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Collapse <a href=../ForumFE/reply.aspx?ID=23642&Reply=23642><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>4v cast intake</b>&nbsp;-- <font color=#0000ff>Jack, <i>01/01/2005</i></font><br /><blockquote>do I have to go with a 4v stock cast intake on a 69 390 w/shaker? or can I substitude elderbrock intake and still keep same height for a repro shaker fit?<br>Jack </blockquote> 4v cast intake -- Jack, 01/01/2005
do I have to go with a 4v stock cast intake on a 69 390 w/shaker? or can I substitude elderbrock intake and still keep same height for a repro shaker fit?
Jack
 RE: 4v cast intake -- raycfe, 01/01/2005
Not an answer but, Some aftermarket manifolds mount the carb in a different spot, I seem to think about an inch back. Something you should check out. Ray
 Ford's PI intake will work, as will some aftermarket intakes. [n/m] -- Mr F, 01/01/2005
n/m
 RE: 4v cast intake -- Jack, 01/02/2005
any specific year for the pi intake?
Jack
Collapse <a href=../ForumFE/reply.aspx?ID=23641&Reply=23641><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Crites headers for 1969 Mustang w/428 CJ</b>&nbsp;-- <font color=#0000ff>Alex, <i>12/31/2004</i></font><br /><blockquote>Hello,<br><br>I wanted to know if anybody has had any experience with Crites headers for 1969/1970 Mustang w/FE engine.  Please let me know if they fit well, leak, have ground clearance problems with speed bumps, anything you might know.<br><br>Thanks,<br>Alex </blockquote> Crites headers for 1969 Mustang w/428 CJ -- Alex, 12/31/2004
Hello,

I wanted to know if anybody has had any experience with Crites headers for 1969/1970 Mustang w/FE engine. Please let me know if they fit well, leak, have ground clearance problems with speed bumps, anything you might know.

Thanks,
Alex
Collapse <a href=../ForumFE/reply.aspx?ID=23671&Reply=23641><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Crites headers for 1969 Mustang w/428 CJ</b>&nbsp;-- <font color=#0000ff>FPA Racing, <i>01/05/2005</i></font><br /><blockquote>Give me a call . If you require a (no leak) HD 16 gauge construction header for your FE Mustang with MAX ground clearance and you can actually both both headers to the engine and drop it in as a unit. Over 1000 sets sold.www.fordpowertrain.com </blockquote> RE: Crites headers for 1969 Mustang w/428 CJ -- FPA Racing, 01/05/2005
Give me a call . If you require a (no leak) HD 16 gauge construction header for your FE Mustang with MAX ground clearance and you can actually both both headers to the engine and drop it in as a unit. Over 1000 sets sold.www.fordpowertrain.com
Collapse <a href=../ForumFE/reply.aspx?ID=23680&Reply=23641><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Crites headers for 1969 Mustang w/428 CJ</b>&nbsp;-- <font color=#0000ff>glennz, <i>01/05/2005</i></font><br /><blockquote>i will definetly vouch for FPA on this one, <br><br>67 fe fastback,  <br><br>bolt headers on, drop engine in,  30 minute job max,<br><br>OR<br><br>set motor in then bolt headers on 3 hr job pain in the a$$<br><br>no leaks, great performance, great quality<br><br><br>glenn z </blockquote> RE: Crites headers for 1969 Mustang w/428 CJ -- glennz, 01/05/2005
i will definetly vouch for FPA on this one,

67 fe fastback,

bolt headers on, drop engine in, 30 minute job max,

OR

set motor in then bolt headers on 3 hr job pain in the a$$

no leaks, great performance, great quality


glenn z
Collapse <a href=../ForumFE/reply.aspx?ID=24965&Reply=23641><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Crites headers for 1969 Mustang w/428 CJ</b>&nbsp;-- <font color=#0000ff>Rex B, <i>05/17/2005</i></font><br /><blockquote>Glenn, are you running a 4 speed?  I am having trouble with the Z-bar hitting the FPA headers/ </blockquote> RE: Crites headers for 1969 Mustang w/428 CJ -- Rex B, 05/17/2005
Glenn, are you running a 4 speed? I am having trouble with the Z-bar hitting the FPA headers/
 RE: Crites headers for 1969 Mustang w/428 CJ -- glennz, 05/17/2005
no this is a C-6 car
 RE:Equalizer/Z-bar interference? -- McQ, 05/18/2005
I've got a friend who installed a set of FPA on a '67 390GT with factory original 4 speed evrything. He really likes the headers but he also had interference issues with the left header and the Z or Equalizer shaft. I wonder if that issue has been dealt with?

