30-minute IT shutdown
2 kW for 30 min at 48 V—~24.5 Ah planning floor before margin.
Estimate required battery Ah from load, target runtime, voltage, and efficiency.
UPS battery Ah sizes the DC plant for your target backup minutes. Energy need is approximately load (kW) times runtime (hours), adjusted for inverter efficiency and depth-of-discharge margin, then divided by nominal string voltage (higher V reduces Ah for the same energy). Example: 2 kW for 30 minutes at 48 V with 0.85 efficiency needs about 24.5 Ah before aging, temperature, and parallel-string layout—field banks are usually larger. For online (double-conversion) UPS battery backup calculations, use a lower planning efficiency (often 0.85–0.92) than standby units at the same kW—see the Quick Example below. Use measured kW from the load calculator, confirm voltage with your OEM, cross-check minutes in the runtime calculator, or start from how long will UPS last if backup time is your primary question.
Defaults: 48 V string, 0.85 efficiency.
Planning estimate with 0.85 efficiency; add OEM margin for binding designs.
Quick Examples
Estimates only. Verify with manufacturer battery tables, discharge-rate limits, and review by a qualified professional for binding designs.
Results
Energy (DC-equivalent): 1176 Wh (1.18 kWh)
Required battery: 24.5 Ah @ 48 V
Default: 2 kW, 30 min, efficiency 0.85.
Operational guidance
Typical IT ride-through
30 minutes at 2 kW is a common planning anchor—confirm discharge rate limits with the OEM.
| Runtime (min) | Ah @ 48 V |
|---|---|
| 10 | 8.2 |
| 20 | 16.3 |
| 30 (your target) | 24.5 |
| 45 | 36.8 |
| 60 | 49.0 |
Upstream: load, capacity. Cross-check: runtime. Scenario: how long will UPS last. Neighboring: cable size, voltage drop, breaker size.
Full four-step path: UPS calculator hub (load → capacity → runtime → battery).
2 kW for 30 min at 48 V—~24.5 Ah planning floor before margin.
5 kW for 15 min—higher discharge rate; verify OEM limits.
0.5 kW for 60 min at 48 V—light load, longer Ah at the same voltage.
~0.9 kW at 48 V with η 0.88 (double-conversion)—typical retail online frame; OEM charts override spreadsheet Ah.
30 min at 110 V cuts Ah versus 48 V for the same energy—confirm string count with the OEM.
Ah ≈ (kW × 1000 × runtime_min ÷ 60) ÷ (V × efficiency). Wh = Ah × V · kWh = Wh ÷ 1000. See formula notes and worked examples below in the depth section.
Field UPS plants rarely use a single cell string. Series strings raise nominal DC voltage (more V × fewer Ah for the same energy); parallel strings add amp-hour capacity and share discharge current. The calculator above gives a planning Ah at your entered voltage—multiply by parallel string count only when each string meets OEM C-rate and end-of-discharge limits.
Example: 2 kW for 30 minutes at 48 V needs ~25 Ah before margin. Two parallel 48 V strings of 50 Ah each may meet energy, but each string must still tolerate the discharge rate at your load step. Confirm string count, fuse/breaker layout, and rack weight with the battery OEM before ordering.
Deep dive: How to calculate UPS battery size (strings, margin, and vendor tables). Lay out blocks in the UPS battery bank calculator. Cross-check minutes in the UPS runtime calculator.
Vendors embed chemistry-specific curves, temperature coefficients, and minimum cell voltages. Use this calculator for directional planning, then finalize strings with OEM tools and stamped project documentation where required.
Yes. End-of-life capacity is lower than day-one ratings; prudent designs reserve Ah so degraded strings still meet the runtime contract at the design horizon.
Higher efficiency reduces DC energy required for the same AC load, which lowers Ah at a fixed voltage. Efficiency varies with load level, so use vendor curves near your true operating point.
No. You also need maximum discharge current, terminal layout, breaker coordination, recharge current limits, and physical rack constraints—Ah is necessary but not sufficient.
Series connections increase nominal voltage; parallel connections add amp-hours and share current. Total installed Ah must satisfy both energy math and per-string C-rate limits—see the strings and banks section above.
Use this page for quick Ah from kW and minutes. For string layout, aging margin, and OEM discharge tables, follow How to calculate UPS battery size.
Runtime estimates minutes from known battery parameters; this step estimates Ah when minutes and load drive procurement. Move between the tools as your knowns change.
Multiply Ah by nominal string voltage for Wh; divide by 1000 for kWh. The results card shows both—use kWh when comparing to OEM energy ratings.
C-rate is discharge current divided by Ah rating. A 50 A draw on a 100 Ah string is 0.5C. Exceeding vendor C-rate limits requires more parallel strings or a larger bank.
Many VRLA UPS designs plan 50–80% usable energy, not 100% of nameplate. Shallow DoD extends calendar and cycle life—align with your maintenance policy.
Ah ≈ (kW × 1000 × minutes ÷ 60) ÷ (V × efficiency). Online double-conversion UPS typically plans at 0.85–0.92 inverter efficiency at partial load—lower η increases required Ah versus standby at the same kW. Example: 0.9 kW for 30 min at 48 V with η 0.88 needs about 10.7 Ah before aging margin. Cross-check minutes in the runtime calculator and topology notes in the online vs offline UPS guide.
Not exactly. This page answers how many Ah do I need when load and target backup time are known. Tools titled “battery backup calculator” often estimate how long existing batteries will last—use the UPS runtime calculator for that direction, then return here for procurement Ah.
Battery amp-hour (Ah) sizing answers whether the DC plant can deliver enough energy for the target minutes at the protected AC load. Conceptually, you convert load power (kW) and required backup time into an energy demand (kWh), translate that to DC watt-hours using practical inverter and cable efficiency assumptions, then divide by the string voltage to obtain an amp-hour requirement before manufacturer derating curves.
Higher DC bus voltage reduces amp-hour for the same energy because each amp-hour carries more watt-hours when multiplied by a larger voltage. Temperature, end-of-discharge voltage, aging, and desired depth of discharge all increase the installed Ah relative to a naive arithmetic estimate—your battery vendor tables remain authoritative for final cell selection.
This calculator is positioned after load and runtime intent are understood. Treat its output as a planning anchor, then validate against UPS manufacturer software, battery tables, and local codes governing ventilated battery rooms and maintenance access.
Planning anchor: DC energy (Wh) ≈ (Load kW × Runtime hours) ÷ Overall DC-path efficiency; Ah ≈ DC energy (Wh) ÷ Nominal battery voltage (V)
Overall efficiency bundles inverter conversion, cable loss, and conservative headroom; exact factors vary by topology and state of charge.
Always round up to the next commercial block or string count and apply aging margin recommended by the battery OEM.
Half an hour at 2 kW implies about 1 kWh of AC-side energy before efficiencies. At 48 V, the naive amp-hour floor is roughly 21 Ah before inverter loss, temperature derating, and end-of-life margin—field designs normally select a materially larger bank.
For the same energy demand, moving from 48 V to 110 V cuts the amp-hour requirement roughly in proportion to the voltage ratio because watt-hours per string increase with voltage for the same current profile.
Five minutes at the same kW needs one-sixth of the energy of thirty minutes, but very short windows still require attention to discharge rate limits—some chemistries prefer longer, gentler discharges than aggressive high-rate bursts.
A common double-conversion retail unit at ~0.9 kW measured load, 48 V internal string, and η 0.88 yields roughly 11–12 Ah planning floor before DoD and aging margin—often one or two small VRLA blocks. Manufacturer runtime charts remain authoritative for acceptance.