Rotor Housing Dimensions
#3
From Rotary Engine by Kenichi Yamamoto:
"The parallel trochoid curve is expressed by
x = e cos alpha + R cos alpha / 3 + a cos (alpha / 3 + delta)
y = e sin alpha + R sin alpha / 3 + a sin (alpha / 3 + delta)
where for a 13B,
e(mm) = 15.0
R(mm) = 102
a(mm) = 3
delta_max(degrees) = 26.2"
Because of the complex shape of the rotor housing, it's impossible to give you simple dimensions. Call your AutoCAD guru and tell him you've got a set of parametric equations that you need to feed in, and he should be able to help ya.
Brandon
BR7 Racing
"The parallel trochoid curve is expressed by
x = e cos alpha + R cos alpha / 3 + a cos (alpha / 3 + delta)
y = e sin alpha + R sin alpha / 3 + a sin (alpha / 3 + delta)
where for a 13B,
e(mm) = 15.0
R(mm) = 102
a(mm) = 3
delta_max(degrees) = 26.2"
Because of the complex shape of the rotor housing, it's impossible to give you simple dimensions. Call your AutoCAD guru and tell him you've got a set of parametric equations that you need to feed in, and he should be able to help ya.
Brandon
BR7 Racing
#6
Originally posted by No7Yet
FWIW, all 13B engines have the properties I specified.
Brandon
BR7 Racing
FWIW, all 13B engines have the properties I specified.
Brandon
BR7 Racing
"...In the three engines, these are E = 15 mm (0.6 in.) and R = 104 mm (4.1 in.)..."
#7
Interesting.
According to the Yamamoto book, the generating radius is 102mm. But, according to SAE 920309 (the 4-rotor paper) and 950454 (the RENESIS paper), R = 105mm. I'll need to look up the apex seal height specs for the respective motors... since E is the same, I suspect that's from where the difference comes.
Brandon
BR7 Racing
According to the Yamamoto book, the generating radius is 102mm. But, according to SAE 920309 (the 4-rotor paper) and 950454 (the RENESIS paper), R = 105mm. I'll need to look up the apex seal height specs for the respective motors... since E is the same, I suspect that's from where the difference comes.
Brandon
BR7 Racing
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