displacement calculator-- how much to bore H22

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Old Jan 25, 2004 | 12:27 PM
  #1  
H23vtecEG's Avatar
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From: manchester, nh, us
Default displacement calculator-- how much to bore H22

need to know what dissplacement i will get with 89mm and 90mm bore on an h22. also anyone here running 90mm on the street
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Old Jan 25, 2004 | 12:28 PM
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H23vtecEG's Avatar
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From: manchester, nh, us
Default Re: displacement calculator-- how much to bore H22 (H23vtecEG)

forgot to add that it will be running 18-20 psi.
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Old Jan 25, 2004 | 12:42 PM
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Default Re: displacement calculator-- how much to bore H22 (H23vtecEG)

H22 89mm with stock stroke ~2257cc
H22 90mm with stock stroke ~2308cc
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Old Jan 26, 2004 | 10:13 AM
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buh_buh's Avatar
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Default Re: displacement calculator-- how much to bore H22 (Wo-Nelly)

If you plan on going turbo, I wouldn't go with anything bigger than a 89mm bore. If something goes wrong I don't think you have any more room to bore and hone.
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Old Jan 26, 2004 | 11:34 AM
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From: St. Clair Shores, MI
Default Re: displacement calculator-- how much to bore H22 (buh_buh)

anyone know what the displacement would be with an h23 crank and 89mm? how about an h23 crank and 88mm?
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Old Jan 26, 2004 | 11:49 AM
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Default Re: displacement calculator-- how much to bore H22 (chidoks)

CC's =

<u>(.7854)*(bore^2)*(stroke)*(# of cylinders)</u>
1000
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Old Jan 26, 2004 | 12:09 PM
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Default Re: displacement calculator-- how much to bore H22 (Daemione)

<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by Daemione &raquo;</TD></TR><TR><TD CLASS="quote">CC's =

<u>(.7854)*(bore^2)*(stroke)*(# of cylinders)</u>
1000</TD></TR></TABLE>

Wrong.

<u>(Pi)*(bore/2)^2*(stroke)*(# of cylinders)</u>
1000

85*89cc Motor
<u>3.1416*42.5*42.5*89*4</u>
1000

=

2020cc
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Old Jan 26, 2004 | 12:16 PM
  #8  
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Default Re: displacement calculator-- how much to bore H22 (Daemione)

thanks...with an h23 crank and 89mm bore, its 2364cc's...srt-4 torque yo...
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Old Jan 26, 2004 | 12:18 PM
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Default Re: displacement calculator-- how much to bore H22 (MaxBoost)

Yours is the same formula (just more complicated).

Algebra is your friend.
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