Menu toggle

Looking for manual on Porsche PCM1 / Becker BE 2580

stevehorobin

PCGB Member
Member
Forum.

I have recently purchased a Porsche Boster S 986 Oct 2001 model.

This has the BOSE audio upgrade as well as the Porsche Navigation and phone option.

The unit in the car dash is a double din mount with the Navigation CD unit bwlow the main unit and the Air Con controls below that.

Radio is working fine.

Telephone is working fine (would you believe !!!)

Just can't get the navigation system to find any satelites.

I have looked all over the web and Google and I can't find a manual for the PCM1 16 bit audio system. I have the one that came with the car but that's as much use as a chocolate firegard.

On the rear of the unit I can see 2 what appear to be aerial connectors. One I assume is the radio aerial. The second, just below the radio aerial, I assume is the GPS phone aerial.

So where is the GPS aerial?

I can find the atennna on the dash by the alarm LED. It's just where this plugs in to the rear of the PCM1 unit.

I can only assume that if the display says 0 satelites found, then the GPS antenna is faulty or the connection is lose.

Hence my request for a PCM1 technical manual.

Or Becker BE 2580.

I need something that can highlight the connectors on the rear and state exacly what they do.

Any ideas Forum?

Thanks,

Steve

 
Hi, the gps antenna together with the phone antenna are located under the black scuttle cover and connects to the nav unit in the front trunk the 2 radio diverse antenna connectors and the phone connectors are the ones you are looking at the rear of the head unit. replacement gps antenna are inexpensive just make sure the connector is correct. Hope the helps I have posted a picture somewhere on this forum and I’m not sure that I still have the original but will look.

 
Thanks Richard.

Significantly more than I had.

Question is, what is this cable?

data:image/png;base64,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

And where does the GPS sensor cable connect in?

I have found the GPS sensor, by the flashing alarm LED in the centre of the top of the dash.

The fact that the display says 0 Satelittes makes me think the GPS sensor cable has come lose or broken.

Thanks for the PDF though, brilliant.

Steve

 

Posts made and opinions expressed are those of the individual forum members

Use of the Forum is subject to the Terms and Conditions

Disclaimer

The opinions expressed on this site are not necessarily those of the Club, who shall have no liability in respect of them or the accuracy of the content. The Club assumes no responsibility for any effects arising from errors or omissions.

Porsche Club Great Britain gives no warranties, guarantees or assurances and makes no representations or recommendations regarding any goods or services advertised on this site. It is the responsibility of visitors to satisfy themselves that goods and/or services supplied by any advertiser are bona fide and in no instance can the Porsche Club Great Britain be held responsible.

When responding to advertisements please ensure that you satisfy yourself of any applicable call charges on numbers not prefixed by usual "landline" STD Codes. Information can be obtained from the operator or the white pages. Before giving out ANY information regarding cars, or any other items for sale, please satisfy yourself that any potential purchaser is bona fide.

Directors of the Board of Porsche Club GB, Club Office Staff, Register Secretaries and Regional Organisers are often requested by Club members to provide information on matters connected with their cars and other matters referred to in the Club Rules. Such information, advice and assistance provided by such persons is given in good faith and is based on the personal experience and knowledge of the individual concerned.

Neither Porsche Club GB, nor any of the aforementioned, shall be under any liability in respect of any such information, advice or assistance given to members. Members are advised to consult qualified specialists for information, advice and assistance on matters connected with their cars at all times.

Back
Top