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Collapse <a href=../ForumFE/reply.aspx?ID=13210&Reply=13210><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Inline six Freeze Plugs Help Please</b>&nbsp;-- <font color=#0000ff>Larry Dew, <i>05/31/2002</i></font><br /><blockquote>I have a water leak between the bellhousing and the engine.  I think there should be at least one freeze plug there, but the dealer said NO.<br><br>This is a 1978 F-100 with the 300 CID inline six.  Help Please.  Please info lmdew@hotmail.com </blockquote> Inline six Freeze Plugs Help Please -- Larry Dew, 05/31/2002
I have a water leak between the bellhousing and the engine. I think there should be at least one freeze plug there, but the dealer said NO.

This is a 1978 F-100 with the 300 CID inline six. Help Please. Please info lmdew@hotmail.com
Collapse <a href=../ForumFE/reply.aspx?ID=13219&Reply=13210><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Inline six Freeze Plugs Help Please</b>&nbsp;-- <font color=#0000ff>Bill, <i>06/01/2002</i></font><br /><blockquote>I am going to take a guess here cause I have no facts. My feeling is that you probably have a head gasket leak at the rear of your engine rather than a core plug leak. I am with the dealer on this one. Usually the only plug at the back of a 6cyl engine is the camshaft core plug and the only thing that will leak there is oil. Not aware of any core (freeze) plugs in the back of a 6 that could leak coolant. One mans opinion FWIW. </blockquote> RE: Inline six Freeze Plugs Help Please -- Bill, 06/01/2002
I am going to take a guess here cause I have no facts. My feeling is that you probably have a head gasket leak at the rear of your engine rather than a core plug leak. I am with the dealer on this one. Usually the only plug at the back of a 6cyl engine is the camshaft core plug and the only thing that will leak there is oil. Not aware of any core (freeze) plugs in the back of a 6 that could leak coolant. One mans opinion FWIW.
Collapse <a href=../ForumFE/reply.aspx?ID=13247&Reply=13210><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Not an I6 expert but...</b>&nbsp;-- <font color=#0000ff>Barry B, <i>06/04/2002</i></font><br /><blockquote>I have a pic of the rear of a 300.  The plug at the lower left is for the camshaft.  The plug in the upper middle of the block is for?<br> <br /><img 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" /></blockquote> Not an I6 expert but... -- Barry B, 06/04/2002
I have a pic of the rear of a 300. The plug at the lower left is for the camshaft. The plug in the upper middle of the block is for?

 RE: Not an I6 expert but... -- Bill, 06/04/2002
Barry it may well be for water. Thats why I qualified everything I said by saying I wasn't an expert. I simply wasn't sure.