Again though, he is very happy with the quality-performance of the FPA headers.
 RE: Crites headers for 1969 Mustang w/428 CJ -- Keith, 08/20/2005
Would not buy anything from Crites. I ordered a readiator for my 65 galaxie. $450 part. They sent me a radiator for a 64. The Girl on the phone argued that it was the same. It wasn't. they would not allow a return due to it being custom. Had to cut my car due to the trans cooler being mounted on the side instead of the bottom. Radiator leaked, Both Crites and Howe radiator wouldn't warranty due to it being a custom order. I didn't feel this was custom, as it was an item in their catalog. $800 later the radiator is ok. The girl was very nasty on the phone.
Collapse <a href=../ForumFE/reply.aspx?ID=23638&Reply=23638><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Weiand Vs Edelbrock Intakes</b>&nbsp;-- <font color=#0000ff>Boidman Of ATL, <i>12/31/2004</i></font><br /><blockquote>Who makes the better performing intake.Ive always seen the edelbrock,but i have also seen a weiand and an offy intake for FE series motors.This will be on a 390 that will not be seeing dragstrip duty.I just want things to be cooler and breathe easier. </blockquote> Weiand Vs Edelbrock Intakes -- Boidman Of ATL, 12/31/2004
Who makes the better performing intake.Ive always seen the edelbrock,but i have also seen a weiand and an offy intake for FE series motors.This will be on a 390 that will not be seeing dragstrip duty.I just want things to be cooler and breathe easier.
Collapse <a href=../ForumFE/reply.aspx?ID=23738&Reply=23638><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Weiand Vs Edelbrock Intakes</b>&nbsp;-- <font color=#0000ff>lucas, <i>01/12/2005</i></font><br /><blockquote>Edelbrock Performer intake will work fine with your street application.  A good set of headers should also be included in your upgrade. </blockquote> RE: Weiand Vs Edelbrock Intakes -- lucas, 01/12/2005
Edelbrock Performer intake will work fine with your street application. A good set of headers should also be included in your upgrade.
Collapse <a href=../ForumFE/reply.aspx?ID=23766&Reply=23638><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Weiland Vs Edelbrock Intakes</b>&nbsp;-- <font color=#0000ff>Dusty, <i>01/14/2005</i></font><br /><blockquote>i'm in the same dilema but i found out that the weiland has a heat crossover and the edelbrock doesn't. the thing with edelbrock is that all their parts are dynomatched to work together so they perform there best when combined with there cam and everything else. look at the rpm ranges and match them to your cam's rpm band of course and think about just how much power u want to make. hope this helped. its just how i've been batting it around in my head so maybe it will give you some clues </blockquote> Weiland Vs Edelbrock Intakes -- Dusty, 01/14/2005
i'm in the same dilema but i found out that the weiland has a heat crossover and the edelbrock doesn't. the thing with edelbrock is that all their parts are dynomatched to work together so they perform there best when combined with there cam and everything else. look at the rpm ranges and match them to your cam's rpm band of course and think about just how much power u want to make. hope this helped. its just how i've been batting it around in my head so maybe it will give you some clues
 RE: Weiland Vs Edelbrock Intakes -- Boidman Of ATL, 01/15/2005
Thanks for the info.Since i will be using edelbrock heads and will have my 62 block machined to accept a 63 cam by edelbrock I will stick with their intake
Collapse <a href=../ForumFE/reply.aspx?ID=23633&Reply=23633><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Aluminum Radiator Of Birds</b>&nbsp;-- <font color=#0000ff>Boidman Of ATL, <i>12/31/2004</i></font><br /><blockquote>Anyone here know of someone who has switched their copper and brass radiator for an aluminum one? I am finally buying parts for my 62 that some of you hear may have heard me chat about.Its going to have a aluminum oil pan,heads,intake,headers edelbrock carb and id like to further lighten the load with a aluminum waterpump and radiator.It wont be a daily driver or stock(obviously) but when i wanna drive,it wont be at 35mph.Overheating should be at the back of my mind not the front. </blockquote> Aluminum Radiator Of Birds -- Boidman Of ATL, 12/31/2004
Anyone here know of someone who has switched their copper and brass radiator for an aluminum one? I am finally buying parts for my 62 that some of you hear may have heard me chat about.Its going to have a aluminum oil pan,heads,intake,headers edelbrock carb and id like to further lighten the load with a aluminum waterpump and radiator.It wont be a daily driver or stock(obviously) but when i wanna drive,it wont be at 35mph.Overheating should be at the back of my mind not the front.
Collapse <a href=../ForumFE/reply.aspx?ID=23637&Reply=23633><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Try Griffin.</b>&nbsp;-- <font color=#0000ff>Gerry Proctor, <i>12/31/2004</i></font><br /><blockquote>Even if they don't have a perfect fit (using original brackets...) then they'd have one that you can use by modifying your brackets a bit.<br><br>I'm using one of their Ford generic radiators in my '67 390 Fairlane.  I had to fabricate a top bracket and modify the bottom brackets but it works great even in the tripple-digit temperature South Texas summers. </blockquote> RE: Try Griffin. -- Gerry Proctor, 12/31/2004
Even if they don't have a perfect fit (using original brackets...) then they'd have one that you can use by modifying your brackets a bit.

