"Two parallel systems"
Okay.
How about . . .
Parallel, possibly, - but not the same.
Granted, I should have said two "separate" systems using the same transport fluid circuit... (R-12 or R-134)
Cooling generated by the AC side by freon evaporation is simply absorbed by water condensing on the cabin side.
Cooling - removing heat, used to condense water rather than cool air.
I have to disagree with this. Water condensation is a result of getting the Humid air to its Dew Point, given by it's relative humidity and pressure (we're talking about air at ambient pressure here, so one less variable to throw into the mix). Yes, on the "heat pump" side of the system Relative Humidity will work in favor of the system because water "stuck" on the condenser tubes/fins will get cooled by the air "forced" through by the cooling fan. This is a convection/conduction phenomena that I'm pretty sure you know about just by reading at you explanation (Which is very nice, BTW).
Yes. The Carnot efficiency of heat transfer is INVERSELY proportional to the temperature differential, but in °K. (And why counter-current heat exchangers are most efficient.) But why would the temperature necessarily be lower with water? Any even if it was, if the nominal increase in efficiency (remember, a difference in K° is relatively small) is used up condensing water (lots of cooling required), where is the gain?
OK let's see...
Q = W*Cp*deltaT
Given this, the bigger the temperature difference (granted flow rate and Cp is constant), the bigger the Heat given/substracted from the system, right? this means that deltaT will actually be DIRECTLY proportional to Heat transfer. Heat Transfer Efficiency (i.e. "effectiveness") on the other hand is actually just an indication on how much energy (entropy) you are loosing in the whole process. This would be different for the Carnot Cycle and the evaporator alone... it all depends on your frame of reference (control volume).
Yes, you will have a difference because of latent heat effects, though it will be modified by the fact that you have both a phase changing fluid and air in the mix on one side and refrigerant changing phases on the other (where you could start getting fancy or just assume ALL the refrigerant goes through phase change, which is close to true).
On the other topic, °K is just °C + 273.15 to take it to absolute scale, meaning that deltaT in °C = deltaT in °K. So a difference in K is not relatively small compared to difference in C, it's exactly the same difference. Same applies to F and R; depends on wether you're doing US or SI units.
Counter-Current heat exchangers are the most efficient, yes. Still in most of the cases the thermodynamic improvement between a crossflow and a counterflow hx is so small that having a counter becomes a little bit too impractical, given that most of the time -with the exception of idling or very low speeds- your cooling air comes from air ramming the front of your truck/car.
I agree with you on the fact that the AC works on it peak efficiency when working at max. capacity, but you don't need that all the time. I would imagine the Pressure switches (and thermostats on the new, fancy Car A/C systems) are there for energy saving purposes, and as failsafe devices. You don't want a line to burst because of overpressure and you don't want to burn more gas than necessary to get a comfortable enviroment inside your truck/car.
I have to recognize car AC systems are not my area of expertise, but I do design and analyze heat exchangers as part of my job, and I can tell you water injection in industrial gas turbines and in aviation is a very common practice to increase system efficiencies (and save fuel).
On your last statement, you're right. Water evaporation will substract heat from the air, taking it elsewere. as long as the Air is not stagnant, the enviroment will be cooler up to the point where the water/air deltaT allows it to be.
There... Thanks!! I'm really enjoying this discussion.
Trex