Greddy Twin Turbo for the VQ37HR
#17
#18
Administrator
Well kg/cm^2 is just another label for bar. And 1 bar = 14.5 psi
Therefore (0.4 kg/cm^2 x 14.5) that's almost 5.8 psi if you want to be accurate
Therefore (0.4 kg/cm^2 x 14.5) that's almost 5.8 psi if you want to be accurate
#20
"On SP's dyno the base Tuner Kit with the optional pre-programed emanage Ultimate fuel kit and full dual 70mm Turbo Ti-C exhaust the Z put down a healthy 449.5whp! at just 0.45kg/cm2, on a conservative 91 pump gas tune."
Welcome to the official GReddy USA blog: 450whp Tuner Turbo Kit for 370Z coming soon!
#21
1 bar = 1.019716 kg/cm2
1 bar = 14.5037738 psi
so
1 kg/cm2 = 14.2233463 psi (If you really want to be accurate)
But you are right that 14.5 is a good approximation
I did not see in Greddys blog post that they said .45 kg/cm2. So that would be 6.4 psi.
Either way it is impressive.
#23
Registered User
iTrader: (4)
Sam you are a cool guy but conversions is kinda what I do for a living.
1 bar = 1.019716 kg/cm2
1 bar = 14.5037738 psi
so
1 kg/cm2 = 14.2233463 psi (If you really want to be accurate)
But you are right that 14.5 is a good approximation
I did not see in Greddys blog post that they said .45 kg/cm2. So that would be 6.4 psi.
Either way it is impressive.
1 bar = 1.019716 kg/cm2
1 bar = 14.5037738 psi
so
1 kg/cm2 = 14.2233463 psi (If you really want to be accurate)
But you are right that 14.5 is a good approximation
I did not see in Greddys blog post that they said .45 kg/cm2. So that would be 6.4 psi.
Either way it is impressive.
#28
Registered Member
iTrader: (37)
Sam you are a cool guy but conversions is kinda what I do for a living.
1 bar = 1.019716 kg/cm2
1 bar = 14.5037738 psi
so
1 kg/cm2 = 14.2233463 psi (If you really want to be accurate)
But you are right that 14.5 is a good approximation
I did not see in Greddys blog post that they said .45 kg/cm2. So that would be 6.4 psi.
Either way it is impressive.
1 bar = 1.019716 kg/cm2
1 bar = 14.5037738 psi
so
1 kg/cm2 = 14.2233463 psi (If you really want to be accurate)
But you are right that 14.5 is a good approximation
I did not see in Greddys blog post that they said .45 kg/cm2. So that would be 6.4 psi.
Either way it is impressive.