opps......you're right about the perfect gas equation......
lol
PS-don't have to be rude and call people stupid....everyone makes mistakes....especially when they only started studying fluids 2 months ago.....
Excellent description.Anonymous wrote:Once more, as in the MP4/19 topic, someone has to go back to the books and study some more before posting some theories. Monstrobolaxa, the ideal gas law that you state is wrong. It is not p*V=rho*T but p*V=R*T where R is the gas-constant. Furthermore V is not volume but specific volume (this is 1/rho). So unfortunately the ideal gas law doesn't help you with pressures in moving situations and you'll have to go back to conservation of mass and Bernoulli. And once again: if the area increases, the velocity lowers and hence the pressure rises. And before you say that the density changes... please do the following little exercise: use the ideal gas law to calculate the density at say 15 deg C, 101325 Pa (R=287.15). Now lower the pressure by 5000 Pa (roughly Cp of -2 at say 250 pkh, which would already be quite a challenge to achieve over a large part of the car) and calculate the density again (T and R haven't changed after all). Low and behold the density variation is small (~5%). That's why for aero-problems at these speeds density is always treated a constant (if the air temperature isn't changed). This means that the area increase in the diffuser is not creating downforce as such. It is merely helping to create downforce in a different way. So please start using the brain again and think how a diffuser can help the car create downforce. (And just as a final helping hand: fluids are not only flowing from high to low pressures. It is more willing to do so, but unfortunately for the aero guys it also has to flow back from the low pressure to a higher pressure again... and that's where the design problems start)