I'm using one of their Ford generic radiators in my '67 390 Fairlane. I had to fabricate a top bracket and modify the bottom brackets but it works great even in the tripple-digit temperature South Texas summers.
Collapse <a href=../ForumFE/reply.aspx?ID=23639&Reply=23633><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Try Griffin.</b>&nbsp;-- <font color=#0000ff>Boidman Of ATL, <i>12/31/2004</i></font><br /><blockquote>Do you remember which part number it is?I went to their website today but only found fittings for the little birds. </blockquote> RE: Try Griffin. -- Boidman Of ATL, 12/31/2004
Do you remember which part number it is?I went to their website today but only found fittings for the little birds.
 RE: Try Griffin. -- Martin Micheelsen, 01/03/2005
If you call them they will gladly discuss your application with you.
Collapse <a href=../ForumFE/reply.aspx?ID=23628&Reply=23628><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>auto transmission linkage parts</b>&nbsp;-- <font color=#0000ff>james horvat, <i>12/31/2004</i></font><br /><blockquote>I am looking for transmission linkage rod for 67 fairlane 390 c-6 factory floor shift </blockquote> auto transmission linkage parts -- james horvat, 12/31/2004
I am looking for transmission linkage rod for 67 fairlane 390 c-6 factory floor shift
 RE: auto transmission linkage parts -- dennie, 12/31/2004
i can get you the part number and the lenght, i think it's 18 inches, as far as finding one good luck, i used one that was close and tweaked it a little to fit.. try http://mansfieldmustang.com/Transmissionsp2.html
Collapse <a href=../ForumFE/reply.aspx?ID=23627&Reply=23627><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Any advantage for 2.5 or 3.0 in exhaust</b>&nbsp;-- <font color=#0000ff>mikee likee, <i>12/30/2004</i></font><br /><blockquote>I have an opportunity to install either a 2.5 inch or a 3 inch exhaust system. My engine is a slightly warmed over 390 in a 70 f100. Max rpm 5500. I intend to try a crossover or xpipe, any advice hear will help. </blockquote> Any advantage for 2.5 or 3.0 in exhaust -- mikee likee, 12/30/2004
I have an opportunity to install either a 2.5 inch or a 3 inch exhaust system. My engine is a slightly warmed over 390 in a 70 f100. Max rpm 5500. I intend to try a crossover or xpipe, any advice hear will help.
 RE: Any advantage for 2.5 or 3.0 in exhaust -- Gerry Proctor, 12/31/2004
You don't need 3" exhaust at your airflow rate. Once you start approaching the 500 hp level, a 2.5" system becomes a clog in the system and a 3" system really helps.

