Originally, I had intended on using the (4) 6mm bolts that held what was the discharge cap on the blower when it was in the Ford Supercoupe. However, those 4 bolts are on the gasketed surface I am tring to clamp to. So, In order to clamp them using those 4 bolts, I would have to have a intake design where I can get to the heads of those 4 bolts inside the intake manifold. That was the problem I ran into before. I ened up trying this messy thing with long, long bolts, compression sleeves, etc, didnt turn out so hot. The heads of those 4 bolts were right by the valve covers and hard to remove... not a good option.
The blower was mounted to the supercoupe in the OEM application using 3 large 12mm bolts. The are arranged in a triangle, one on each side in the back, and one in the front. My idea now is to use these 3 bolts to clamp the blower to the manifold. Basically, pinch the blower tight against the intake manifold on its gasket surface. What Im not sure of is if I will be able to get enough clamp load, and, if I do clamp it down hard enough to get a good seal, if it will flex the case of the blower, which, given the precision nature of the beasts, would be very, very bad.
I've done some hunting, and cannot find any specific walk throughs on how to design a gasketed joint (could go buy a college textbook on it, but, I'm trying to avoid reading 400 pages and spending 100 bucks on a book). I figure you have the following factors:
Clamping force of the bolts
weight of the blowers
moment of the belt on the end
surface area of the joint
type of gasket material
blow out pressure (pressure pushing on the side of the gasket)
pressure of the contained substance (in this case, air @ up to 25 PSI)
temperature rance (0 to 350* in my case. The blowers get VERY hot under load)
surface area of the air discharge port
Thermal expansion of the materials changing the clamp load value
If I use (3) grade 8 7/16" bolts, I get 16KSI of clamp load per bolt max. That gives me a max total clamp load of 48KSI
My air discharge port area is 4.5X5.25 inches. That's 23.625 square inches, multiplied by 25 PSI, gives me 600 Lbs of force from the air trying to push the blower off.
The blowers weigh 40 lbs each, they will be hanging off the side vertically, so, it would be a complex mathematical equation to figure out what % of total weight is trying to separate the joint, so I'll just use 100%. That gives me 640 lbs trying to separate the jont.
My gasket area is .6" all the way around, calculate it out, and you get 13.4 Sq. In. of contact area.
If I go with a 1/16" thickness gasket, my blow out pressure is 25 PSI times .0625 inches times a parameter of 20 inches gives me 30 lbs of force. That brings me up to 670 lbs.
Nxet is pressure rise due to temperature. Using the P/T=P/T relationship, I can figure that the rise in temp with (theoretically) drive the pressure up 25 PSI. Clearly, thats not right... Let's figure the temp change drives 5 PSI (probably still 3X more than reality) thats 5 times 23.6. or about 125 Lbs. That gives me 800 lbs for force.
Moment on the end of the blower from the belt will be in plane with the joint, meaning that it will be trying to shear the joint, not a compression/tension force. Not sure how to calculate this in, we'll ignore it for now.
so, that gives me a worse case of 800 bs separating force. McMaster-Carr sells 400* max temp gasoline safe Carbon/Buna-N gasket material with a 2000 PSI max clamping force. 2000 PSI times my contact area of 13.5 Sq. In gets me to a total force of 27KSI.
so, assuming a factor of safety of 2 (I know I am already high on some of my variables, like the 25 PSI of boost pressure and the pressure due to temp rise), let's assume a max force of 1600 lbs trying to separate the joint. Divide that over my contact area of 13.5 Sq. In, and I get 120 PSI. That leaves me with over 1600 PSI of clamp load to hold the blowers in place, resist vibration, belt moment, etc. I think that I could easily use the 3 large 7/16" bolts to clamp the blowers down, and, could possibly even step down to a grade 5 bolt to save a bit of cash (these will need to be long bolts, in the neighborhood of 5-6" so grade 8 ones will be spendy).
The last questions left are: A) How the blower case will react to that kind of torque being put into it, and B) what happens to the joint when everything gets hot. I would think the best place to start would be to take a look at the torque spec for those from Ford, as applied to the Supercoupe. Unfortunately, trying to find this seems to be diffcult... Searched for a while and came up with nothing. however, a 12mm bolt is a pretty big bolt, so, I am assuming that I can't put enough torque into them to warp the case. The bosses on the side the bolts pass through are HUGE. about 1" square and 2" tall. They look to be designed to spread the load through the case pretty evenly.
Last, but certainly not least is thermal expansion. I want a max 2000 PSI clamp load. aluminum expands at .000013 in/in/*F. Steel is .0000072 in/in/*F So, a 350 degree change over a 6" tall aluminum case will be about 27 thousands of case growth. The steel bolt will grow 15 thousandths. That means that the thermal expansion will apply 12 thou of stretch to the bolt. I hunted for a chart on what 12 thou of stretch equates to in PSI for a 7/16 bolt and didnt find anything. I know they exist, I remember doing them from tables in books back at school... back to that textbook thing. Anyway, there are 20 threads per inch on a 7/16 UNF, that means the bolt gets pulled .05" for each rotation of the bolt. My joint needs 27KSI of clamp load to acheive max PSI load on the gasket. 27KSI divided by 3 bolts is 9KSI per bolt. Each bolt generates 16KSI at 70 Ft-Lb, max load. Since I'm operating in the elastic region of the bolt, I want to torque it to 56% of the bolt's working range (9KSI divided by 16KSI), or, 40 Ft-Lb. 12 thou divided by .05 inches per revolution is .25, or, 1/4 of a turn. So, I'll have to torque the bolt down to 40 Ft-Lb, record the number of turns, then back it off 1/4 turn and see what the torque value is.
So, does anyone see anything I missed, or miscalculated? As I see it, I think it will work
