The cooperative observing network in the United
States has existed since 1890. During this time, volunteers across
the country have taken daily weather observations and reported
their data to the federal weather service (currently, the local
National Weather Service office). Typical data from these "co-op" stations
include a 24-hour maximum and minimum temperature, a 24-hour rainfall
or snowfall total, and the current temperature. The maximum and
minimum temperatures of a given day are averaged to obtain the
mean daily temperature. The mean daily temperatures are averaged
over a 30-year period for every day of the year, then these results
are fit to a curve to obtain the "normal" daily temperature. A
similar process is completed to calculate the normal precipitation.
These normals are used in climatological records.
Objectives
Objectives
- To determine the accuracy of the cooperative observer network.
- To understand the impact of data reporting interval on the climate record.
- Obtain sets of hourly ARM air temperature data for a 24-hour period beginning and ending at 6 AM. Using WxScope, create a table of these data.
- Give each student data from a different day or a different site.
- This lesson examines the accuracy of an observing frequency of once per day.
| PROCEDURE 1. What is the maximum temperature for the 24-hour period? What is the minimum temperature for the 24-hour period? 2. Average the maximum and minimum temperatures to obtain the "mean daily temperature" at your simulated "co-op" station. (By averaging the maximum and minimum temperatures from your 24-hour data, you are simulating how the mean daily temperature is computed for the nation's cooperative observing stations.) 3. Average all 24 hourly temperatures to obtain the mean daily temperature as computed at a National Weather Service station. 4. Calculate the difference between the two mean daily temperatures. QUESTIONS 1. How do the two mean daily temperatures compare? Is one noticeably higher than the other? 2. Compare the differences among the class. Is there a trend in what type of averaging obtains higher results? 3. Which method of averaging is more accurate? Why? 4. How might the method of averaging the temperature data affect the climate record of the U.S.? 5. What type of weather events would likely result in large differences between the two methods of averaging? Why? 6. What type of weather events would likely result in small differences between the two methods of averaging? Why? |
PREREQUISITES
(Per person):
Climate Cooperative Observing Network Mean daily temperature Normal temperature Weather CORE CURRICULUM SKILLS APPLIED IN THIS LESSON
|