What about the dynamic pressure and temperature gradient? Static pressure is inverse to dynamic pressure (Bernoulli's Principle) and it is dynamic pressure (airflow) that facilitates heat exchange. Static pressure is what the fan works against (molecular resistance). An increase in static pressure = an increase in temperature. An increase in air temperature reduces the temperature gradient, meaning heat transfer is less efficient.what do you think a directly mounted air cooler is made off, heat pipe(s)
i'm not suggesting fitting a noctua d15 in there, just take a look at a 2015 mba that has been used for reference by previous users.
by using a heat pipe like the 2015 mba, you transfer the heat directly infront of the fan exhaust to get direct static pressure from the fan. therefore the fan would be much more effective at wicking away the heat than the heatsink being placed couple inches away from the fan's blowing direction.
you guys are really making this way more complicated than it is.
You are making an assertion – that one system is more efficient than another – based on no evidence at all. You have taken none of the variables of surface area transfer, molecular movement and temperature gradient into account. You cannot categorically state that a push fan is more efficient than a pull fan until you have measured the number of air molecules passing over a conductive surface area in a given amount of time. Dynamic pressure and air density (temperature and atmospheric pressure) are what determine the number of air molecules flowing over a surface in any given time.
With respect, I would like to read your understanding of the principles of heat exchange before I debate your claims any further. Because what you have written proves you don't appear to fully understand all the variables.