Larry there is your answer as to core plugs that could leak in the back of the motor. Barry came up with a much better answer than I did.
Collapse <a href=../ForumFE/reply.aspx?ID=13206&Reply=13206><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>anyone have any experience with probe racing pisto</b>&nbsp;-- <font color=#0000ff>joe schepker, <i>05/31/2002</i></font><br /><blockquote>i came across a set for my 427 top oiler and i want to use them with my lemans rods. only thing, is that i don't know anything about them or anyone who has used them. they're brand new flattops. sorry for all the questions, i appreciate all the help.      joe </blockquote> anyone have any experience with probe racing pisto -- joe schepker, 05/31/2002
i came across a set for my 427 top oiler and i want to use them with my lemans rods. only thing, is that i don't know anything about them or anyone who has used them. they're brand new flattops. sorry for all the questions, i appreciate all the help. joe
Collapse <a href=../ForumFE/reply.aspx?ID=13207&Reply=13206><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: What type of material? How much?</b>&nbsp;-- <font color=#0000ff>Ray, <i>05/31/2002</i></font><br /><blockquote>I've used some for street use and sometimes strip, they were o.k. They were a little noisy because the pins being centered. For my sprint car I use JE's 2018 material, I've been running them for three seasons up to 8500 to 9000 RPM. Joe It really depends on the cost and the type material used. Ray </blockquote> RE: What type of material? How much? -- Ray, 05/31/2002
I've used some for street use and sometimes strip, they were o.k. They were a little noisy because the pins being centered. For my sprint car I use JE's 2018 material, I've been running them for three seasons up to 8500 to 9000 RPM. Joe It really depends on the cost and the type material used. Ray
 RE: What type of material? How much? -- joe schepker, 06/01/2002
theyre forged, and they were basically free. i got them in trade with some other stuff. they're still shrinkwrapped in the original box. brand new, literally.
thanks for all the info!
Collapse <a href=../ForumFE/reply.aspx?ID=13202&Reply=13202><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Carter high volume pump noise?</b>&nbsp;-- <font color=#0000ff>Matt, <i>05/31/2002</i></font><br /><blockquote>I just finished rebuilding my 428CJ. It runs great, except for a "ticking" sound at the front of the engine. It sounds a little like a bad lifter, but it's up front instead of on top. I'm using a Carter high volume fuel pump, do those make that kind of noise? I've never had one before so I don't know what to expect.<br>Thanks,<br>Matt    </blockquote> Carter high volume pump noise? -- Matt, 05/31/2002
I just finished rebuilding my 428CJ. It runs great, except for a "ticking" sound at the front of the engine. It sounds a little like a bad lifter, but it's up front instead of on top. I'm using a Carter high volume fuel pump, do those make that kind of noise? I've never had one before so I don't know what to expect.
Thanks,
Matt
Collapse <a href=../ForumFE/reply.aspx?ID=13204&Reply=13202><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Carter high volume pump noise?</b>&nbsp;-- <font color=#0000ff>John, <i>05/31/2002</i></font><br /><blockquote>No, they are quiet.  What about your waterpump bearing?  They can squeal, but they can also "click" </blockquote> RE: Carter high volume pump noise? -- John, 05/31/2002
No, they are quiet. What about your waterpump bearing? They can squeal, but they can also "click"
Collapse <a href=../ForumFE/reply.aspx?ID=13211&Reply=13202><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Carter high volume pump noise?</b>&nbsp;-- <font color=#0000ff>salid, <i>05/31/2002</i></font><br /><blockquote>I've seen the pump make a clucking noise.  You can localize the noise using a stethescope on top of a pump and the front cover, versus the top of the heads.  You could have some wear on the pump arm or the eccentric.  Remember that there are also 2 other place where slack can be introduced.  They are the pump mounting holes and the front cover holes.  The problem I saw was corrected by removing the front cover and re-installing it.  A trick I've seen offered on this forum is the way to install the cover.  Before you tighten the mounting bolts, temporarily install the spacer on the front of the crank to center the front cover arround the crank.  For the problem engine I was helping on, this fixed the noise problem.  It was a recent rebuild and the front cover was not centered.  By the way, since the cover was not centered on the crank, the front seal would likely have begun to leak because it was noticeably tighter on the top than the bottom. </blockquote> RE: Carter high volume pump noise? -- salid, 05/31/2002
I've seen the pump make a clucking noise. You can localize the noise using a stethescope on top of a pump and the front cover, versus the top of the heads. You could have some wear on the pump arm or the eccentric. Remember that there are also 2 other place where slack can be introduced. They are the pump mounting holes and the front cover holes. The problem I saw was corrected by removing the front cover and re-installing it. A trick I've seen offered on this forum is the way to install the cover. Before you tighten the mounting bolts, temporarily install the spacer on the front of the crank to center the front cover arround the crank. For the problem engine I was helping on, this fixed the noise problem. It was a recent rebuild and the front cover was not centered. By the way, since the cover was not centered on the crank, the front seal would likely have begun to leak because it was noticeably tighter on the top than the bottom.
Collapse <a href=../ForumFE/reply.aspx?ID=13220&Reply=13202><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: Carter high volume pump noise?</b>&nbsp;-- <font color=#0000ff>Bill, <i>06/01/2002</i></font><br /><blockquote>Interesting salid. You mean there were no locating pins to properly align the front cover? I thought all engines indexed their fron covers via locating dowels of some sort.<br><br>I am in complete agreement about the mechanics stethescope BTW. A handy tool to isolate noises. </blockquote> RE: Carter high volume pump noise? -- Bill, 06/01/2002
Interesting salid. You mean there were no locating pins to properly align the front cover? I thought all engines indexed their fron covers via locating dowels of some sort.

