John, thank you for the help. I took the formula, substituted "x" for the asterisk and solved for "x". I will admit that I am rusty on my ritmetic but in transposing the formula here is what I came up with. (Pi) (x) (d/2) = 1Can you put a mark on the inside of the housing that lines up with something on the movable plate and rotate the plate by hand until it stops. You should be able to use pi*(d/2) to figure out the degrees.
Mallory?Thanks for the replies guys. Gonzo has spoken the truth in some cases but not always. Truth be known this isn’t for the Healey. It’s an aftermarket dizzy for my old Vette with a 383 in it. To be totally transparent i asked the question here because I know the people here respond with some seriousness. That’s not always the case on some other forums.
So having said all that here’s the problem.
I bought this dizzy to replace a very worn original. But I can only get about 24 degrees of total advance out of it. I’ve tried a variety of springs and weights but I always end up with 24* total. Many of these dizzys have a pin in a slot that stops total advance. Sometimes this pin has a bushing on it which’s limits the rotation of the plate. This one does not which means I don’t understand why I’m not getting full advance. I have a Crane module in the car which has been in use even with the old dizzy but I’m starting to wonder if it could be in the module. But all my test and checks I’d like to be able to know on the bench how far the plate is advancing. I’m thinking I could lay out degrees but I think it would be hard to be accurate. I’m sorry this isn’t about a Healey but hey what can I say… I trust you guys.
Thanks PHurst, but that’s no fun.There is a distributor rebuilder in Illinois who can rebuild your stock distributor to better than new.
The aftermarket one is a rebuilt original. I should have just rebuilt it myself but I was feeling lazy. I’ll just have to strip this one to parade rest and start from scratch. I’ll probably make a degree wheel to see how far the plate moves. Thanks again.I'd have him redo your original long before I'd go with the aftermarket.
The "*" is a times sign on a keyboard. With a 4" diameter distributor, the circumference of the distributor would be pi*4"/2 = 3.14159 * 4/2 = 6.2832". Divide that by 360 to get 0.0175" per degree. 25 degrees is 0.4363", about 14/32" or 7/16".John, thank you for the help. I took the formula, substituted "x" for the asterisk and solved for "x". I will admit that I am rusty on my ritmetic but in transposing the formula here is what I came up with. (Pi) (x) (d/2) = 1
1 / (Pi) (d/2) = x If I imagine a 4" circle just for discussion,
1/ (3.14) 2 = x
1/ 6.28 = x
.1592 inches = x So, .1592" = 1 degree of rotation. And .1592" is almost 1/6 of an inch.
Seems to me that .1592" is going to be hard to measure. But if my calculation is correct it does give me a second checking method.
Did I get the ritmetic right? Thank you for your help.
I just remembered that on my walk this morning; I'm getting forgetful.Circumference of a circle is PI X D. NOT D/2. The area of a circle uses the radius or D/2
4" diameter has circumference of 12.56 inch.
one degree is 0.034 inch. 25 degrees is 0.87 inch