Paritian

Everyday

Heating Fuel Cost Comparison Calculator (Pellets, Oil, Gas, Wood, Electricity)

The true cost of one kWh of heat from two fuels sold in different units, the yearly bill for each, the saving and the price at which they would break even.

Results

Yearly saving of the cheaper one 363
Cheaper way to heat Fuel A
Fuel A — cost of one kWh of heat 0.0980
Fuel B — cost of one kWh of heat 0.1222
Fuel A — cost over a year 1471
Fuel B — cost over a year 1833
Fuel A — units burned in a year 3676
Fuel B — units burned in a year 1667
Price of fuel B at which both cost the same 0.882
How it changes
Fuel B — cost over a yearFuel B — price per unit (kg, litre, m³ or kWh) 0.00 – 2.20. Fuel B — cost over a year: 0 → 3666.67; Fuel A — cost over a year: 1470.59 → 1470.59Fuel B — cost over a yearFuel A — cost over a year010002000300040000.000.501.001.502.00Fuel B — price per unit (kg, litre, m³ or kWh)

The dashed line marks the value you entered.

What this tool does

Fuels are sold by the kilo, litre, cubic metre or kWh, so sticker prices cannot be compared — what matters is the price of a kWh of heat that actually reaches the room. That is the price per unit divided by the energy in a unit and by the efficiency of the appliance. Wood pellets are commonly quoted at around 4.8–5 kWh/kg, heating oil near 10 kWh/L and natural gas around 10–11 kWh/m³ (check your supplier), while firewood varies with how dry it is. Efficiency matters as much as price: a modern condensing boiler or pellet stove returns most of the energy as heat, an open fire sends much of it up the chimney.

Formula

cost per kWh of heat = price ÷ (energy per unit × efficiency) · yearly cost = heat needed × cost per kWh

Variables

SymbolMeaningUnit
demHeat you need in a yearkWh
paFuel A — price per unit (kg, litre, m³ or kWh)—
eaFuel A — energy in one unitkWh
xaFuel A — efficiency of the appliance%
pbFuel B — price per unit (kg, litre, m³ or kWh)—
ebFuel B — energy in one unitkWh
xbFuel B — efficiency of the appliance%
SVYearly saving of the cheaper one—
CHCheaper way to heat—
CAFuel A — cost of one kWh of heat—
CBFuel B — cost of one kWh of heat—
YAFuel A — cost over a year—
YBFuel B — cost over a year—
UAFuel A — units burned in a year—
UBFuel B — units burned in a year—
BEPrice of fuel B at which both cost the same—

Worked example

  • Heat you need in a year15,000 kWh
  • Fuel A — price per unit (kg, litre, m³ or kWh)0.4
  • Fuel A — energy in one unit4.8 kWh
  • Fuel A — efficiency of the appliance85 %
  • Fuel B — price per unit (kg, litre, m³ or kWh)1.1
  • Fuel B — energy in one unit10 kWh
  • Fuel B — efficiency of the appliance90 %
  • Yearly saving of the cheaper one363
  • Cheaper way to heatFuel A
  • Fuel A — cost of one kWh of heat0.0980
  • Fuel B — cost of one kWh of heat0.1222
  • Fuel A — cost over a year1471
  • Fuel B — cost over a year1833
  • Fuel A — units burned in a year3676
  • Fuel B — units burned in a year1667
  • Price of fuel B at which both cost the same0.882

Limitations

  • Prices and emission factors are yours to enter. The tool ships with no tariff table and assumes nothing about your country or supplier, so change the defaults to match your own bill.
  • Coverage and consumption figures vary between products. Take the values from the manufacturer's datasheet for the product you are actually using.