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Bosch Blue line Gen2 PIR wiring advice
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 Posted: Thursday Jan 2nd, 2014 11:09 am
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avney88
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Hi,

I am currently cabling in devices in preparation for a Comfort II install.
Please can you advise on the correct cabling for a Bosch Blue line Gen2 PIR.
I have searched online but nothing is giving me a definitive answer, especially with regards to resister connections.
The following 6 connections are available:
-
+
NC
NC
T
T

I have attached a pic of the connector block and how I have wired it in for the moment. This can be changed if required.
Thanks in advance for any help.

Attachment: Bosch PIR.jpg (Downloaded 178 times)



 Posted: Thursday Jan 2nd, 2014 11:48 am
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tech07
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I guess + and - are connect to Comfort SRN+ and COM
But 2 NC and 2 Ts are not known

Do you have instructions for this siren?



 Posted: Thursday Jan 2nd, 2014 02:15 pm
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avney88
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This is for a PIR not a siren.
I have attached the installation guide.

I have worked out the the 2 x NC ports are for normally closed circuits and the T ports are for Tamper, but I cannot work out how to hook these 4 up to the comfort and if any resisters are required.

Thanks for the quick reply.

Attachment: BlueLine_Gen2_PIR_Installation_Guide_enUS_2603523211.pdf (Downloaded 43 times)



 Posted: Friday Jan 3rd, 2014 03:35 am
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ident
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The connection for Double EOL resistor is found in the Installation Manual as seen below


[img]data:image/png;base64,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



 Posted: Friday Jan 3rd, 2014 04:20 pm
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wiredhome
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This is a guide to dual eol wiring in contacts
it is only slightly different in a PIR
I will do a drawing tomorrow

Attachment: DUAL END OF LINE Model (1).pdf (Downloaded 74 times)

Last edited on Friday Jan 3rd, 2014 04:30 pm by wiredhome



 Posted: Saturday Jan 4th, 2014 07:24 pm
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avney88
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If you could post a diagram showing how the connections I have on my PIR relate to the resistors, I would very much appreciate it, as I am currently none the wiser:(
Thank you
Avney.



 Posted: Saturday Jan 4th, 2014 07:26 pm
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avney88
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If you could post a diagram showing how the connections I have on my PIR relate to the resistors, I would very much appreciate it, as I am currently none the wiser:(
Thank you
Avney.



 Posted: Sunday Jan 5th, 2014 09:07 am
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8th Post
siamak
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Not sure if it is right because this is a little different from one in the "Hookup Diagram".
Shunt JZ of the zone you used as shown.

Attachment: PIR.jpg (Downloaded 151 times)

Last edited on Sunday Jan 5th, 2014 10:24 am by siamak



 Posted: Monday Jan 6th, 2014 08:02 am
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BoschSecuritySystems
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Hi avney88,

I am a representative from Bosch Security Systems, and your recent question has been brought to our attention.

The Blue Line Gen2 PIR detectors require 9 to 15VDC power on the +/- terminals. The typical current draw is 10mA. Be sure to connect to a power supply that meets these requirements. The NC terminals are the alarm relay terminals. This is a Normally Closed relay, which opens on alarm, when the unit is tampered, or when the detector loses power. The detector does not have specific EOL resistor value requirements, please refer to your control panel specifications and zone input wiring/loop diagram to select the appropriate resistor value. These values will vary greatly depending upon what panel/zone you are connecting the detector to. These resistors are also typically supplied with the panel. When properly connected to power and with the unit fully assembled, the LED will flash until the power up cycle is completed, at which point it will turn off. The unit will then turn the LED and activate (open) the alarm relay for four seconds on each time that it detects motion. THE LED is may also be turned on/off via the LED rotary switch. I hope this helps!

Many thanks,
Sam, Bosch Security Systems Team.



 Posted: Monday Jan 6th, 2014 09:56 am
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avney88
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Hi Sam
Thank you for your reply. Unfortunately no-one seems to be giving me the definitive answer that I have been looking for. I can't believe that I am the first to use the Bosch Blue Line Gen2 PIR with a Comfort II control Panel.
Maybe you can work with IDENT to work out the correct connectivity to the NC & Tamper ports?
Once again thanks in advance for any help.
Avney



 Posted: Monday Jan 6th, 2014 09:56 am
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avney88
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Hi Sam
Thank you for your reply. Unfortunately no-one seems to be giving me the definitive answer that I have been looking for. I can't believe that I am the first to use the Bosch Blue Line Gen2 PIR with a Comfort II control Panel.
Maybe you can work with IDENT to work out the correct connectivity to the NC & Tamper ports?
Once again thanks in advance for any help.
Avney



 Posted: Monday Jan 6th, 2014 11:19 am
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slychiu
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Hi Sam, thanks for joining the forum and assisting with this question

Avney, I believe Siamak has done a very good and clear connection diagram a few posts back. There is no problem with this Bosch  PIR connecting to Comfort - if you follow the diagram, it will work fine.  The + and - terminals should be connected to Comfort 12V and COM terminals respectively.

Almost every PIR from major detector manufacturers have been used with Comfort.


Let me know if there is  something specifically that you do not understand from Siamaks diagram







 Posted: Monday Jan 6th, 2014 11:28 am
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avney88
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Hi Slychiu and Cyamak,
My apologies for not realising that I needed to scroll to the right to see the diagram. The post appeared blank on my screen until I went to the far right.

The diagram is exactly what I needed, and I now understand what I need to do for the PIR connectivity.
Thank you all for your help.
Avney



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