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Gordon Jennings authored a port timing article (http://2stroker.net/jennings/aspirin_takers.pdf) in Cycle magazine which
referenced a port time-area calculation method obtained from an SAE paper about hi speed racing engines. I want to know if the target range is the same for a low rpm engine as well. Jennings said these formula results are desired:
exhaust .00014 - .00015
transfers .00008 - .00010
piston port intake .00014 - .00016
The higher numbers are more for high revving engines, and the lower numbers are for low rpm power engines.
The formula goes like this: (seconds of port duration open)x(first half of port area in squared cm)/(engine displacement in cc)
The formula for finding the center rpm for the each port is (degrees x area)/(center value x 6 x engine cc). "Center value"
is the middle number between the two extremes listed. .000145 is center of .00014-.00015
The port duration would actually be the active half of its opening. If the exhaust opens from 90 to 180 degrees then the duration would be the time it is letting gasses go out during that 90 degrees. Figure like this: (rpm/60)=rps 1/rps=time of one cycle. Divide this by 360 to get time of one degree. Multiply by degrees port is active. So a 90 degree exhaust has .0015 seconds of port duration at 10,000 rpm.
The first half of port area is the area open from beginning of opening to the half way mark in degrees. So figure or measure the half way mark on the port and figure or measure the area in millimeters and then divide by 100 to get the area in squared centimeters.
The intake port timing is only critical for non-reed valved engines.
For my little 48cc engine the rpm necessary to get a formula output of .000145 is 3852rpm.
Please Eric or Rich, can you comment on this formula and its application for enduro engines?
referenced a port time-area calculation method obtained from an SAE paper about hi speed racing engines. I want to know if the target range is the same for a low rpm engine as well. Jennings said these formula results are desired:
exhaust .00014 - .00015
transfers .00008 - .00010
piston port intake .00014 - .00016
The higher numbers are more for high revving engines, and the lower numbers are for low rpm power engines.
The formula goes like this: (seconds of port duration open)x(first half of port area in squared cm)/(engine displacement in cc)
The formula for finding the center rpm for the each port is (degrees x area)/(center value x 6 x engine cc). "Center value"
is the middle number between the two extremes listed. .000145 is center of .00014-.00015
The port duration would actually be the active half of its opening. If the exhaust opens from 90 to 180 degrees then the duration would be the time it is letting gasses go out during that 90 degrees. Figure like this: (rpm/60)=rps 1/rps=time of one cycle. Divide this by 360 to get time of one degree. Multiply by degrees port is active. So a 90 degree exhaust has .0015 seconds of port duration at 10,000 rpm.
The first half of port area is the area open from beginning of opening to the half way mark in degrees. So figure or measure the half way mark on the port and figure or measure the area in millimeters and then divide by 100 to get the area in squared centimeters.
The intake port timing is only critical for non-reed valved engines.
For my little 48cc engine the rpm necessary to get a formula output of .000145 is 3852rpm.
Please Eric or Rich, can you comment on this formula and its application for enduro engines?
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