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Pumped Storage Energy Calculator

Stored energy (V·ρ·g·H·η), release flow for target MW and runtime — pumped hydro storage.

Grid-scale storage in two lakes: half a million cubic metres across 150 m holds ~180 MWh — a battery farm's worth of energy in civil works that last a century. The release planner answers dispatch questions.

163.5 MWh
Stored energy
Release for target output0.85 m³/s
Runtime at target163.5 hours
Energy density327.00 Wh/m³
Equivalent battery181,667 kWh of BESS (90% DoD)

Pumped hydro storage: E = V·ρ·g·H·η. Water's energy density is humble (~2.7 Wh/m³ per metre of head) — which is why pumped storage needs mountains and reservoirs, and why a rooftop tank will never be a power bank. The release planner answers the operational question: how long can we run at X MW?

Sources: Potential energy E = mgh; pumped-storage design primers

Engineering estimate from published standards and typical equipment data. Site conditions, equipment datasheets and measured data govern the real result — confirm with a qualified engineer.

Use the free Pumped Storage Energy Calculator online — Stored energy (V·ρ·g·H·η), release flow for target MW and runtime — pumped hydro storage. Runs instantly in your browser: no signup, no upload, mobile-friendly.

About Pumped Storage Energy Calculator

Grid-scale storage in two lakes: half a million cubic metres across 150 m holds ~180 MWh — a battery farm's worth of energy in civil works that last a century. The release planner answers dispatch questions.

How to use Pumped Storage Energy Calculator

  1. 1Enter usable volume and effective head.
  2. 2Set turbine efficiency and your target output.
  3. 3Read stored energy, required release flow and runtime.

Why use Pumped Storage Energy Calculator?

  • E = V·ρ·g·H·η — storage energy with honest unit handling
  • Release-planner mode: flow needed for a target MW, runtime at that rate
  • Battery-equivalent line calibrates intuition
  • Water's humble Wh/m³ made visible

Frequently asked questions

How much energy does stored water hold?+

E(kWh) = volume × 9.81 × head × efficiency ÷ 3.6×10⁶ — about 2.7 Wh per m³ per metre of head. A farm pond (5,000 m³) behind 30 m holds ~330 kWh; a pumped-storage upper lake (500,000 m³, 150 m) holds ~180 MWh. Head and volume multiply; neither alone suffices.

Why is pumped storage built despite 75–80% efficiency?+

Scale, lifetime and price: reservoirs store gigawatt-hours for 80–100 years with cheap civil works per kWh — batteries can't touch the duration economics. The 20–25% round-trip toll is paid happily for absorbing cheap midday solar and selling the evening peak.

Can a rooftop tank store meaningful energy?+

No — and this tool proves it kindly: 10,000 L at 15 m holds 0.33 kWh, a phone-bank's worth. Water storage is for water; energy storage needs either mountains of head or chemistry. The viral 'gravity battery at home' idea dies in one calculation here.

How do I plan reservoir releases for power?+

Invert the equation: flow for X MW = X×10⁶ ÷ (9.81 × head × efficiency). The runtime row then divides live storage by that flow — answering 'can we hold 2 MW through the evening peak?' in one screen. Real dispatch adds inflow forecasts and rule curves on top.

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