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Calcimator

UPS Sizing (Data Center) Calculator

Size UPS modules and battery banks for data center backup power with redundancy and runtime requirements.

About this calculator

This calculator sizes both the UPS power modules and the battery bank behind them for a data center's critical IT load. It first converts IT load in kW to kVA using your power factor input (kVA = kW ÷ power factor), then picks module counts and sizes from a standard catalog of UPS ratings (100 to 2000 kVA) depending on your chosen redundancy mode: N picks the smallest single module (or several of the largest) that covers the load with zero spare capacity; N+1 finds a module size where the load needs four or fewer units and adds one spare module of that same size; 2N builds two fully independent, fully-rated UPS systems so either one alone can carry the entire load. UPS conversion losses are computed from your efficiency input (loss = IT load × (1/efficiency − 1)) — these losses show up as heat your cooling system also has to remove.

Battery sizing is separate math: required energy is IT load × runtime hours, then inflated by battery round-trip efficiency (fixed at 95%) and your depth-of-discharge percentage, since a battery rated for X kWh can't actually deliver all of X without over-discharging it. That battery energy is converted to amp-hours at your DC bus voltage, and split across battery strings to match 2N redundancy where applicable. Battery weight and floor footprint use flat VRLA (lead-acid) density assumptions (25 kg/kWh, 3 ft²/kWh) — if you're actually speccing lithium-ion batteries, both figures will be substantially smaller in reality, so treat those two outputs as VRLA-only estimates and consult your battery vendor's datasheet for other chemistries.

Inputs

%
%

Results

UPS modules needed

4

Module size (kVA each)100
Total UPS capacity (kVA)400
IT load (kVA)222.22
Battery capacity (kWh)65.79
Battery (Ah)137.1
UPS losses (kW)12.77
Battery footprint (ft²)197
Total Ups Kw360
Ah Per String137.06
Battery Weight (lbs)3,626.64
How to Use This Calculator
  1. Enter total critical IT load in kW.
  2. Set UPS efficiency and desired runtime in minutes.
  3. Input battery string voltage and design temperature.
  4. Review the required UPS kVA rating and battery capacity in amp-hours.
  5. Add N+1 module redundancy to ensure maintenance without loss of critical protection.

How the result changes with IT load (kW)

IT load (kW)UPS modules needed
1003
1503
3005
5004

What each input means

IT load (kW)
Total critical IT load the UPS must protect.
UPS efficiency (%)
UPS conversion efficiency. Modern online UPS: 94-97%.
Battery runtime (min)
Desired battery runtime. Typical: 5-15 min (bridge to generator).
Redundancy Mode
Select UPS redundancy configuration
Power factor
UPS output power factor. Modern UPS: 0.9-1.0, legacy: 0.8.
Depth of discharge (%)
Battery depth of discharge. VRLA: 80%, Li-ion: 80-90%.
DC bus voltage (V)
UPS internal DC bus voltage. Common: 384V, 480V, 600V.

What each result means

UPS modules needed
Number of UPS modules for the selected redundancy.
Module size (kVA each)
Rating of each UPS module.
Total UPS capacity (kVA)
Combined UPS capacity of all modules.
IT load (kVA)
IT load converted to kVA at the specified power factor.
Battery capacity (kWh)
Required battery energy storage accounting for efficiency and DOD.
Battery (Ah)
Battery amp-hour capacity at DC bus voltage.
UPS losses (kW)
Power lost to UPS conversion inefficiency.
Battery footprint (ft²)
Estimated floor space for VRLA battery cabinets.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    IT load (kW) = 200, UPS efficiency (%) = 94, Battery runtime (min) = 15, Redundancy Mode = 1 = 7 input(s) provided
  2. Calculate UPS modules needed
    4 = 4
  3. Calculate Module size
    100 = 100
  4. Calculate Total UPS capacity
    Total UPS capacity = numModules * moduleSizeKva
    400 = 400

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

What's the practical difference between N+1 and 2N redundancy in the module count this calculator picks?

N+1 finds a module size where the load needs four or fewer units and adds exactly one spare module of that same size, so if a single module fails the remaining units still cover the full load. 2N instead builds two completely independent, fully-rated UPS systems — each one alone sized to carry the entire load — so it always needs at least double the total capacity of an equivalent N configuration, trading much higher cost for protection against an entire system failure, not just a single module.

Why does battery capacity depend on depth of discharge and round-trip efficiency, not just load and runtime?

The raw energy needed is IT load × runtime hours, but a battery can't actually deliver 100% of its rated capacity without over-discharging and damaging it, so the depth-of-discharge percentage inflates the required capacity to compensate. A fixed 95% round-trip efficiency further inflates it slightly to account for conversion losses between the battery and the load, so the reported battery capacity in kWh is always somewhat larger than the raw energy-times-runtime figure.

Why are the battery weight and floor footprint outputs labeled as VRLA-only estimates?

Those two outputs use flat density assumptions of 25 kg per kWh and 3 square feet per kWh, which are typical figures for VRLA (sealed lead-acid) batteries specifically. Lithium-ion batteries are substantially lighter and more compact per kWh of storage, so if you're actually planning to install Li-ion, both the weight and footprint figures here will overstate your real requirements — check your battery vendor's datasheet for accurate numbers.

Why does UPS input power differ from IT load in the loss calculation?

The UPS has to draw more power from its input than it delivers to the IT load, because some energy is lost as heat during AC-to-DC-to-AC conversion. That loss is calculated as IT load × (1/efficiency − 1), so a UPS running at 94% efficiency loses about 6.4% of the IT load as heat that a data center's cooling system also has to remove.

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