I am in complete agreement about the mechanics stethescope BTW. A handy tool to isolate noises.
 RE: Carter high volume pump noise? -- John, 06/02/2002
Nope, there are no dowel or locating pins....it's a best attempt made using the damper spacer...which usually works. Can't see that causing the noise though. However, an improperly installed fuel pump cam could make the noise. The cam locates on the camshaft to sprocket dowel pin, and if it's not located properly, the fuel pump cam will be prone to coming loose and then nosie will start.
Collapse <a href=../ForumFE/reply.aspx?ID=13189&Reply=13189><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>428cj Exhaust Leak</b>&nbsp;-- <font color=#0000ff>marty vogler, <i>05/31/2002</i></font><br /><blockquote>Question for Shoe or Royce, my '69 R code Mustang has a nagging exhaust manifold leak on the left side. I have replaced the "donut" several times over the years but it always comes back. do ya'll know of a more permanent fix? I am running the stock cj manifolds. </blockquote> 428cj Exhaust Leak -- marty vogler, 05/31/2002
Question for Shoe or Royce, my '69 R code Mustang has a nagging exhaust manifold leak on the left side. I have replaced the "donut" several times over the years but it always comes back. do ya'll know of a more permanent fix? I am running the stock cj manifolds.
 RE: 428cj Exhaust Leak -- Royce Peterson, 05/31/2002
Use the steel donut available still from Ford. The fiber ones don't last.

I think it has a C8LY (Lincoln) part number.