Even if you have the room and the price for the system is the same, a 3" exhaust is substantially louder than a 2.5" system. Also, you'll pay a lot more for a 3" x-pipe than the more common 2.5 pipe.
Collapse <a href=../ForumFE/reply.aspx?ID=23624&Reply=23624><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>any diagrams for s-tube for 67 390GT?</b>&nbsp;-- <font color=#0000ff>Clint, <i>12/30/2004</i></font><br /><blockquote>does anybody know how the s-tube goes on the 390 gt motor? does it go on the intake and where at on the intake etc. Is there any diagrams out there?  It looks like vaccuum lines hook up to it.  but what ones and where at?  any help about the s-tube would be great! thanks  </blockquote> any diagrams for s-tube for 67 390GT? -- Clint, 12/30/2004
does anybody know how the s-tube goes on the 390 gt motor? does it go on the intake and where at on the intake etc. Is there any diagrams out there? It looks like vaccuum lines hook up to it. but what ones and where at? any help about the s-tube would be great! thanks
Collapse <a href=../ForumFE/reply.aspx?ID=23634&Reply=23624><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>'S-tube'? No such thing, for '67 390. I think you mean a PCV tube...</b>&nbsp;-- <font color=#0000ff>Mr F, <i>12/31/2004</i></font><br /><blockquote><A href="http://mansfieldmustang.com/04-09.JPG" target="_new">Click here for 
image...</A></blockquote> 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube... -- Mr F, 12/31/2004
Click here for image...
Collapse <a href=../ForumFE/reply.aspx?ID=23787&Reply=23624><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube...</b>&nbsp;-- <font color=#0000ff>Clint, <i>01/19/2005</i></font><br /><blockquote>Yes I mean a PCV tube just like your picture.  <br>Do you know what it goes to... intake... carb loactions etc?  Any pictures of it hooked up? any info would be great! THANKS SO MUCH!! :)<br> </blockquote> RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube... -- Clint, 01/19/2005
Yes I mean a PCV tube just like your picture.
Do you know what it goes to... intake... carb loactions etc? Any pictures of it hooked up? any info would be great! THANKS SO MUCH!! :)
Collapse <a href=../ForumFE/reply.aspx?ID=23789&Reply=23624><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube...</b>&nbsp;-- <font color=#0000ff>Barry B, <i>01/19/2005</i></font><br /><blockquote>Here's the only pic I have of a '67 390GT intake with the tube attached.  The front end screws into the fitting on the intake and the rear end uses a short piece of hose to connect to the other fitting.  The end of the long hose attached goes to a right-angle fitting in which the PVC valve is screwed into.  The PVC then inserts into the valve cover grommet.  The Ford technical stuff I have read refers to this as a balance tube.  They say by connecting the two intake runners the PVC gets a better signal and if the PVC were to be connected to only one of the ports, there would be excessive pulsing at the valve (plus I think it would lean out that runner).  Ok, enough babbling, here's the pic: <br /><img src="data:image/jpg;base64,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" /></blockquote> RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube... -- Barry B, 01/19/2005
Here's the only pic I have of a '67 390GT intake with the tube attached. The front end screws into the fitting on the intake and the rear end uses a short piece of hose to connect to the other fitting. The end of the long hose attached goes to a right-angle fitting in which the PVC valve is screwed into. The PVC then inserts into the valve cover grommet. The Ford technical stuff I have read refers to this as a balance tube. They say by connecting the two intake runners the PVC gets a better signal and if the PVC were to be connected to only one of the ports, there would be excessive pulsing at the valve (plus I think it would lean out that runner). Ok, enough babbling, here's the pic:
 RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube... -- Barry B, 01/19/2005
Clint, I should have taken a clue from Mr. F, go here for a great image:

http://mansfieldmustang.com/04-40.jpg

The steel line coming off the back fitting is for the power brake booster.
 RE: 'S-tube'? No such thing, for '67 390. I think you mean a PCV tube... -- Clint, 01/20/2005
HEY THANKS FOR THE INFO AND PIC! IT HELPS!! THE tech article link didn't work. Mine looks exactly like your pic exect on the back side where it screws in on the intake near the back of the carb. I have additional brass fitting with 3 tubes on it. One is for the Brake booster. and the other 2 looks like vaccum lines hooks up to it. WHERE THE VACUUM LINES GO I HAVE NO CLUE.
 And, while you're at it, you might want to consider... -- Mr F, 12/31/2004
http://www.jcoconsulting.com/ForumFE/reply.aspx?ID=931&Reply=929
Collapse <a href=../ForumFE/reply.aspx?ID=23619&Reply=23619><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>will this work?</b>&nbsp;-- <font color=#0000ff>Jack, <i>12/30/2004</i></font><br /><blockquote>or will this work good?<br><br>question 1<br>have a 69 390 with c8aeh heads and was wondering if this is a good option as I am just collecting parts for this motor. I have the stock rockers already and want to use the stock shafts.<br><a href="http://cgi.ebay.com/ebaymotors/ws/eBayISAPI.dll?ViewItem&item=7944204017&rd=1&sspagename=STRK%3AMEWA%3AIT">http://cgi.ebay.com/ebaymotors/ws/eBayISAPI.dll?ViewItem&item=7944204017&rd=1&sspagename=STRK%3AMEWA%3AIT</a><br><br>question 2<br><br>looking at engine specs a 69 390 engine, suppose to have 10.5 to 1 ratio but I noticed a post on this site that said c8aeh heads are stock 8:1 truck heads. <br>is this right? so I wont get my 10.5 to 1 ratio? or are we talking about diffrent ratio's.<br>if so I have the option to return the heads even though I bought them for 200 with rockers and stock exhaust manifolds that I intended to use, but heads need to be redone.<br><br>thanks a bunch and happy new year<br>Jack </blockquote> will this work? -- Jack, 12/30/2004
or will this work good?

question 1
have a 69 390 with c8aeh heads and was wondering if this is a good option as I am just collecting parts for this motor. I have the stock rockers already and want to use the stock shafts.
http://cgi.ebay.com/ebaymotors/ws/eBayISAPI.dll?ViewItem&item=7944204017&rd=1&sspagename=STRK%3AMEWA%3AIT

question 2

looking at engine specs a 69 390 engine, suppose to have 10.5 to 1 ratio but I noticed a post on this site that said c8aeh heads are stock 8:1 truck heads.
is this right? so I wont get my 10.5 to 1 ratio? or are we talking about diffrent ratio's.
if so I have the option to return the heads even though I bought them for 200 with rockers and stock exhaust manifolds that I intended to use, but heads need to be redone.

