Thermaltake TH240 V2 Ultra EX ARGB Sync Snow Edition vs Thermaltake TOUGH C240 DDC Hard Tube Liquid Cooling Kitcomputed

Both coolers at the same heat load: what each dissipates, the coolant temperature over fan speed, and the fan speed and noise each needs for the same temperature. Calculated from radiator size, core thickness and the stock fans' datasheets, not measured.

Side by side

Thermaltake TH240 V2 Ultra EX ARGB Sync Snow EditionThermaltake TOUGH C240 DDC Hard Tube Liquid Cooling Kit
Radiator240 mm240 mm
Core thickness27 mm30 mm
Stock fans2 × CT120 EX ARGB Sync2 × TOUGHFAN 12
Fan rpm, datasheet500 – 2000500 – 2000
Pump3300 rpm max4600 rpm max
Tubing460 mm500 mm
Dissipation at max rpm17.9 W/K17.5 W/K
Coolant, 250 W, 30 °C intake44.0 °C44.3 °C
Noise at max rpm, all fans31.5 dB(A)25.4 dB(A)

Coolant above intake at 250 W

0 10 20 30 40 0 20 40 60 80 100 % of max fan rpm TOUGH C240 DDC Hard Tube Liquid Cooling Kit TH240 V2 Ultra EX ARGB Sync Snow Edition K coolant above intake, 250 W

Noise, all stock fans

below room noise 0 5 10 15 20 25 30 35 0 20 40 60 80 100 % of max fan rpm TH240 V2 Ultra EX ARGB Sync Snow Edition TOUGH C240 DDC Hard Tube Liquid Cooling Kit

At the same coolant temperature, 250 W

K above intakeTH240 V2 Ultra EX ARGB Sync Snow Edition rpmdB(A)TOUGH C240 DDC Hard Tube Liquid Cooling Kit rpmdB(A)Quieter
10.0not reachable–not reachable–
12.5not reachable–not reachable–
15.0177929.0184923.8TOUGH C240 DDC Hard Tube Liquid Cooling Kit by 5.2 dB
17.5137623.5143018.5TOUGH C240 DDC Hard Tube Liquid Cooling Kit by 5.0 dB
20.0110119.01145<15TOUGH C240 DDC Hard Tube Liquid Cooling Kit by 4.4 dB
25.0759<15789<15both inaudible

The TH240 V2 Ultra EX ARGB Sync Snow Edition dissipates 17.9 W/K against 17.5 W/K at max fan rpm. Across the range both can hold, the TOUGH C240 DDC Hard Tube Liquid Cooling Kit is quieter by about 4.9 dB at the same coolant temperature. That is outside the ±3 dB cross-brand uncertainty and should be audible. A cooler pinned at its fan's minimum rpm runs colder than the row asks; the comparison is then not at equal temperature.

Use it

How these numbers are computed

A radiator moves heat in proportion to the difference between coolant and incoming air: Q = q · (Tcoolant − Tair). q depends on the air actually passing through the core. Airflow per fan is CFMmax · derate · rpm/rpmmax with the radiator derate (0.62, or 0.72 for pressure-optimized blades) times the core-thickness factor. Per 120 mm segment at 27 mm: q = 8.5 W/K · (airflow / 45 CFM)0.6; heat transfer over fins scales with roughly the 0.6 power of velocity.

CoreAirflow factorFin area factor
27 mm1.001.00
30 mm0.971.09
38 mm0.901.15
45 mm0.841.22

Thick cores gain fin area but lose airflow; at low rpm the net is close to zero. With fans off, natural convection is taken as 1 W/K per segment. The band is ±15 % on q: fin density, coolant flow and preheated case air. Pump speed matters little above roughly 1 l/min. Noise is the stock fan's curve plus 10 · log₁₀(fan count).

Air entering the radiator is case air, usually 5 to 10 K above room. Die temperatures sit above the coolant by the block and TIM delta, typically 25 to 45 K under load. Nothing here is measured; the same model runs in RadiatorTemp.