PRH
Well-Known Member
Based on the intake events on the posted “cam card”, the intake C/L is 104.
Just do a youtube search for "what the cam companies get wrong".Can you post a link to that video? I’ve never heard that a cam card was wrong unless it didn’t match the cam itself.
Been about 30yrs ago now, but I'm pretty sure Engle made Mondello's cams & valvetrain for Olds as well....I believe Engle for a long time made all the cams for Hughes. So, yes all the cams they had were Engle that said Hughes on the box
Now Howard’s makes all of them.
The cam is the OP looks like it would be 239/245@50, probably installed at 103-104.
It’s a solid flat tappet cam. No idea what the lash should be.
First aftermarket cam I ever had was an Engle I bought in 1975 for a 340
I like DV's overall concept, start with LSA and overlap, but I don't if I'd trust it a 100%, one it mainly comes from testing Chev's not saying there's no crossover, 2nd it's based on valve size instead of a heads capability cause he said more know their valve size over flow numbers, but a huge difference between Eg. stock and fully ported 2.02, 3rd Richard Holdener did 108 vs 112 vs 120 on same cam spec couldn't get a 116 on time, 108 had the best curve, 112 not too far off, 120 had a decent loss. I know it was only one test. I don't know if there's a magic formula but I think it gets you in the ballpark. Generally like carbs we kind of knows what works from what's has been working overtime.DV is more talking about LSA which is a different matter to ICL. DV's formula indicates the starting point for the LSA for best torque across the RPM range. This uses the displacement of one cylinder and the effective valve seat diameter (intake valve diameter × 0.91). ICL is a matter of whether the cam is installed straight up, advanced or retarded.
David disagrees with those that arbitraily assign an IVC point. Use DV's formula for inline valve heads to get the LSA correct and then adjust duration to determine overlap which controls idle quality. For high CR and fast off the seat valve action the LSA is adjusted a bit. DV has a newer video out that shows the differences between LSA's of 104°, 106°, 108°, 110° and 112°, on one engine. As his video demonstrates, chosing a cam with the LSA a degree or two tight will lose a bit of torque, but chosing the LSA a degree or two wider loses more torque. And this is across the power band.
I bought a hydraulic cam from Engle to install in a 351W. Short duration for mileage. I figured I wanted a 112° LSA because that is what all the "smart guys" were saying. The cam tech sent it ground on a 109° LSA and told me it would have better torque. It ran real nicely. When I sold the car, a friend talked the buyer into rebuilding it to install in a 1948 Mercury 1/2ton. I drilled a 2 × 4 to put the lifters in to keep in order and kept the cam. I will install it in my 289 using LS 1.9" intake valves. Formula says to use 107° LSA but with 11.5:1 CR and 1.72:1 Scorpion rockers, the ajustment should be close to 108° to 108.5°. Close, and I save on the costs of a cam and lifters.
I like DV's overall concept, start with LSA and overlap, but I don't if I'd trust it a 100%, one it mainly comes from testing Chev's not saying there's no crossover, 2nd it's based on valve size instead of a heads capability cause he said more know their valve size over flow numbers, but a huge difference between Eg. stock and fully ported 2.02, 3rd Richard Holdener did 108 vs 112 vs 120 on same cam spec couldn't get a 116 on time, 108 had the best curve, 112 not too far off, 120 had a decent loss. I know it was only one test. I don't know if there's a magic formula but I think it gets you in the ballpark. Generally like carbs we kind of knows what works from what's has been working overtime.
Sorry, what am I camming for?The cam math I use doesn’t care bout head flow. It’s irrelevant to rpm at peak torque. And that’s what you cam for.
DV formula is based on valve (flow) and displacement, basically he says most cam companies are too conservative with LSA, cause most engines are not running enough valve for displacement.The cam math I use doesn’t care bout head flow. It’s irrelevant to rpm at peak torque. And that’s what you cam for.
That couldn't possibly be more wrong.....The cam math I use doesn’t care bout head flow. It’s irrelevant to rpm at peak torque. And that’s what you cam for.
Sorry, what am I camming for?
That couldn't possibly be more wrong.....
I feel it mainly a combination of cam, heads and displacement that predicts where in rpm range the peaks are made.
Maybe it's the way I see it or what level these engines are being built for but cam size seem to be on the lesser variable for a street performance v8 engines, most performance cams people seem to gravitate to is 215-255 give or take say average around 235, cid, 273 to 500+, heads 175 - 325+ cfm. Peak hp 4500 to 6500+ rpm, To me number one factor where that rpm peak will be for a given hp is displacement.
I don't know math you use, not saying it's not right, but imagine at least you have a ruff idea on displacement heads and hp while doing the cam math. So you already have narrow down the other main effects, now your fine running your build.Do you know who Patrick Hale is? If you don’t like the math I use, look him up and tell him how wrong he is. It’s math he uses in his computer software.
You can think anything you want. But I have used this math enough times to know it is correct.
Stroke length, compression ratio and rpm at peak torque is what Patrick Hale says is how you determine you’re at .050 timing. I’ve tested it. He is correct.
Or, you can see if you can find a copy of the Don Terrell book where he published enough math to choke a nerd.
He's a weather man.Do you know who Patrick Hale is?