thanks a bunch and happy new year
Jack
Collapse <a href=../ForumFE/reply.aspx?ID=23622&Reply=23619><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: will this work?</b>&nbsp;-- <font color=#0000ff>Gerry Proctor, <i>12/30/2004</i></font><br /><blockquote>First, C8AE-H heads are common, run of the mill, garden variety...FE head used on everything that was not a 428CJ or 427.  That includes all cars and trucks.  The piston design determined the compression ratio.<br><br>The first part of your question is more opinion.  You didn't provide any background on what your intentions are but roller rockers are a somewhat poor return on investment (regardless of what the seller is using to hype these rockers..."will pick that big block up around 20HP...") unless you're running a much stiffer (like over 140lbs seat pressure) valve spring and even then it's questionable.  Those rockers in particular are bottom feeders.  The bare minimum I would consider as adequate would have a bronze-bushed fulcrum.  The top of the line use a roller fulcrum.  If you look closely, you'll see that the fulcrum is parent aluminum.  It is probably hard anodized or T6 treated but that's not enough in my book.<br><br>There are more and more valve train options available for the FE builder but the key remains in making smart choices.  If you're not running anti-pumpup lifters (or solids) and reving over 6k rpm, then the factory hydraulic, non-adjustable rockers will work just fine.  If you need adjustables, there are iron (Crane, FRP...) that will work with stock shafts and only need the ball and cup pushrods.  There are some good aluminum roller tip and roller tip and fulcrum rockers out there.  There are also upgraded shafts, stands, end stands, and spacers available.  It gets real easy to spend over $1,000 on the valve train.  If you're going to spend the money, you want to make sure that you get a return on your investment in either durability or horsepower (getting both is even better) and these particular rockers, again, in my opinion, are neither. </blockquote> RE: will this work? -- Gerry Proctor, 12/30/2004
First, C8AE-H heads are common, run of the mill, garden variety...FE head used on everything that was not a 428CJ or 427. That includes all cars and trucks. The piston design determined the compression ratio.

The first part of your question is more opinion. You didn't provide any background on what your intentions are but roller rockers are a somewhat poor return on investment (regardless of what the seller is using to hype these rockers..."will pick that big block up around 20HP...") unless you're running a much stiffer (like over 140lbs seat pressure) valve spring and even then it's questionable. Those rockers in particular are bottom feeders. The bare minimum I would consider as adequate would have a bronze-bushed fulcrum. The top of the line use a roller fulcrum. If you look closely, you'll see that the fulcrum is parent aluminum. It is probably hard anodized or T6 treated but that's not enough in my book.

There are more and more valve train options available for the FE builder but the key remains in making smart choices. If you're not running anti-pumpup lifters (or solids) and reving over 6k rpm, then the factory hydraulic, non-adjustable rockers will work just fine. If you need adjustables, there are iron (Crane, FRP...) that will work with stock shafts and only need the ball and cup pushrods. There are some good aluminum roller tip and roller tip and fulcrum rockers out there. There are also upgraded shafts, stands, end stands, and spacers available. It gets real easy to spend over $1,000 on the valve train. If you're going to spend the money, you want to make sure that you get a return on your investment in either durability or horsepower (getting both is even better) and these particular rockers, again, in my opinion, are neither.
Collapse <a href=../ForumFE/reply.aspx?ID=23630&Reply=23619><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>what about the heads?</b>&nbsp;-- <font color=#0000ff>Jack, <i>12/31/2004</i></font><br /><blockquote>i dont know if i should keep the heads. so as long as i get the right stuff i can still get my 10.5 to 1 ratio? Only reason I went with those heads is that the came with everything including manifolds for 200 bucks. I mean should I return the heads or are they still decent as long as I get them redone?<br>Thanks<br>Jack </blockquote> what about the heads? -- Jack, 12/31/2004
i dont know if i should keep the heads. so as long as i get the right stuff i can still get my 10.5 to 1 ratio? Only reason I went with those heads is that the came with everything including manifolds for 200 bucks. I mean should I return the heads or are they still decent as long as I get them redone?
Thanks
Jack
 RE: Replace them with what, and why? -- Gerry Proctor, 12/31/2004
You'll get your compression with those C8AE heads. Again, those heads were used on a variety of engines including the 390GT/IP engine. They have 72 cc(nominal) chambers and you can run the numbers if you know the rest of your displaced volumes to find the true compression ratio. You'll very likely find that the factory ratio spec is a bit generous. You'll probably end up in the high nines as a true compression ratio. Though with iron heads, the tuneup gets real touchy over 9:1 on pump gas.

