tükröződő ezüst hát(oldal)lap az érzékelő beleolvad bármely falmintába illetve textúrába
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Süllyesztett kivitel!!! Egyedi csak a SIEMENS-től
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Tükröződő hátlap (külön rendelhető) a háttérbe való beolvadást segíti
![Magic PIR Mirror Magic PIR Mirror](/sites/default/files/images/Magic%20PIR%20mirror_1.jpg)
Speciális End of Line konpcepció 3 variációban
![](/sites/default/files/images/Magic%20PIR%20anim%C3%A1ci%C3%B3.gif)
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- Beépített előre definiált EOL a SIEMENS SPC központhoz
- Idegen gyártmányokhoz könnyen cserélhető ellenállások
- Opcionális EOL modulok a gyors és biztonságos lezárásért
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![](/sites/default/files/images/EOL%20modulok.jpg)
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Tartozékok a Magic Mirror -hoz
![](/sites/default/files/images/accessories_3.jpg) |
Design, design, design
- Beépíthető, süllyesztett hátlap, mégis magaalá lát
- Fémhatású, tükröződő hátlap minden falmintához
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![](/sites/default/files/images/accessories_1.jpg) |
Függöny karakterisztika
- 20 méter PDM-I12 -nél
- 30 méter PDM-I18 -nál
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![](/sites/default/files/images/accessories_2.jpg) |
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Egy - két technikai érdekesség
Legyünk energia takarékosak
- Extrém alacsony fogyasztás,
mind alaphelyzetben, mind jelzéskor
- Kevesebb PSU, kedvezőbb ár
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![](/sites/default/files/images/power_small.jpg) |
![](/sites/default/files/images/Dupla%20t%C3%BCk%C3%B6r.jpg)
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Dupla tükör technika
- Szabadalom által védett új technológia
- Hosszabb fókusztávolság, jobb képalkotás a távolban
- A legvékonyabb érzékelő a piacon
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Teljes együttműködés a riasztó központtal
- SPCV440 és SPCV410 SPC
audió modulba tehető a PIR (12-es verzió)
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![](/sites/default/files/images/SPCV440.jpg)
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