Royce Peterson
Collapse <a href=../ForumFE/reply.aspx?ID=13186&Reply=13186><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>lemans rods versus lowriser rods</b>&nbsp;-- <font color=#0000ff>joe schepker, <i>05/31/2002</i></font><br /><blockquote>i've been following the various forums for some time now and admittedly i have made a few mistakes(but i'm quickly learning.)<br>anyway, a question concerning a 427 top oiler that i'm building. i have a set of C6AE-E lemans rods and a set of C3AE rods. are the lemans rods good for the street? i hear that they are heavier than the others. would the weight difference make a noticible difference? it'll never be raced, but i will drive it hard. i'm running the cast C3AE crank with a 4 speed in a 66 GT fairlane.      thanks for the help!       joe<br>   </blockquote> lemans rods versus lowriser rods -- joe schepker, 05/31/2002
i've been following the various forums for some time now and admittedly i have made a few mistakes(but i'm quickly learning.)
anyway, a question concerning a 427 top oiler that i'm building. i have a set of C6AE-E lemans rods and a set of C3AE rods. are the lemans rods good for the street? i hear that they are heavier than the others. would the weight difference make a noticible difference? it'll never be raced, but i will drive it hard. i'm running the cast C3AE crank with a 4 speed in a 66 GT fairlane. thanks for the help! joe
Collapse <a href=../ForumFE/reply.aspx?ID=13188&Reply=13186><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: lemans rods versus lowriser rods</b>&nbsp;-- <font color=#0000ff>joe schepker, <i>05/31/2002</i></font><br /><blockquote>concerning the last post, the crank is a C4AE-B crank, not a C3. sorry, had a brainfart.    thanks! </blockquote> RE: lemans rods versus lowriser rods -- joe schepker, 05/31/2002
concerning the last post, the crank is a C4AE-B crank, not a C3. sorry, had a brainfart. thanks!
Collapse <a href=../ForumFE/reply.aspx?ID=13191&Reply=13186><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>That crank is balanced for the low-riser rods.....</b>&nbsp;-- <font color=#0000ff>kevin, <i>05/31/2002</i></font><br /><blockquote>from the factory. If you use the factory flat tops, it will be in balance close enough to drive if you have not polished the rods, or removed any weight from the piston. Use the others, amd you will not have enough counterweight, and it will need a complete rebalance with weight added. You wont notice a difference between either one for street driving. Both need ARP bolts. Sell the LeMans, and use the money for the bolts, and resizing, along with new bushings. </blockquote> That crank is balanced for the low-riser rods..... -- kevin, 05/31/2002
from the factory. If you use the factory flat tops, it will be in balance close enough to drive if you have not polished the rods, or removed any weight from the piston. Use the others, amd you will not have enough counterweight, and it will need a complete rebalance with weight added. You wont notice a difference between either one for street driving. Both need ARP bolts. Sell the LeMans, and use the money for the bolts, and resizing, along with new bushings.
 RE: That crank is balanced for the low-riser rods..... -- joe schepker, 05/31/2002
i'm using forged probe pistons, flattops.
Collapse <a href=../ForumFE/reply.aspx?ID=13205&Reply=13186><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: That crank is balanced for the low-riser rods.....</b>&nbsp;-- <font color=#0000ff>joe schepker, <i>05/31/2002</i></font><br /><blockquote>the lemans rods have been polished at some time in their life. also, i was told by a few people that you really want a lightweight piston as they are easier on the rods. so, with that in mind wouldn't a person be ahead by using the stronger rods for street use? jmo.<br>                             thanks </blockquote> RE: That crank is balanced for the low-riser rods..... -- joe schepker, 05/31/2002
the lemans rods have been polished at some time in their life. also, i was told by a few people that you really want a lightweight piston as they are easier on the rods. so, with that in mind wouldn't a person be ahead by using the stronger rods for street use? jmo.
thanks
Collapse <a href=../ForumFE/reply.aspx?ID=13208&Reply=13186><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: That crank is balanced for the low-riser rods.....</b>&nbsp;-- <font color=#0000ff>hawkrod, <i>05/31/2002</i></font><br /><blockquote>can't imagine whay any one would need a stronger rod for street use. i have never seen a rod break from failure of the rod itself in a street car. i have seen them break because the driver lost oil pressure or seriously over reved it or didn't use good bolts. but i have never seen a street motor have a rod break from normal use. the regular rods are lighter, and when you polish and blast them and put good bolts in they are better than a lemans rod was when they were new. this means that you are spinning less weight and it should rev faster and put less load on connected parts so the engine should last just that much longer (not that you could actually measure the difference). lemans rods do have a mystique but i am afraid that their time has come. keep them in the big inch high horse motors and use technology to your advantage in a street motor. just my .02. hawkrod </blockquote> RE: That crank is balanced for the low-riser rods..... -- hawkrod, 05/31/2002
can't imagine whay any one would need a stronger rod for street use. i have never seen a rod break from failure of the rod itself in a street car. i have seen them break because the driver lost oil pressure or seriously over reved it or didn't use good bolts. but i have never seen a street motor have a rod break from normal use. the regular rods are lighter, and when you polish and blast them and put good bolts in they are better than a lemans rod was when they were new. this means that you are spinning less weight and it should rev faster and put less load on connected parts so the engine should last just that much longer (not that you could actually measure the difference). lemans rods do have a mystique but i am afraid that their time has come. keep them in the big inch high horse motors and use technology to your advantage in a street motor. just my .02. hawkrod
 thanks for the info, .... -- joe schepker, 06/01/2002
i just figured since i already have them, i might as well use them. thought i'd get some expert advice first....joe
 RE: lemans rods versus lowriser rods -- Paul Hampton, 06/01/2002
I have used both in street/strip 428s and you would not notice any performance difference in the two but why not use the stronger lemans rods if you have them laying around. Just get everything balanced of course.
Collapse <a href=../ForumFE/reply.aspx?ID=13177&Reply=13177><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>427 MR intake vs. CJ</b>&nbsp;-- <font color=#0000ff>Ted Young, <i>05/30/2002</i></font><br /><blockquote>A while back I was told that I should pick up a MR,  PI,sidewinder, F427, or RPM intake for the C6AER heads I plan to run on my 390.   I finally got a deal on one - a 427 MR.  I was just wondering, but how do the MR, sidewinder, and CJ intakes compare?  Are they all pretty much the same in layout?  Is the f427 a copy of the ford intakes?<br><br>Thanks,<br>Ted </blockquote> 427 MR intake vs. CJ -- Ted Young, 05/30/2002
A while back I was told that I should pick up a MR, PI,sidewinder, F427, or RPM intake for the C6AER heads I plan to run on my 390. I finally got a deal on one - a 427 MR. I was just wondering, but how do the MR, sidewinder, and CJ intakes compare? Are they all pretty much the same in layout? Is the f427 a copy of the ford intakes?