The heads flow just fine up to about 400 hp. The exhaust port is about .25" lower on these heads than most '66 and earlier heads which can pose some header fitment problems, depending on how you go. If you can use the manifolds that came with the heads then you're golden.

Your only other options are a set of C8OE-N Cobra Jet heads, Edelbrocks, or a set of ported heads from '65 and earlier.
Collapse <a href=../ForumFE/reply.aspx?ID=23612&Reply=23612><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>428 cj bellhousing</b>&nbsp;-- <font color=#0000ff>Rudy, <i>12/29/2004</i></font><br /><blockquote>I am looking for a bellhousing from a 428 cj.<br>I want it to install it on a 390 mated to a 4 speed top loader witha 1 3/8 input shaft, the original 390 bellhousing does not clear the clutch pressure plate, and I was told the 428 cj bellhousing will, any leads?<br>I am using the 428 cj centerforce clutch assy. </blockquote> 428 cj bellhousing -- Rudy, 12/29/2004
I am looking for a bellhousing from a 428 cj.
I want it to install it on a 390 mated to a 4 speed top loader witha 1 3/8 input shaft, the original 390 bellhousing does not clear the clutch pressure plate, and I was told the 428 cj bellhousing will, any leads?
I am using the 428 cj centerforce clutch assy.
Collapse <a href=../ForumFE/reply.aspx?ID=23621&Reply=23612><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 428 cj bellhousing</b>&nbsp;-- <font color=#0000ff>Gerry Proctor, <i>12/30/2004</i></font><br /><blockquote>You need a bellhousing for the 11.5" clutch, Rudy.  That may be from a 390GT, 427, or 428.  It's a pretty common housing and very easy to find all the time on ePay.  <br><br>The clutch fork pivot is different between the '67 and earlier and the '68 and later housings.  The most common casting number for this housing is C6OA-6394-D.  The date code determines whether it's '67 and earlier or '68 and later.  But the pivot can be changed.  You'll also need the C8OA-7515-D fork for the 1 3/8 input late-style pivot.<br><br>There is more than one housing that will work for your application.  You can research the various housings here:  <a href="http://www.davidkeetoploaders.com/bellhousingidchart.htm">http://www.davidkeetoploaders.com/bellhousingidchart.htm</a><br><br>Also, beware of the folks selling truck housings (a T in the casting number).  These housings are 3/8" deeper than car housings and will work only with a smallblock input shaft with the longer pilot.  Regardless of the particular casting number, the housing will have a prominent "hump" in the 12 o-clock postion.  This hump clearly identifies the housing for the 11.5" clutch. </blockquote> RE: 428 cj bellhousing -- Gerry Proctor, 12/30/2004
You need a bellhousing for the 11.5" clutch, Rudy. That may be from a 390GT, 427, or 428. It's a pretty common housing and very easy to find all the time on ePay.

The clutch fork pivot is different between the '67 and earlier and the '68 and later housings. The most common casting number for this housing is C6OA-6394-D. The date code determines whether it's '67 and earlier or '68 and later. But the pivot can be changed. You'll also need the C8OA-7515-D fork for the 1 3/8 input late-style pivot.

There is more than one housing that will work for your application. You can research the various housings here: http://www.davidkeetoploaders.com/bellhousingidchart.htm

Also, beware of the folks selling truck housings (a T in the casting number). These housings are 3/8" deeper than car housings and will work only with a smallblock input shaft with the longer pilot. Regardless of the particular casting number, the housing will have a prominent "hump" in the 12 o-clock postion. This hump clearly identifies the housing for the 11.5" clutch.
 RE: 428 cj bellhousing -- Rudy, 12/30/2004
Thank you Gerry, that info is very helpful, now I really know what to look for I am sure I'll find one

