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Heating BTU Per Sq Ft Calculator With Feet and Inches

BTU per sq ft Formula:

\[ \text{BTU per sq ft} = \frac{\text{BTU}}{(\text{Length (ft)} + \frac{\text{Length (in)}}{12}) \times (\text{Width (ft)} + \frac{\text{Width (in)}}{12})} \]

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1. What is BTU per sq ft?

BTU per square foot is a measurement of heating capacity relative to area size. It helps determine if a heating system is appropriately sized for a space.

2. How Does the Calculator Work?

The calculator uses the formula:

\[ \text{BTU per sq ft} = \frac{\text{BTU}}{(\text{Length (ft)} + \frac{\text{Length (in)}}{12}) \times (\text{Width (ft)} + \frac{\text{Width (in)}}{12})} \]

Where:

Explanation: The calculator converts all measurements to feet (including inches converted to decimal feet) before calculating the area and then divides the total BTU by this area.

3. Importance of BTU per sq ft Calculation

Details: Proper heating requires about 20-30 BTU per square foot in moderate climates. This calculation helps verify if your heating system is adequate for your space.

4. Using the Calculator

Tips: Enter the total BTU output of your heating system and the room dimensions in feet and inches. All values must be positive numbers.

5. Frequently Asked Questions (FAQ)

Q1: What is a good BTU per sq ft ratio?
A: Typically 20-30 BTU/sq ft for moderate climates, 30-40 BTU/sq ft for colder regions, and 15-20 BTU/sq ft for warmer areas.

Q2: How do I measure room dimensions accurately?
A: Measure wall to wall at the widest points, and include any alcoves or recesses in your measurements.

Q3: Should I include closet space in my calculation?
A: Only include spaces you want to heat. Small closets can usually be excluded, but larger storage areas should be included.

Q4: What if my room has high ceilings?
A: For ceilings over 8 feet, multiply the area by (ceiling height ÷ 8) to account for the additional volume.

Q5: Does this calculation work for cooling systems too?
A: While the principle is similar, cooling requirements are typically less (about 20 BTU/sq ft) due to different heat transfer dynamics.

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