Front trunk trim help

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Stephenjk
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Stephenjk PCGB Member
2018/02/19 09:43:15 (permalink)

Front trunk trim help

Hi
 
I have an early 1990 964 with the carpet tgat attaches by popper (not velcro).  I have some trim missing so the carpet doesnt attach at the front.  I have bought the missing trim, a steering pump cover and the cover for the wheel jack however i cant see how to fit them and i also wonder if my battery is bigger than stock as that also seems to be one of the reasons why i cant fit the wheel jack cover.  This is what my front trunk looks like.  Anyone know of a fitting guide with pics or has a 964 near Teddington so i can come and have a look at how it is supposed to fit? 
 
Thanks
Stephen

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19 Replies Related Threads

    PaulR964
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    PaulR964 PCGB Member
    Re: Front trunk trim help 2018/02/19 10:54:12 (permalink)
    I have a '90 C2 (Cab) and whatever is fitted in the front n/s corner that sits above the corner of the battery isn't fitted in mine.  So I think yours must be a C4 which means there are a few differences.
    Stephenjk
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    Stephenjk PCGB Member
    Re: Front trunk trim help 2018/02/19 11:04:29 (permalink)
    Yes you are right i have a c4 coupe.
    mcgc0
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    Re: Front trunk trim help 2018/02/19 11:32:00 (permalink)
    Yup, the C4, RS and Turbo have the high pressure hydraulic pump (for the C4 it also provides the PDAS hydraulic power). The plastic cover for this is fixed into position using the 3(?) self tapping studs on the body. 6mm (10mm spanner) plastic nuts hold the cover in place.
     
    Don't think either of my 964's had the plastic cover for the jack. Maybe the way the battery -ve post terminal is fitted obstructs the fitting of the cover?

    '90 964 C4 Velvet Red
    '94 968 Sport Gaurds Red
    '90 964 C4 Slate Grey
    '03 Focus ST
    '02 Focus ST
    Stephenjk
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    Re: Front trunk trim help 2018/02/19 11:47:24 (permalink)
    Any chance of a pic of where it goes?  I thought it went above the battery so the battery didnt seem to be in the way of the pump cover (just the jack cover the battery looks to be blocking).  However while i have the plastic nuts there dont seem to be anything for me to fix them on to.  I might well have it in the wrong place though i’ve Only seem one pic of where it goes and only in the background so not sure i have it in the right place.
    Melv
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    Re: Front trunk trim help 2018/02/19 11:48:19 (permalink)
    If my memory serves me correctly there was a drop down moulding with male poppers on my C4 over the ABS so the carpet went up at 90 degrees at the front and the poppers in the carpet fitted directly onto them.
    Battery looks prefect fit so the hardboard base to the carpet lies flat across this and the high pressure brake housing.
    I don't remember a separate cover for the jack, but that it was wrapped in a thick plastic wrap with tie cord.

    Regards
    Mel
    Melvin Spear
    964RS Register Gruppenfuhrer

    Guardian of The Oscar Larrauri 1991 911 (964) Carrera 2 Cup
    Petrolhead and Travelller......
    www.flyingbluedog.co.uk

    T911UK
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    Re: Front trunk trim help 2018/02/19 15:36:38 (permalink)
    96435510150
     

    I have one here, yours for a tenner!

    www.type911.co.uk
    993 Turbo
    911 SC Targa - Backdate to 1972
    911 SC Targa - Minted
    Cayenne Turbo S
    Boxster 2.5
    Stephenjk
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    Re: Front trunk trim help 2018/02/19 18:30:18 (permalink)
    Thanks but I already have one identical to that one, I just can’t see where to fit it!
    Dekker
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    Dekker PCGB Member
    Re: Front trunk trim help 2018/02/20 11:40:08 (permalink)
    Stephenjk
    Thanks but I already have one identical to that one, I just can’t see where to fit it!




    Orientate as the picture shows and fit over the pump.