Rudy
Collapse <a href=../ForumFE/reply.aspx?ID=23610&Reply=23610><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Offenhauser intakes</b>&nbsp;-- <font color=#0000ff>giacamo, <i>12/28/2004</i></font><br /><blockquote>has anyone used the offenhauser dual quad manifold #5407 for the fe? i picked up one cheap, is it worth a dam.or just interesting. </blockquote> Offenhauser intakes -- giacamo, 12/28/2004
has anyone used the offenhauser dual quad manifold #5407 for the fe? i picked up one cheap, is it worth a dam.or just interesting.
Collapse <a href=../ForumFE/reply.aspx?ID=23611&Reply=23610><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Offenhauser intakes</b>&nbsp;-- <font color=#0000ff>John, <i>12/28/2004</i></font><br /><blockquote>I use one......you'll have to get the offset spacers (still available from Offy I think).  Mine works great....more power than I can put to use.  ONly thing I didn't like is the ports are tall and narrow......must have been meant for heads other than my standard FE ones.  But as I said.......I can't utilize all the power I have in a 2500 lb car, though I am sure there are better drivers who could. </blockquote> RE: Offenhauser intakes -- John, 12/28/2004
I use one......you'll have to get the offset spacers (still available from Offy I think). Mine works great....more power than I can put to use. ONly thing I didn't like is the ports are tall and narrow......must have been meant for heads other than my standard FE ones. But as I said.......I can't utilize all the power I have in a 2500 lb car, though I am sure there are better drivers who could.
Collapse <a href=../ForumFE/reply.aspx?ID=23614&Reply=23610><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Offenhauser intakes</b>&nbsp;-- <font color=#0000ff>giacamo, <i>12/29/2004</i></font><br /><blockquote>thanks john i think a littel port maching is in order, and playing with the carbs it is a neat setup never ran duel carbs befor but am willing to try  </blockquote> RE: Offenhauser intakes -- giacamo, 12/29/2004
thanks john i think a littel port maching is in order, and playing with the carbs it is a neat setup never ran duel carbs befor but am willing to try
Collapse <a href=../ForumFE/reply.aspx?ID=23616&Reply=23610><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>More on Offenhauser intakes</b>&nbsp;-- <font color=#0000ff>John, <i>12/29/2004</i></font><br /><blockquote>Do a search on the dual carb set-up in this forum.  I wrote at least one letter detailing it it.  Basically, 1 carb does all the work till about 1/4 or maybe 1/3 throttle (I forget which) and then the other one starts to open.  The belcranks are setup for both to end up open at the same time for wide open throttle.  600 cfms are good.  Vacumn secondary's need to be connected between carbs for synchronous secondary operation.  Primary idle circuits always run, so it will be rich at an idle unless you modify carbs, even with adj screws all the way in.  Pony Carbs can do this for you, but is expensive.  One of the SD Holley books explains how to do it cheaply. </blockquote> More on Offenhauser intakes -- John, 12/29/2004
Do a search on the dual carb set-up in this forum. I wrote at least one letter detailing it it. Basically, 1 carb does all the work till about 1/4 or maybe 1/3 throttle (I forget which) and then the other one starts to open. The belcranks are setup for both to end up open at the same time for wide open throttle. 600 cfms are good. Vacumn secondary's need to be connected between carbs for synchronous secondary operation. Primary idle circuits always run, so it will be rich at an idle unless you modify carbs, even with adj screws all the way in. Pony Carbs can do this for you, but is expensive. One of the SD Holley books explains how to do it cheaply.
Collapse <a href=../ForumFE/reply.aspx?ID=23617&Reply=23610><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>More info....</b>&nbsp;-- <font color=#0000ff>John, <i>12/29/2004</i></font><br /><blockquote>I did a search and found some of the stuff I once wrote....hope it helps.  If you have any specific questions you'd like me to look up, feel free to e-mail me for a quick response, or eventually I will see your question in this forum.  Here goes:<br><br>The linkage needs to be adjusted so the second carb comes on<br>           after the first carb gets to about 1/3 open throttle. Then the second carb advances at a<br>           faster rate so that both wind up fully open together. So, you may need to modify the<br>           second carb bellcrank as the linkage pin is in the wrong spot on carbs designed for<br>           single operation. Also, a air balance tube must be added. Instead of getting new<br>           vacumn covers, you can drill and tap each existing cover for a grease fitting. Use the<br>           90 degree ones and remove the balls and springs. Tighten and adjust till they point<br>           towards each other for a tidy vacumn hose installation. <br><br>Pressure is nice about 7 to 8 psi. However you could have a fuel pump which is<br>           inadequate (possibly) or a fuel filter which is restrictive (most likely), or even too small<br>           fuel lines anywhere from tank to carb (so the experts say, but I havn't had any trouble<br>           with lines smaller than 1/2". About those 600's though. The ONLY difference is to the<br>           idle circuit as the idle adj is for fine tuning only. Two carbs give off twice the fuel they<br>           should at idle with the mixture screws in the normal position, but will run OK, but still<br>           rich in the fully closed position. The progressive linkage neeeds to be set up correctly<br>           and make sure the carbs are monted in the right position as the belcranks are<br>           different front vs back carb. If the fuel supply turns out to be OK, sounds like your<br>           driveability is in the accel pumps or possibly the vacumn advance. Are the vacumn<br>           advance connected together for synchronous secondary operation? If you use regualr<br>           carbs, you can drill and tap and add fittings to the vacumn chamber caps and add a<br>           balance tube. As far as the accel pumps go, check the colour of the cam and make<br>           sure both are the same and the nominal type (I forget that colour, but any Holley<br>           book will tell you that) and the 50cc pumps are a better bet than the smaller ones if<br>           you use an after market HP cam. Maybe the spring rates should be changed, but this<br>           hasn't had much affect in my experience. <br><br>The problem with 2X4 Holleys is, as noted earlier in this thread, the idle circuits.<br>           Although the engine may draw the right mixture at speed, as the air fuel ratio is<br>           governed by the main venturis, the idle circuits are set with the assumption that only<br>           one carb is on the engine. Two carbs...twice the needed fuel at idle. The mixture<br>           screws are only a "fine" adjustment, so you can turn them in all the way and it's still<br>           too rich. The idle jets must be reduced in size until they are close enough to allow the<br>           mixture screws to lean out the engine to a stall. They can be replaced, or a small wire<br>           bent into a "V" with little feet bent on the ends, can be inserted in the jets. The<br>           secondary idle circuit (used to bleed off fuel in a lightly used car so it doesn't get<br>           stale) don't really require the same attention. You can fiddle around with the wires till<br>           you get it right and probably spend $900 in float bowl gaskets, or you can get<br>           someone to give you out of the box units with the correct vacumm balance covers.<br>           Pony Carbs supplied me with two units that work perfectly with my Offy 360Deg<br>           manifold (which many hold in disdain). You guys with other FE's out there might be<br>           faster, but I havn't seen a Chevy yet that was. </blockquote> More info.... -- John, 12/29/2004
I did a search and found some of the stuff I once wrote....hope it helps. If you have any specific questions you'd like me to look up, feel free to e-mail me for a quick response, or eventually I will see your question in this forum. Here goes:

