S2000 weight reduction
Registered User
Joined: Sep 2007
Posts: 954
Likes: 0
From: OC, California
Originally Posted by tantheman,Apr 2 2008, 04:55 PM
This will shave some pounds.
Odyssey PC680 and tie down from Password JDM.
Tan
Odyssey PC680 and tie down from Password JDM.
Tan
go buy a braille battery from tire rack and use the free tie downs it comes with. that PWJDM thing just adds weight...lol
and yes i hate anything that Tan tries to shove down my throat to buy...
Registered User
Joined: May 2008
Posts: 2,868
Likes: 0
Originally Posted by AnthonyD1978,Aug 14 2009, 01:33 PM
garbage....
go buy a braille battery from tire rack and use the free tie downs it comes with. that PWJDM thing just adds weight...lol
and yes i hate anything that Tan tries to shove down my throat to buy...
go buy a braille battery from tire rack and use the free tie downs it comes with. that PWJDM thing just adds weight...lol
and yes i hate anything that Tan tries to shove down my throat to buy...
wait..who's Tan?
Registered User
Joined: May 2008
Posts: 2,868
Likes: 0
Originally Posted by squirrels2k,Jul 10 2009, 02:46 PM
here are a few weight reduction and rearranging pictures.
before:
before:
how many gallons does it hold?
Joined: Mar 2008
Posts: 28,633
Likes: 1
From: Fort Bragg, NC
Originally Posted by FormulaRedline,Jul 10 2009, 12:38 PM
If you want to get into the specifics of the physics, we can discuss that further. Let me give you the two equations that should make it easy though, newton's second law and the basic equation of linear motion:
F = m*a
d = a*t^2 + v*t + d0
F = m*a
d = a*t^2 + v*t + d0
Joined: Feb 2007
Posts: 6,863
Likes: 125
From: Pawtucket, RI
Originally Posted by FormulaRedline,Jul 10 2009, 09:38 AM
F = m*a
d = a*t^2 + v*t + d0
d = a*t^2 + v*t + d0
d = 1/2 a*t^2 + v0*t + d0
where d = final distance, a = acceleration, v0 = initial velocity, and d0 = initial position.
Registered User
Joined: Jun 2009
Posts: 4,340
Likes: 0
From: Frankfort, KY
Originally Posted by ZDan,Aug 15 2009, 06:02 AM
Maybe a typo, but that equation is wrong. It's:
d = 1/2 a*t^2 + v0*t + d0
where d = final distance, a = acceleration, v0 = initial velocity, and d0 = initial position.
d = 1/2 a*t^2 + v0*t + d0
where d = final distance, a = acceleration, v0 = initial velocity, and d0 = initial position.
