LEVIATHAN SYSTEMS
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Rack Power & Cooling Calculator_

Enter a rack's power draw to get its heat load, recommended cooling method, estimated coolant flow or airflow, and 3-phase current at 415V/480V—plus total facility power across the hall.

Heat load / rack
409,457 BTU/hr
kW × 3,412 (exact)
Recommended cooling
Liquid
Direct-to-chip liquid (required at this density)
Coolant flow / rack (est.)
~185 L/min
water-glycol, ~10 °C ΔT
Current @ 415V 3-phase
~169 A
I = P / (√3·V·0.99)
Current @ 480V 3-phase
~146 A
size feeders + breakers above
Total facility power
~0.2 MW
1 rack(s), PUE-loaded

Planning estimates. Heat load and 3-phase current are direct conversions; coolant flow and airflow depend on the actual ΔT, coolant, and CDU/CRAH design and are shown for the stated assumptions. Confirm against the OEM/CDU spec, the rack power summary, and your electrical design before any work.

Deploying racks at this density?
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Common questions_

How much heat does a GPU rack produce?

Effectively all of the rack's electrical power becomes heat. Heat load in BTU/hr is the rack power in kW times 3,412. A 120 kW rack rejects roughly 409,000 BTU/hr into the cooling system — which is why NVL72-class racks require direct-to-chip liquid cooling.

When does a rack need liquid cooling instead of air?

Low-density racks can be air-cooled; as density climbs past what raised-floor air and rear-door heat exchangers can remove, direct-to-chip liquid becomes required. GB200 and GB300 NVL72 racks are 100% liquid-cooled by design.

How do I size the electrical feed for a GPU rack?

Three-phase current is the rack power divided by (√3 × voltage × power factor). At 415V, a 120 kW rack draws on the order of ~168 A; feeders and breakers are sized above the continuous load per the electrical code. Confirm against the rack power summary and your electrical design.

How much coolant flow does a liquid-cooled rack need?

Flow follows Q = ṁ·cp·ΔT — it depends on the rack heat load, the coolant, and the supply/return temperature difference. This calculator estimates it for a water-glycol blend at a typical ΔT; the real value comes from the CDU and cold-plate spec.