The linkage needs to be adjusted so the second carb comes on
after the first carb gets to about 1/3 open throttle. Then the second carb advances at a
faster rate so that both wind up fully open together. So, you may need to modify the
second carb bellcrank as the linkage pin is in the wrong spot on carbs designed for
single operation. Also, a air balance tube must be added. Instead of getting new
vacumn covers, you can drill and tap each existing cover for a grease fitting. Use the
90 degree ones and remove the balls and springs. Tighten and adjust till they point
towards each other for a tidy vacumn hose installation.

Pressure is nice about 7 to 8 psi. However you could have a fuel pump which is
inadequate (possibly) or a fuel filter which is restrictive (most likely), or even too small
fuel lines anywhere from tank to carb (so the experts say, but I havn't had any trouble
with lines smaller than 1/2". About those 600's though. The ONLY difference is to the
idle circuit as the idle adj is for fine tuning only. Two carbs give off twice the fuel they
should at idle with the mixture screws in the normal position, but will run OK, but still
rich in the fully closed position. The progressive linkage neeeds to be set up correctly
and make sure the carbs are monted in the right position as the belcranks are
different front vs back carb. If the fuel supply turns out to be OK, sounds like your
driveability is in the accel pumps or possibly the vacumn advance. Are the vacumn
advance connected together for synchronous secondary operation? If you use regualr
carbs, you can drill and tap and add fittings to the vacumn chamber caps and add a
balance tube. As far as the accel pumps go, check the colour of the cam and make
sure both are the same and the nominal type (I forget that colour, but any Holley
book will tell you that) and the 50cc pumps are a better bet than the smaller ones if
you use an after market HP cam. Maybe the spring rates should be changed, but this
hasn't had much affect in my experience.

The problem with 2X4 Holleys is, as noted earlier in this thread, the idle circuits.
Although the engine may draw the right mixture at speed, as the air fuel ratio is
governed by the main venturis, the idle circuits are set with the assumption that only
one carb is on the engine. Two carbs...twice the needed fuel at idle. The mixture
screws are only a "fine" adjustment, so you can turn them in all the way and it's still
too rich. The idle jets must be reduced in size until they are close enough to allow the
mixture screws to lean out the engine to a stall. They can be replaced, or a small wire
bent into a "V" with little feet bent on the ends, can be inserted in the jets. The
secondary idle circuit (used to bleed off fuel in a lightly used car so it doesn't get
stale) don't really require the same attention. You can fiddle around with the wires till
you get it right and probably spend $900 in float bowl gaskets, or you can get
someone to give you out of the box units with the correct vacumm balance covers.
Pony Carbs supplied me with two units that work perfectly with my Offy 360Deg
manifold (which many hold in disdain). You guys with other FE's out there might be
faster, but I havn't seen a Chevy yet that was.
 RE: More info.... -- giacamo, 12/31/2004
thanks john your post is very informative,i even printed a copy now the fun part digging through all my carb parts to see what i can use and or need.
 RE: Offenhauser intakes -- paul diciero, 06/03/2006
does anyone know of a dual quad manifold to suit a 351 cleveland?
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