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Environmental Impact Hydropower Calculator

Environmental Impact Hydropower Calculator estimates the environmental effects of a hydropower project, including greenhouse gas emissions avoided, land inundation area, and fish passage disruption potential, with a graphical display and step-by-step calculations.

Formulas Used in Environmental Impact Hydropower Calculator

The calculator uses the following formulas to estimate environmental impacts:

Annual Energy Production:

\\[ E = \frac{P}{1000} \cdot H \cdot D \\]

GHG Emissions Avoided:

\\[ M_{\text{avoided}} = E \cdot F_{\text{coal}} \cdot 10^{-3} \\]

Land Inundation Area:

\\[ A_{\text{inundated}} = A_{\text{res}} \\]

Fish Passage Disruption Index:

\\[ I_{\text{fish}} = \min \left( 100, 10 \cdot h^{0.5} \cdot \left( \frac{Q}{Q_{\text{max}}} \right)^{0.3} \right) \\]

Where:

  • \\( E \\): Energy produced (kWh/year)
  • \\( P \\): Power capacity (W)
  • \\( H \\): Operating hours per day
  • \\( D \\): Operating days per year
  • \\( M_{\text{avoided}} \\): Emissions avoided (metric tons COâ‚‚e/year)
  • \\( F_{\text{coal}} \\): Coal emission factor (0.95 kg COâ‚‚e/kWh)
  • \\( A_{\text{inundated}} \\): Inundated area (km²)
  • \\( A_{\text{res}} \\): Reservoir area (km²)
  • \\( I_{\text{fish}} \\): Fish passage disruption index (0 to 100)
  • \\( h \\): Dam height (m)
  • \\( Q \\): Average flow rate (m³/s)
  • \\( Q_{\text{max}} \\): Reference maximum flow (100 m³/s)

Example Calculations

Example 1: Small-Scale Project

Input: Power Capacity = 500,000 W, Hours = 24, Days = 365, Reservoir Area = 5 km², Dam Height = 10 m, Flow Rate = 1 m³/s

\\[ E = \frac{500000}{1000} \cdot 24 \cdot 365 = 4,380,000 \ \text{kWh/year} \\] \\[ M_{\text{avoided}} = 4380000 \cdot 0.95 \cdot 10^{-3} = 4,161 \ \text{metric tons CO₂e/year} \\] \\[ A_{\text{inundated}} = 5 \ \text{km²} \\] \\[ I_{\text{fish}} = \min \left( 100, 10 \cdot 10^{0.5} \cdot \left( \frac{1}{100} \right)^{0.3} \right) \approx 12.3 \\]

Result: Energy = 4,380,000 kWh/year, Emissions Avoided = 4,161 metric tons CO₂e/year, Inundation Area = 5 km², Fish Disruption Index = 12.3

Example 2: Medium-Scale Project

Input: Power Capacity = 1,000,000 W, Hours = 20, Days = 200, Reservoir Area = 10 km², Dam Height = 50 m, Flow Rate = 2.265 m³/s

\\[ E = \frac{1000000}{1000} \cdot 20 \cdot 200 = 4,000,000 \ \text{kWh/year} \\] \\[ M_{\text{avoided}} = 4000000 \cdot 0.95 \cdot 10^{-3} = 3,800 \ \text{metric tons CO₂e/year} \\] \\[ A_{\text{inundated}} = 10 \ \text{km²} \\] \\[ I_{\text{fish}} = \min \left( 100, 10 \cdot 50^{0.5} \cdot \left( \frac{2.265}{100} \right)^{0.3} \right) \approx 32.6 \\]

Result: Energy = 4,000,000 kWh/year, Emissions Avoided = 3,800 metric tons CO₂e/year, Inundation Area = 10 km², Fish Disruption Index = 32.6

Example 3: Large-Scale Project

Input: Power Capacity = 10,000,000 W, Hours = 22, Days = 300, Reservoir Area = 50 km², Dam Height = 100 m, Flow Rate = 11.992 m³/s

\\[ E = \frac{10000000}{1000} \cdot 22 \cdot 300 = 66,000,000 \ \text{kWh/year} \\] \\[ M_{\text{avoided}} = 66000000 \cdot 0.95 \cdot 10^{-3} = 62,700 \ \text{metric tons CO₂e/year} \\] \\[ A_{\text{inundated}} = 50 \ \text{km²} \\] \\[ I_{\text{fish}} = \min \left( 100, 10 \cdot 100^{0.5} \cdot \left( \frac{11.992}{100} \right)^{0.3} \right) \approx 65.8 \\]

Result: Energy = 66,000,000 kWh/year, Emissions Avoided = 62,700 metric tons CO₂e/year, Inundation Area = 50 km², Fish Disruption Index = 65.8

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