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This may sound like trolling, but why not just open the window a little bit?
Yes it will, his issue is about reducing temps in his room, as stated above in my earlier post, if the stock cooler pumps out 90c when gaming, the custom cooler could make the ambient temps about 65c.
Regardless whether the core is still producing the same waste heat, the more efficient cooler can remove that heat quicker, which reduces the room temperature!
With stock coolers on, the heat would be unbearable in the cupboard due to the waste heat inside a small enclosed area, but with 2 AC Extremes, temps are massively reduced and quiet too.
Dont think it's appropriate to compare a cupboard with a room.
A card with a custom cooler dissipates the same energy as heat as one with a stock cooler. The custom cooler is just better at dissipating the heat into the air around it. It is probably true that a larger volume of air is heated and therefore can dissipate it's heat to the surrounding air faster, at least initially, but eventually the same temperatures will be seen regardless of coolers in use given a specified size of area to heat.
Regarding the zalman, in theory the core is still throwing out the same waste heat, but as it's getting the heat away quicker, when gaming, the temps in your room would be at about ~65c instead of ~90c+ not to mention the massive drop in noise levels.
Did I mention anything about having the heating onI just turn the heating off, why pay to heat the room twice?
...it's winter so it soon gets too cold and have to close it then open then close it etc etc.
Get an aftermarket cooler. problem solved.
A card with a custom cooler dissipates the same energy as heat as one with a stock cooler. The custom cooler is just better at dissipating the heat into the air around it. It is probably true that a larger volume of air is heated and therefore can dissipate it's heat to the surrounding air faster, at least initially, but eventually the same temperatures will be seen regardless of coolers in use given a specified size of area to heat.