3.5" Maf Scaling Table??
#18
Evolved Member
Ive never seen an idle maf value of .8v
3.5" maf should idle somewhere around 1.3v-1.4v with a velocity stack. Somewhat higher without. This is with a filter inside the engine compartment (NOT COLD AIR INTAKE).
3.5" maf should idle somewhere around 1.3v-1.4v with a velocity stack. Somewhat higher without. This is with a filter inside the engine compartment (NOT COLD AIR INTAKE).
#21
Evolving Member
My Evoscan has x*5/1023 with that logging address, and 2byte ... i should change that to x*5/1024 i guess. I'm sure it will make only 0.00x change to MAF voltage
#22
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x/1024*5 will give the same answer as (x/1024)*5
The 1023 / 1024 isn't really that big of an issue. It usually stems from the fact that a software guy looks at it having a max of 1024 values, but from a mathematical point of view, 1023 is the max, so 1023 / 1023 = 1 and will allow you to see the full 5 volts. The ADC has 1024 discrete points. In the end, it's a tiny difference. 1023 is probably the right answer... well, ok, the right answer would be (x+1)/1024*5.
(that is combination of both theories. I have my degree in Comp Science and Math)
The 1023 / 1024 isn't really that big of an issue. It usually stems from the fact that a software guy looks at it having a max of 1024 values, but from a mathematical point of view, 1023 is the max, so 1023 / 1023 = 1 and will allow you to see the full 5 volts. The ADC has 1024 discrete points. In the end, it's a tiny difference. 1023 is probably the right answer... well, ok, the right answer would be (x+1)/1024*5.
(that is combination of both theories. I have my degree in Comp Science and Math)
#25
iTrader: (10)
I think your numbers are a little high; I was maxing out my stock maf at what I believe was closer to (and just under) 500hp crank. But thats just guessing, real numbers are 400whp on a dyno dynamics, I'd hit 5v flatline at 6500rpm+. For as cheap, nicely made, and simple of install the primo intake is the way to go imho.
#26
Evolved Member
iTrader: (9)
I think your numbers are a little high; I was maxing out my stock maf at what I believe was closer to (and just under) 500hp crank. But thats just guessing, real numbers are 400whp on a dyno dynamics, I'd hit 5v flatline at 6500rpm+. For as cheap, nicely made, and simple of install the primo intake is the way to go imho.
#27
MAF scaling JDM SST 2008?
Hi,
Any ideas where to find JDM 52370023 MAF scaling addresses?
It is different from the other maps i think and when using the addresses above,
ECUflash says "The current map is invalid or incomplete, please edit the map description to edit the problem and the map will be viewable again"
is it the hex location or the map itself?
thanks everyone
Any ideas where to find JDM 52370023 MAF scaling addresses?
It is different from the other maps i think and when using the addresses above,
ECUflash says "The current map is invalid or incomplete, please edit the map description to edit the problem and the map will be viewable again"
is it the hex location or the map itself?
thanks everyone
#28
Evolved Member
Hi,
Any ideas where to find JDM 52370023 MAF scaling addresses?
It is different from the other maps i think and when using the addresses above,
ECUflash says "The current map is invalid or incomplete, please edit the map description to edit the problem and the map will be viewable again"
is it the hex location or the map itself?
thanks everyone
Any ideas where to find JDM 52370023 MAF scaling addresses?
It is different from the other maps i think and when using the addresses above,
ECUflash says "The current map is invalid or incomplete, please edit the map description to edit the problem and the map will be viewable again"
is it the hex location or the map itself?
thanks everyone
#29
Hi kozmic27,
Thanks for the reply.
Ive been using the xml from that website you mention, the thing is in JDM 52370024 has the MAF scaling addresses but JDM 52370023 which my ecu is dont have it.
And when i used the address on 0024 into the 0023 xml the Maf Scaling only appears in ecuflash as "incomplete" and i cant see the tables at all.
i even compared it with non-SST maps such as JDM 52370018 has the same MAF scaling addresses with JDM 52370024.
Maybe its not the same address? JDM 52370016 dont have it too.
Anyway, will it make a lot of difference if i change the values when i install a 3-3.5 inch intake or should i leave it and just install the intake without changing the maf scaling?
thanks!
Thanks for the reply.
Ive been using the xml from that website you mention, the thing is in JDM 52370024 has the MAF scaling addresses but JDM 52370023 which my ecu is dont have it.
And when i used the address on 0024 into the 0023 xml the Maf Scaling only appears in ecuflash as "incomplete" and i cant see the tables at all.
i even compared it with non-SST maps such as JDM 52370018 has the same MAF scaling addresses with JDM 52370024.
Maybe its not the same address? JDM 52370016 dont have it too.
Anyway, will it make a lot of difference if i change the values when i install a 3-3.5 inch intake or should i leave it and just install the intake without changing the maf scaling?
thanks!
#30
EvoM Guru
iTrader: (50)
x/1024*5 will give the same answer as (x/1024)*5
The 1023 / 1024 isn't really that big of an issue. It usually stems from the fact that a software guy looks at it having a max of 1024 values, but from a mathematical point of view, 1023 is the max, so 1023 / 1023 = 1 and will allow you to see the full 5 volts. The ADC has 1024 discrete points. In the end, it's a tiny difference. 1023 is probably the right answer... well, ok, the right answer would be (x+1)/1024*5.
(that is combination of both theories. I have my degree in Comp Science and Math)
The 1023 / 1024 isn't really that big of an issue. It usually stems from the fact that a software guy looks at it having a max of 1024 values, but from a mathematical point of view, 1023 is the max, so 1023 / 1023 = 1 and will allow you to see the full 5 volts. The ADC has 1024 discrete points. In the end, it's a tiny difference. 1023 is probably the right answer... well, ok, the right answer would be (x+1)/1024*5.
(that is combination of both theories. I have my degree in Comp Science and Math)