Heat Rate Calculation of Thermal Power Plant

Thermal Power Plant Heat Rate Calculator

Calculation Results

Gross Heat Rate kcal/kWh
Net Efficiency %

Total Heat Input: Gcal/hr

Net Power Output: MW

Net Heat Rate: kcal/kWh

function calculateHeatRate() { var powerMW = parseFloat(document.getElementById('powerOutput').value); var fuelKgHr = parseFloat(document.getElementById('fuelConsumption').value); var gcv = parseFloat(document.getElementById('calorificValue').value); var auxPct = parseFloat(document.getElementById('auxPower').value); if (isNaN(powerMW) || isNaN(fuelKgHr) || isNaN(gcv) || powerMW <= 0 || fuelKgHr <= 0 || gcv <= 0) { alert("Please enter valid positive numbers for Power, Fuel, and GCV."); return; } // 1. Total Heat Input in kcal/hr var totalHeatInputKcal = fuelKgHr * gcv; // 2. Gross Heat Rate = Total Heat Input / Gross Power Output // Note: Gross Power is in MW, need to convert to kW for kcal/kWh var grossPowerKW = powerMW * 1000; var grossHeatRate = totalHeatInputKcal / grossPowerKW; // 3. Net Power Output (subtracting auxiliary) var netPowerMW = powerMW * (1 – (auxPct / 100)); var netPowerKW = netPowerMW * 1000; // 4. Net Heat Rate var netHeatRate = totalHeatInputKcal / netPowerKW; // 5. Overall Plant Efficiency (%) // Standard constant: 1 kWh = 860 kcal (Thermal equivalent) var netEfficiency = (860 / netHeatRate) * 100; // UI Updates document.getElementById('results-box').style.display = 'block'; document.getElementById('grossHeatRateResult').innerHTML = grossHeatRate.toFixed(2); document.getElementById('netEfficiencyResult').innerHTML = netEfficiency.toFixed(2); document.getElementById('totalHeatInput').innerHTML = (totalHeatInputKcal / 1000000).toFixed(2); document.getElementById('netPowerOutput').innerHTML = netPowerMW.toFixed(2); document.getElementById('netHeatRateResult').innerHTML = netHeatRate.toFixed(2); }

Understanding Heat Rate in Thermal Power Plants

In thermal engineering, the Heat Rate is a measure of a power plant's efficiency. It represents the amount of thermal energy (fuel) required to produce one unit of electrical energy (1 kilowatt-hour). A lower heat rate indicates a more efficient power plant.

The Core Formula

Heat Rate (kcal/kWh) = [Fuel Consumption (kg/hr) × Calorific Value (kcal/kg)] / Power Output (kW)

Key Components

  • Gross Power Output: The total electricity generated at the terminals of the generator.
  • Auxiliary Consumption: The power used by the plant's own equipment (pumps, fans, conveyors) to function.
  • Gross Calorific Value (GCV): The total heat released by a unit of fuel when it is burned completely.
  • Net Heat Rate: This accounts for the energy lost through auxiliary consumption, providing a more realistic view of the plant's commercial performance.

Practical Example

Imagine a 210 MW coal-fired unit consuming 120,000 kg of coal per hour. If the coal has a GCV of 4,000 kcal/kg:

  1. Total Heat Input: 120,000 kg/hr × 4,000 kcal/kg = 480,000,000 kcal/hr.
  2. Gross Generation in kW: 210 MW × 1,000 = 210,000 kW.
  3. Gross Heat Rate: 480,000,000 / 210,000 = 2,285.7 kcal/kWh.
  4. Efficiency: (860 / 2,285.7) × 100 = 37.62%.

Why is Heat Rate Important?

Monitoring the heat rate is critical for operational economics. Even a small reduction in heat rate (e.g., 10 kcal/kWh) can result in millions of dollars in fuel savings annually for large utility-scale power stations. Factors such as condenser vacuum, boiler fouling, and turbine degradation all contribute to a rising (worsening) heat rate over time.

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