Thanks,
Ted
Collapse <a href=../ForumFE/reply.aspx?ID=13178&Reply=13177><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 427 MR intake vs. CJ</b>&nbsp;-- <font color=#0000ff>Royce Peterson, <i>05/30/2002</i></font><br /><blockquote>All the intakes you mention are basically the same. I 1967 the Medium Riser and PI used the same intake. The CJ is slightly different in the area where the pushrods go through, just a simplification of the casting. The CJ intake is also made of cast iron.<br><br>You will notice that the port on your intake is smaller than the head vertically. Do not lower the intake port, it works great as is. If you decide to port the intake or heads it should be upward or wider.<br><br>Royce Peterson </blockquote> RE: 427 MR intake vs. CJ -- Royce Peterson, 05/30/2002
All the intakes you mention are basically the same. I 1967 the Medium Riser and PI used the same intake. The CJ is slightly different in the area where the pushrods go through, just a simplification of the casting. The CJ intake is also made of cast iron.

You will notice that the port on your intake is smaller than the head vertically. Do not lower the intake port, it works great as is. If you decide to port the intake or heads it should be upward or wider.

Royce Peterson
Collapse <a href=../ForumFE/reply.aspx?ID=13180&Reply=13177><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>Thanks Royce</b>&nbsp;-- <font color=#0000ff>Ted Young, <i>05/30/2002</i></font><br /><blockquote>Thanks a lot for the information, Royce.  I agree with you on the porting concept.  There is no sense in lowering the path the fuel takes.  Out of curiosity, how much horsepower can I feasably make with a 390 with the C6AER heads w/ CJ valves and the MR intake for street/strip use?  Is a 750 Holley a good carb for this setup?  I have 10" wide cragars on my mustang with a wide ratio 4 speed and a 4.11 28 spline detroit locker rear.  I plan on running a 30" tall slick at the track.  Do you think this will be enough gear?  Thanks again.  <br><br>Ted Young </blockquote> Thanks Royce -- Ted Young, 05/30/2002
Thanks a lot for the information, Royce. I agree with you on the porting concept. There is no sense in lowering the path the fuel takes. Out of curiosity, how much horsepower can I feasably make with a 390 with the C6AER heads w/ CJ valves and the MR intake for street/strip use? Is a 750 Holley a good carb for this setup? I have 10" wide cragars on my mustang with a wide ratio 4 speed and a 4.11 28 spline detroit locker rear. I plan on running a 30" tall slick at the track. Do you think this will be enough gear? Thanks again.

Ted Young
 RE: Thanks Royce -- Royce Peterson, 05/30/2002
Ted,
My engine builder is running a 410 at the track, I think the car is pretty consistent at 10.30 / 137. That is using a Performer RPM intake and heads with a Holley 750 vacuum secondary single pump carb 0-3310-2. You would need to do some serious porting to match his performance, they have a solid roller cam and C6. Valves are titanium 2.15 / 1.76 and Hooker race headers are used with2" primary tubes. All this in a 1964 Falcon.

Your gear and slick combination sounds reasonable depending on wether the engine makes good power. The parts themselves are one factor, the care and accuracy of the machine work will determine how well it works to a great degree. The cam will need to match your combination too.

