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01 // Chart StudioSTACKED-AREA

Stacked Area for Energy Generation Mix — Grid Power & Renewable Dispatch

An energy generation stacked area chart layers power dispatch sources ($P_{total}(t) = P_{baseload}(t) + P_{renewable}(t) + P_{dispatch}(t)$) to visualize grid load curves and renewable penetration.

SUM / TOTAL302
MEAN (AVG)43.14
MEDIAN (P50)45
MIN30
MAX56
STD DEV (s)11.33
CHANGE % / CAGR+3.1% (+0.5%)
Energy Generation Stacked AreaGrid Generation (GW) · Time of Day / Period · n = 7Nuclear & Hydro…Solar & Wind Re…Natural Gas Pea…015.731.447.062.700:0004:0008:0012:0016:0020:0024:00TIME OF DAY / PERIODGRID GENERATION (GW)
Hover or tap any bar, point, or slice on the chart to see exact numbers.
Chart Data (7)

Tip: Paste Excel or Google Sheets rows (Ctrl+V / ⌘V) directly into any cell.

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How Values Are Scaled

Total Grid Load_t = Baseload_t + Renewable_t + Peaker_t. Renewable Penetration % = (sum(Renewable_t) / sum(TotalLoad_t)) * 100%.

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Chart Design & Use-Case Tips

  • 01Total Grid Load_t = Baseload_t + Renewable_t + Peaker_t. Renewable Penetration % = (sum(Renewable_t) / sum(TotalLoad_t)) * 100%.
  • 02Place constant Nuclear/Hydro Baseload at the bottom (Series A), variable Solar/Wind in the middle (Series B), and fast-ramping Natural Gas/Battery Peakers on top (Series C).
  • 03Notice the classic 'duck curve' behavior at 12:00 (solar peak) followed by the steep 20:00 evening gas/storage ramp.
  • 04Used by grid operators, sustainability teams, and power systems engineers.

Frequently Asked Questions

Why should baseload power always sit at the bottom of a grid stacked area chart?+

Nuclear and hydroelectric baseload runs at a flat, steady output 24/7; placing it on the zero baseline provides a flat horizontal foundation so solar and peaker swings are easy to read above it.

Can I use this for multi-year corporate carbon / renewable energy transition?+

Yes—relabel the x-axis to 2021–2026 and plot MWh sourced from On-Site Solar, PPAs, and Grid Power.

Does the Sum readout approximate total energy (GWh)?+

Yes, multiplying average GW across uniform hourly intervals yields total energy generated in GWh.