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Calculating Radiator Sizes UK

Radiator Size Formula:

\[ Size (m) = \frac{Load (kW)}{Output (W/m) \times 0.001} \]

kW
W/m

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1. What Is Radiator Sizing?

Radiator sizing involves calculating the appropriate length of radiator needed to heat a room effectively based on the heat load requirements and radiator output specifications.

2. How Does The Calculator Work?

The calculator uses the radiator size formula:

\[ Size (m) = \frac{Load (kW)}{Output (W/m) \times 0.001} \]

Where:

Explanation: The formula converts the room's heat load requirement into the appropriate radiator length based on the specific output of the radiator type.

3. Importance Of Correct Radiator Sizing

Details: Proper radiator sizing ensures efficient heating, prevents energy waste, maintains comfortable room temperatures, and avoids underheating or overheating issues.

4. Using The Calculator

Tips: Enter room heat load in kW and radiator output in W/m (typically 100-200 W/m for standard radiators at Δ50). Ensure all values are positive and within reasonable ranges.

5. Frequently Asked Questions (FAQ)

Q1: What is Δ50 in radiator specifications?
A: Δ50 refers to a 50°C temperature difference between the mean radiator temperature and room temperature, which is the standard testing condition for radiator output ratings.

Q2: How do I calculate room heat load?
A: Room heat load depends on room volume, insulation, window area, and location. Professional heat loss calculations are recommended for accurate results.

Q3: What is typical radiator output range?
A: Standard radiators typically output 100-200 W/m at Δ50, with variations based on radiator type (single/double panel, convector fins, etc.).

Q4: Can I use this for underfloor heating?
A: No, this calculator is specifically for radiator sizing. Underfloor heating requires different calculations based on floor construction and pipe spacing.

Q5: What if my radiator output is at different ΔT?
A: Radiator outputs vary with temperature difference. Consult manufacturer conversion charts or use correction factors for different operating conditions.

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