Royce Peterson
 RE: 427 MR intake vs. CJ -- joe schepker, 05/31/2002
i'm not sure if this helps, but the shop that i'm buying parts from for my 427 tells me that on his dyno the bluethunder intake is worth about 15 horsepower over the sidewinder using 428CJ heads. that swayed me from the 30 yr. old technology.
just what i've been told.............joe
Collapse <a href=../ForumFE/reply.aspx?ID=13170&Reply=13170><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>engine date code vs car build date</b>&nbsp;-- <font color=#0000ff>Stuart Cofer, <i>05/30/2002</i></font><br /><blockquote>What is a reasonable time frame for a 428cj block date code and the cars build date? </blockquote> engine date code vs car build date -- Stuart Cofer, 05/30/2002
What is a reasonable time frame for a 428cj block date code and the cars build date?
Collapse <a href=../ForumFE/reply.aspx?ID=13171&Reply=13170><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>On my "non-FE"  V8. . .</b>&nbsp;-- <font color=#0000ff>Orin, <i>05/30/2002</i></font><br /><blockquote> . . . .the casting date was 19 August, the engine assembly date was 22 August and the car's scheduled build date was Sept. 2.<br>  On an identical replacement engine the casting date was Jan. 5 and the engine assembly was Jan. 22.  I don't know a scheduled build date of the vehcile this engine came out of.<br>  The lead times for 428cjs may be considerably different because fewer made.<br>  Hope this helps . . . . </blockquote> On my "non-FE" V8. . . -- Orin, 05/30/2002
. . . .the casting date was 19 August, the engine assembly date was 22 August and the car's scheduled build date was Sept. 2.
On an identical replacement engine the casting date was Jan. 5 and the engine assembly was Jan. 22. I don't know a scheduled build date of the vehcile this engine came out of.
The lead times for 428cjs may be considerably different because fewer made.
Hope this helps . . . .
Collapse <a href=../ForumFE/reply.aspx?ID=13175&Reply=13170><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: two months prior?</b>&nbsp;-- <font color=#0000ff>Mike McQuesten, <i>05/30/2002</i></font><br /><blockquote>I've heard that engine block casting dates can be around two months prior to the actual build date of the car.   That is just an estimate.  There are a lot of variables.<br><br>My '60 Ford was built on 4/25/00.   The original 352HP casting date on the block is late February, '60.<br><br> </blockquote> RE: two months prior? -- Mike McQuesten, 05/30/2002
I've heard that engine block casting dates can be around two months prior to the actual build date of the car. That is just an estimate. There are a lot of variables.

My '60 Ford was built on 4/25/00. The original 352HP casting date on the block is late February, '60.

 RE: 40 years! -- Mike McQuesten, 05/31/2002
Wow! My block was cast 2/60, just 40 damn years before the '00 Galaxie Sunliner was built.......oh wait I just remembered what century we're in. But I type real fast!
Collapse <a href=../ForumFE/reply.aspx?ID=13179&Reply=13170><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: engine date code vs car build date</b>&nbsp;-- <font color=#0000ff>Royce Peterson, <i>05/30/2002</i></font><br /><blockquote>It depends. The 1968 blocks were cast in batches for the first few cars, some as early as June 1967 were installed in cars produced in October 1967 for example. These were the prototype and press vehicles and the Winternationals drag race cars.<br><br>Later cars would have a casting typically 8 - 10 weeks before build date. Heaviest production was for the 1969 model year, block castings might be closer to scheduled build date for the busiest production schedule times.<br><br>Mustang Club of America has a rule about this but I do not own a rule book and think the whole thing is overblown with regard to its effect on a car's value. I would be more interested in it being the correct model year and in good condition personally.<br><br>Royce Peterson<br><br> </blockquote> RE: engine date code vs car build date -- Royce Peterson, 05/30/2002
It depends. The 1968 blocks were cast in batches for the first few cars, some as early as June 1967 were installed in cars produced in October 1967 for example. These were the prototype and press vehicles and the Winternationals drag race cars.

Later cars would have a casting typically 8 - 10 weeks before build date. Heaviest production was for the 1969 model year, block castings might be closer to scheduled build date for the busiest production schedule times.