    David Bladon
    964 Register Secretary
    964 C4 Cabriolet Cobalt Blue
    964 C2 Coupe Marine Blue
    SAAB 900 T16 Ruby 1993 all weather
    Stephenjk
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    Re: Front trunk trim help 2018/02/20 12:18:23 (permalink)
    Yes i tried that, there is nowhere to fix it to when i do that. The holes align with painted metal.  I'm also not sure how that piece overlaps with the black trim on the top of the front truck where the lock is so not sure i have it in the right place.  I was hoping a few pics or seeing another car would help me get it in the right place.
    Stephenjk
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    Stephenjk PCGB Member
    Re: Front trunk trim help 2018/02/20 12:20:23 (permalink)
    Btw isnt that pic upside down? I assumed poppers go at top.
     
    Dekker
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    Dekker PCGB Member
    Re: Front trunk trim help 2018/02/20 17:34:47 (permalink)
    Poppers are at the top.
    As you lean over the front bumper feel around for where the threaded studs are and the same on the pump.
    It's fiddly and as mine is a C2 I had to modify mine to make it fit.
    It's dead flimsy and one of the poppers broke during the fitment.
     
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[/image]
    View is from the passenger seat

    David Bladon
    964 Register Secretary
    964 C4 Cabriolet Cobalt Blue
    964 C2 Coupe Marine Blue
    SAAB 900 T16 Ruby 1993 all weather
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    Re: Front trunk trim help 2018/02/20 17:39:07 (permalink)
    View from passenger seat

    Attached Image(s)


    David Bladon
    964 Register Secretary
    964 C4 Cabriolet Cobalt Blue
    964 C2 Coupe Marine Blue
    SAAB 900 T16 Ruby 1993 all weather
    Stephenjk
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    Re: Front trunk trim help 2018/02/20 17:43:22 (permalink)
    Thanks David I‘ll give that a go.  I was trying to fit it much higher than that.
    Stephenjk
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    Re: Front trunk trim help 2018/02/23 07:24:59 (permalink)
    I found this pic on a car up for sale a lhd c4 and it looks like the pump cover might sit a bit higher on the c4.
     

    Attached Image(s)

    mcgc0
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    Re: Front trunk trim help 2018/02/23 09:39:25 (permalink)
    David's pump cover is not where it should be, Dave?
     
    The LHD pics are correct. That's how my cover fits - level with the top trim. End of the day, the cover can only fit where the three studs are located - if you're not tightening the three plastic 10mm nuts on to those then the trim cover is not located in the right place.

    '90 964 C4 Velvet Red
    '94 968 Sport Gaurds Red
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    Dekker
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    Re: Front trunk trim help 2018/02/25 18:32:09 (permalink)
    Mine does look as it's not correct. I'll have another look at it when the weather is warmer.

    David Bladon
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    964 C4 Cabriolet Cobalt Blue
    964 C2 Coupe Marine Blue
    SAAB 900 T16 Ruby 1993 all weather
    T911UK
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    Re: Front trunk trim help 2018/02/26 08:35:10 (permalink)
    C2's dont have one so you lot have me really confused now....

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    911 SC Targa - Backdate to 1972
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    mcgc0
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    Re: Front trunk trim help 2018/02/26 16:38:50 (permalink)
    "C2's dont have one so you lot have me really confused now...."
     
    Correct. The high pressure hydraulic boost system is fitted to the C4, RS, Cup, Turbo-look and Turbo variants only. The C2, Speedster and RSA's use the vacum boost system.
     
    Hope that helps :)
     
    Marcus

    '90 964 C4 Velvet Red
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    Stephenjk
    PCGB Member
    • Total Posts : 33
    • Joined: 2017/02/12 19:52:31
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    Stephenjk PCGB Member
    Re: Front trunk trim help 2018/02/27 09:02:56 (permalink)
    What I'm still struggling with is i appear to have nothing to fix the cover to.  For example top left of this pic id need something to left of the bolt to fix cover too.
     
     
     

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