1: DV uses LSA as a basis for cam selection. He states this is a starting point. Overlap is then a function of lobe duration. You may get better performance with the correct LSA and a bit less duration.I like DV's overall concept, start with LSA and overlap, but I don't if I'd trust it a 100%, one it mainly comes from testing Chev's not saying there's no crossover, 2nd it's based on valve size instead of a heads capability cause he said more know their valve size over flow numbers, but a huge difference between Eg. stock and fully ported 2.02, 3rd Richard Holdener did 108 vs 112 vs 120 on same cam spec couldn't get a 116 on time, 108 had the best curve, 112 not too far off, 120 had a decent loss. I know it was only one test. I don't know if there's a magic formula but I think it gets you in the ballpark. Generally like carbs we kind of knows what works from what's has been working overtime.
Bottom line I don't think he's terribly wrong and like the general concept but I yet see anyone prove or disprove him, we all generally agree tighter lsa = more under the torque curve to a point so his formula gonna get you going in the right direction, but how detrimental is it to be a few degrees off his recommendation, he says 30-50+ lbs-ft, I don't know about that. People run some pretty wide lsa on LS engines making great tq numbers. Like to see someone try to prove/disprove it.1: DV uses LSA as a basis for cam selection. He states this is a starting point. Overlap is then a function of lobe duration. You may get better performance with the correct LSA and a bit less duration.
Regarding the statement of DV's information coming from mainly testing Chevy engines is not exactly correct. Now the shear number of SBC and BBC engines produced makes them highly accessable, so yes he has tested a lot of Chevys. But he has a lot of experience on Ford, BMC and some Mopar among others. Now one point to remember is engines are assemblies of parts essentially the same. Canted valve, hemi, wedge and 4 valve present different characteristics, but within each class they will respond similarly.
2: His formula is cylinder displacement/seat diameter not valve diameter. Thus the intake head diameter × 0.91. DV also says a correction based on quick "off the seat valve motion". This relates to low lift flow. Yes a fully ported head will flow more than an unported or moderate ported head. This will just complement the proper cam LSA selection.
SBC - 128 - (cyl disp/(valve dia × .91))
SBF - 127 - ( cyl disp/(valve dia × .91))
SBM - pick one. They are all inline valve heads.
Canted valve - 132 - etc
3: Richard Holdner's cam test pretty much confirms what DV states.
For corrections, CR will indicate tighter or wider LSA. DV goes into that. Lobe profile and high ratio rockers have a bit of affect, something like .25° to .5°. Rod length/rod to stroke ratio makes virtually no difference. That said a long rod tends to be quieter and aid hi RPM torque (power) while a short rod tends to more noise from piston slap and promotes a slight advantage in low RPM torque.
DV does state that testing single cam engines to determine the best LSA for the combination requires dyno testing and a number of cams with different LSA's to test and then play with advance or retard. This is getting serious at that point and way beyond a street base build would require. But for a race car where every single lb/ft or HP advantage could be the difference between the money or shame, it is important.
Now if you read Billy Godbold's book on Highperformance Camshafts and Valvetrains, he talks EVO, IVC, IVO and EVC with LSA as a consequence. I would expect Billy through his years in the business has a more intimate knowledge of camshafts than most of us could hope for. I did ask DV if he had read Billy's book and if he had an opinion. He wrote back stating his intention to read it and then possibly comment. A discussion between Billy and DV could be interesting.
Each cam is selected for the task at hand. Using your description above, this I have done for certain (most) engines. Since there street driven. The combination above makes sense for the street.Don’t know what you cam for, but I cam for peak torque, compression ratio and stroke.
I’ll have to look up that name. Thanks.Do you know who Patrick Hale is? If you don’t like the math I use, look him up and tell him how wrong he is. It’s math he uses in his computer software.
For all engines?Stroke length, compression ratio and rpm at peak torque is what Patrick Hale says is how you determine you’re at .050 timing. I’ve tested it. He is correct.
“Choke a Nerd!”Or, you can see if you can find a copy of the Don Terrell book where he published enough math to choke a nerd.
DV states you are better with a cam a degree or two tight on LSA than a degree or two wide. He showed on graphs the torque and power curves. The tighter than recommended dropped a little bit. The 112° LSA cam was way down.Bottom line I don't think he's terribly wrong and like the general concept but I yet see anyone prove or disprove him, we all generally agree tighter lsa = more under the torque curve to a point so his formula gonna get you going in the right direction, but how detrimental is it to be a few degrees off his recommendation, he says 30-50+ lbs-ft, I don't know about that. People run some pretty wide lsa on LS engines making great tq numbers. Like to see someone try to prove/disprove it.
"He states", I've read and watch a lot of his stuff too, you act like I'm saying he's 100% wrong, I'm just saying I haven't seen an outside source/s verify him with dyno results tilt then I'll take his advice with a grain of salt.DV states you are better with a cam a degree or two tight on LSA than a degree or two wide. He showed on graphs the torque and power curves. The tighter than recommended dropped a little bit. The 112° LSA cam was way down.
It really don't, there's not much difference between the 108 vs 112, it takes a 120 before there's a major difference, to me it kind of proves him wrong, but it's only one tests.Then there is the Richard Holdner test that showed the same basic results.