Mustang Club of America has a rule about this but I do not own a rule book and think the whole thing is overblown with regard to its effect on a car's value. I would be more interested in it being the correct model year and in good condition personally.

Royce Peterson

Collapse <a href=../ForumFE/reply.aspx?ID=13182&Reply=13170><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 69 GT-500  Example</b>&nbsp;-- <font color=#0000ff>J. Wofford, <i>05/30/2002</i></font><br /><blockquote>69 GT-500    #0495 Con. Number<br>Casting dates on 428CJ   Dec 23 1968.<br>Est. Build date  from the door tag is Jan 15 1969.<br>Right at 3 weeks. Pretty Quick !<br>JW </blockquote> RE: 69 GT-500 Example -- J. Wofford, 05/30/2002
69 GT-500 #0495 Con. Number
Casting dates on 428CJ Dec 23 1968.
Est. Build date from the door tag is Jan 15 1969.
Right at 3 weeks. Pretty Quick !
JW
 RE: 69 GT-500 Example Correction! -- J. Wofford, 05/30/2002
The est. build date is Jan 24, NOT Jan 15..........
Still pretty fast...........
JW
 68 example -- salid, 05/30/2002
fairly early 68 GT 500KR
block cast 24 Apr 68
car serialized 22 Apr 68
scheduled for build 7 Jun 68
built on 14 Jun 68
Collapse <a href=../ForumFE/reply.aspx?ID=13163&Reply=13163><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>hydraulic to solid</b>&nbsp;-- <font color=#0000ff>Rob, <i>05/29/2002</i></font><br /><blockquote>I have a hydraulic cam 390 block, and Im looking at solids to put in it, Do I have to block any oil passages to keep oil off of the solid lifters, or any other mods other than rocker arms and pushrods?? Any info will be appreciated.. thanks<br><br>Rob </blockquote> hydraulic to solid -- Rob, 05/29/2002
I have a hydraulic cam 390 block, and Im looking at solids to put in it, Do I have to block any oil passages to keep oil off of the solid lifters, or any other mods other than rocker arms and pushrods?? Any info will be appreciated.. thanks

Rob
Collapse <a href=../ForumFE/reply.aspx?ID=13168&Reply=13163><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: hydraulic to solid</b>&nbsp;-- <font color=#0000ff>Mike McQuesten, <i>05/30/2002</i></font><br /><blockquote>This is a very common mod to do when you're switching to a solid cam in an FE.  The necessity of this mod is often debated.   I personally ran a solid lifter cam in a 428 CJ for two years with no modifications and no problems.<br><br>However,  based on everything I've  read and have been told it's a waste of oil & pressure to be pumping oil to  solids.  So that's why I'm modifying my 391 hydraulic block to accept screw in socket head plugs that can easily be removed for a switch back to hydraulics.  This is fairly easy to do.  The press in plugs have to be removed at the end of the oil gallery in the block lifter valley, this is near the back right between the two last lifters.  The two offshoot bores below the main gallery are what you want to tap for your little screw in plugs.  You might want to have a competent machinist do this for you while with your block  is apart.<br><br>Now  if your block is all together in the car......kevin has the neat trick  for blocking off these oil passages with old valve stems.   He has contributed his tried and true method numerous times here and other FE forums.  But I haven't seen anything from him for a few days and he's  a regular contributor.   Must be out on the road again. </blockquote> RE: hydraulic to solid -- Mike McQuesten, 05/30/2002
This is a very common mod to do when you're switching to a solid cam in an FE. The necessity of this mod is often debated. I personally ran a solid lifter cam in a 428 CJ for two years with no modifications and no problems.

However, based on everything I've read and have been told it's a waste of oil & pressure to be pumping oil to solids. So that's why I'm modifying my 391 hydraulic block to accept screw in socket head plugs that can easily be removed for a switch back to hydraulics. This is fairly easy to do. The press in plugs have to be removed at the end of the oil gallery in the block lifter valley, this is near the back right between the two last lifters. The two offshoot bores below the main gallery are what you want to tap for your little screw in plugs. You might want to have a competent machinist do this for you while with your block is apart.

