S
stridsberry
Guest
What with all the talk about restrictor plates, I got to wondering how much they literally affect throttle response. I know what the laymen's response is - a lot. But since I plan on majoring in mechanical engineering, I like to know things like this. So I put the area-of-a-circle formula that I learned so long ago to a good use - finally. The formula for a circles area is:
A = r^2 X pi
Where A is the area, and r is the radius of the circle. So you can use this to know how many square inches are open for fuel to flow through the carburetor. A regular, unresctricted WC carburetor is 2 inches in diameter, so the formula would be A = 1^2 X pi. So each hole would be an opening of about 3.14 square inches. Any restrictor plate opening is then measured as a % of pi, which translates roughly into throttle response.
The current plate size is 7/8". So the radius is 7/16". When plugged into the formula, it comes out to .601 square inches per hole - in other words, not much. When taken as a % of pi, it comes out to .1914. This means that the holes are about 19% as big as on an unrestricted carburetor. That's also about as much throttle response that they have. This really shows how much the plates affect the cars. Here's an example to drive my point home. Say that with an unresricted WC engine, you could go from 0-150 mph in 12 seconds (I don't really know how fast they can do that, but that's not important right now). But putting a 7/8" plate on that carburetor, it takes more than 5 time as long to get to 150 mph - roughly 63 seconds in this example. Even if you went up to 1-inch plates, the holes would still be 4 times smaller than on an unrestricted carburetor, and it would still take 48 seconds to go from 0-150 mph.
I hope you understood all of that. But it's still pretty amazing to think about, isn't it?
A = r^2 X pi
Where A is the area, and r is the radius of the circle. So you can use this to know how many square inches are open for fuel to flow through the carburetor. A regular, unresctricted WC carburetor is 2 inches in diameter, so the formula would be A = 1^2 X pi. So each hole would be an opening of about 3.14 square inches. Any restrictor plate opening is then measured as a % of pi, which translates roughly into throttle response.
The current plate size is 7/8". So the radius is 7/16". When plugged into the formula, it comes out to .601 square inches per hole - in other words, not much. When taken as a % of pi, it comes out to .1914. This means that the holes are about 19% as big as on an unrestricted carburetor. That's also about as much throttle response that they have. This really shows how much the plates affect the cars. Here's an example to drive my point home. Say that with an unresricted WC engine, you could go from 0-150 mph in 12 seconds (I don't really know how fast they can do that, but that's not important right now). But putting a 7/8" plate on that carburetor, it takes more than 5 time as long to get to 150 mph - roughly 63 seconds in this example. Even if you went up to 1-inch plates, the holes would still be 4 times smaller than on an unrestricted carburetor, and it would still take 48 seconds to go from 0-150 mph.
I hope you understood all of that. But it's still pretty amazing to think about, isn't it?