The "degree-day" is a way of estimating the energy used by a heating
or cooling system,
averaged over an entire year. For any locality, the National Weather
Service reports the
number of "degree-days" to date for the day, month, year and season
(heating or cooling
season). What does it mean?
Think of degree-days in the same way that we think of the "year-to-date"
rainfall. The number
of degree-days "year-to-date" is a rough measure of the running total
of time that your furnace has been on. The more degree-days in your locality,
the harder your heating (cooling) system has to work. From physics, we
know that the furnace has to supply more heat energy if the outside temperature
is much lower than the inside temperature.
Energy consumed by furnace (required to heat house) = constant x (average Tin-Tout)
For each day, add to the running total "degree-days" the number D:
D = 65-Tav (assumes the furnace on if Tav < 65)
Tav = the average temperature in a 24 hour period, roughly (Max Temp
+ Min Temp)/2.
If the result of (D-Tav) is less than zero, make it zero. In this
case, the furnace does not come on (and you might have a
"cooling" degree-day).
Example for one week (Fahrenheit): cool at beginning and end, sunny Wed-Fri.
Day
Min Temp Max Temp
Avg deg-days
Monday
45
55
50
15
Tuesday
50
60
55
10
Wednesday
55
65
60
5
Thursday
60
70
65
0
Friday
65
75
70
0
Saturday
55
65
60
5
Sunday
50
60
55
10
Total degree-days for this week: 45
The furnace did not come on Thursday and Friday.
The average temperature for the entire week is:
(50+55+60+65+70+60+55)/7 = 59.3 degrees F
If the temperature were 59.3 degrees night and day for a week, the furnace
would
be on all the time and would be working less hard (against a smaller
average
Tin-Tout), but the furnace would consume the about the same amount
of energy
if the average temperature were 59.3 degrees night and day for a week.
Note: 7*(65-59.7) gives 40 degree-days, because the calculations are
a bit different.
In the first method, you ignore all days in which the temperature is
greater than 65, but
in the second method, they do contribute to the average temperature.
The same works for "cooling" degree days, except that you figure:
Add to the running total cooling degree days (Tav - 65), if Tav>65.
The AC doesn't come on unless the average temperature exceeds 65 F