Now if your block is all together in the car......kevin has the neat trick for blocking off these oil passages with old valve stems. He has contributed his tried and true method numerous times here and other FE forums. But I haven't seen anything from him for a few days and he's a regular contributor. Must be out on the road again.
 Still here...... -- kevin, 05/31/2002
just be sure to use an intake valve. Try to cut through an exhaust and see why! Actually the exhaust is not magnetic, and when you want to remove them with a magnet, the intake comes out with it. Also you can remove the lifters and stick a curved/hook scribe or allen wrench under it to help it out.
Collapse <a href=../ForumFE/reply.aspx?ID=13160&Reply=13160><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>'67 14 bolt vs. '68 16 bolt heads</b>&nbsp;-- <font color=#0000ff>davis, <i>05/29/2002</i></font><br /><blockquote>i have an opportunity to purchase a built 390 with the 16 bolt heads. i know these will not fit my 67 ranchero exhaust mans. unless i add headers (FPA units)  is there really a diff. in performance between these 2 heads?  i'm trying to decide if i should buy a newly built motor or get my tired one redone.  i'm not exactly wealthy either.  any comments? </blockquote> '67 14 bolt vs. '68 16 bolt heads -- davis, 05/29/2002
i have an opportunity to purchase a built 390 with the 16 bolt heads. i know these will not fit my 67 ranchero exhaust mans. unless i add headers (FPA units) is there really a diff. in performance between these 2 heads? i'm trying to decide if i should buy a newly built motor or get my tired one redone. i'm not exactly wealthy either. any comments?
 RE: OK were are all the head men! -- RC Moser, 05/30/2002
I would use which ever one would fit and least cost to rebuild. If the combustion chambers are the same size to me their is no differents. Some of the HC heads have smaller combustion chambers to up the compression. C8OE B heads are listed 67.1 to 70.1 volume. C6AE U 67.1 to 70.1. Most are 71.1 to74.2s Old school HP heads. can be as small as 59.7 to 62.1 (60 352HP heads the screaming eagle of FE heads to me and then their are the 63 6Vs)(but on the other hand small volume is not a good thing). A little port , port matching, and polishing will bring the more common heads alive. JMO, Maybe this will sparks some different opinions!
Collapse <a href=../ForumFE/reply.aspx?ID=13155&Reply=13155><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>68 390 questions</b>&nbsp;-- <font color=#0000ff>Daniel, <i>05/29/2002</i></font><br /><blockquote>anyone have any idea what kind of power the 68 390 4v<br>motors made stock? also how about the stock valve size in the head for that year? thanks guys talk later Daniel   </blockquote> 68 390 questions -- Daniel, 05/29/2002
anyone have any idea what kind of power the 68 390 4v
motors made stock? also how about the stock valve size in the head for that year? thanks guys talk later Daniel
Collapse <a href=../ForumFE/reply.aspx?ID=13156&Reply=13155><img src=../images/reply.png width=30 height=10></a>&nbsp;<b>RE: 68 390 questions</b>&nbsp;-- <font color=#0000ff>Joel, <i>05/29/2002</i></font><br /><blockquote>NHRA has it factored at 325HP.  I think Ford rated it at 335HP in the Fairlane, same as the 428CJ &lt;lol&gt;.  My shop manual states that the 390 4v in '69 had 2.02 intake and 1.55 exhaust valves.  It was probably the same in '68. </blockquote> RE: 68 390 questions -- Joel, 05/29/2002
NHRA has it factored at 325HP. I think Ford rated it at 335HP in the Fairlane, same as the 428CJ <lol>. My shop manual states that the 390 4v in '69 had 2.02 intake and 1.55 exhaust valves. It was probably the same in '68.
 RE: 68 390 questions -- Daniel, 05/31/2002
thanks joel
yeah 325 for the cj that is kinda funny
thanks again
ford on, forever
Daniel
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