The Average Value Method is a way of determining heat loss from any structure. Heat loss from a structure can be calculated by using average values for four basic factors. These four factors and their assigned values are:

- Wall factor (.32 Btu)
- Contents factor (.02 Btu)
- Glass factor (1 Btu)
- Radiation factor (240 Btu)

Each of these four factors is based on a 1°F. temperature difference and must be multiplied by the *design* temperature difference obtained for the structure and it’s geographical location.

The average value for each factor represents the amount of heat (in Btu’s) that will pass through one square foot of the material in one hour. Thus .32 Btu will pass through a *square foot* of ordinary brick wall, or through a wall where the average frame construction is used *in one hour*. It should be stressed that these are *average* values useful in a simple and quick way of calculating heat loss. The wall factor of .32 Btu’s varies for different kinds of walls, and heat loss calculations based on the use of average values will only be approximately accurate. More precise heat loss calculations can be made by using coefficients of heat transmission (U-factors).

The glass factor (1 Btu) is used to represent the amount of heat that will pass through one square foot of glass in an hour.

The radiation factor (240 Btu) was originally used to represent the amount of heat in Btu given off by an ordinary freestanding cast iron radiator on the basis of the square-foot area of heating surface per hour under average conditions. The average value of the radiation factor was based upon repeated test observations that the amount of heat given off by ordinary cast iron radiators per degree difference in temperature between the steam (or water) in the radiator and the air surrounding the radiator is about 1.6 Btu per square foot of heating surface. Taking this as a basis, a steam radiator under 2 1/2 lbs. pressure corresponds approximately to 220°F. and when surrounded by air having a 70°F. inside air temperature gives off heat at a rate of 240 Btu (220 – 70 x 1.6 = 240 Btu).

Radiators became so varied in design (with corresponding variations in sizes of heating surface areas) that it became necessary to regard 240 Btu as a standard value.

Hot-water heating systems are planned on the basis of the Btu per hour capacity of each heat-emitting unit. In steam heating systems, the radiation to be used is selected on the basis of the square foot EDR (Equivalent Direct Radiation) capacity of each unit. One square foot of EDR equals 240 Btu per hour. The EDR capacity of a space is expressed in square feet and may be determined by dividing the total heat required (expressed in Btu’s per hour) by 240. For example, a room requiring 12,000 Btu per hour to heat it would have a steam radiation requirement of 50square feet of EDR capacity.

The steps involved in determining heat loss with the average value method are:

- Decide upon the desired inside air temperature.
- Obtain the winter outside design temperature of the location of the structure from published lists or a local weather bureau.
- Determine the design temperature difference (the difference between the temperatures found in Steps 1 and 2).
- Calculate the volume of the structure or space.
- Calculate the total area (in square feet) of window glass.
- Calculate the total area of wall surface exposed to the outdoors.
- Deduct the total are of window glass (Step 5) from the total area of wall surface exposed to the outdoors (Step 6).
- Multiply the volume of the structure or space (Step 4) by the contents factor (.02) to determine the Btu required to raise the temperature of the volume an amount equal to the design temperature difference (Step 3).
- Multiply the
*net* wall surface area (Step 7) by the wall factor (.32) to determine heat loss through the walls.
- Multiply the total window glass surface area (Step 5) by the glass factor (1) to determine heat loss through glass.
- Add the figures obtained in Steps 8-10 to obtain the total heat loss per hour for the structure or space (this is equal to the total heat
*required*per hour).

The eleven steps outlined above might be more clearly understood if shown in an example.

Let’s assume that you must calculate the heat loss for a space 14 ft. wide X 14 ft. long X 9 ft. high. 60 sq. ft. of window glass is equally divided between two exposed walls. The inside desired temperature is 70°F. and the winter outside design temperature is -10°F. Your procedure (corresponding step-by-step to those outlined above is as follows:

- 70°F. inside desired temperature.
- -10°F. winter outside design temperature.
- 80°F. design temperature difference.
- 1764 cu. Ft. volume (14 X 14 X 9).
- 60 sq. ft. of glass.
- 252 sq. ft. of wall surface exposed (2 sides) to the outdoors (14 + 14) X 9 = 252).
- 192 sq. ft. of
*net* wall surface exposed (252 – 60 = 192).
- 2822.4 Btu (1764 X .02 X 80).
- 4915.2 Btu (60 X 1 X 80).
- 4800 Btu (60 X 1 X 80).
- 12,537.6 (2822.4 + 4915.2 + 4800).