Lab Assignment

Sonahana
Lab22.pdf

Lab 2: Globally-Averaged Temperature

Introduction

Since the 19th Century, surface weather stations have recorded temperatures at various locations

around the world. Only the land portions of the globe are sampled in this way, and the density of

stations is greatest in the industrialized nations. Since about 1867, the number and distribution of

stations has been large enough to provide an adequate (though not perfect; the sampling error is

about 0.07 °C) sample of global surface temperature variations from year to year. This record

provides the best documentation of recent global climate change and is at the center of the debate

over humankind's potential to modify Earth's climate. Satellites, with their global coverage, have

been recording a truer estimate of global temperature (in the lower troposphere, not at the Earth's

surface) in recent years. However, satellite data exist only since 1980 and are not included in this

lab.

In this lab you will analyze the global temperature record from 1867 to the present. You will

evaluate long-term trends and shorter-term fluctuations, and you will look for evidence of the

impact of climate forcings and mechanisms of natural variability on the global surface

temperature.

Goal:​​ T​his lab is to give you a sense of the difficulties encountered in trying to extrapolate recent

temperature trends into the future, and the need for models to make reasoned predictions of

temperature change.

Part 1 (62 points)

A. Fluctuations of the global climate

Transfer the Globally Averaged Temperature file to Excel, save it as an Excel file, and examine

the contents. The data are saved in columns, with the year in column 1, monthly temperatures (in

degrees C) in columns 2-13, annual mean temperature in column 14, and seasonal mean

temperatures in columns 15-18 (e.g., DJF = December-January-February, which is the

climatological definition of Northern Hemisphere winter).

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

Task 1:​ ​Use the 10 non-successive years listed below to compare the annual temperature in each

year to that in the following year.

1. Use Excel to create a table for 10 non-successive years, following the format below ​(11

points):​

Table 1: Annual Temperature for 10 Non-Successive Years

Year Annual Mean (​°C​) Magnitude Abs Magnitude Trend

1910

1920

1930

1940

1950

1960

1970

1980

1990

2000

Overall Magnitude

2. What is the typical magnitude (= average of absolute magnitudes) of year-to-year global

temperature changes? ​(1 point)

3. Of your 10 years, how many times did the temperature increase/decrease in the following

year? ​(1 point)

4. Does it seem possible to predict whether next year is going to be warmer than this year

globally? ​(1 point)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

Task 2:​ Compare seasonal temperature data and time-series data.

1. Make a scatter plot of DJF temperature vs. JJA temperature (do not plot either one vs.

time) for the years 1880-2006. Add a linear trendline to the data and display the R^2

value under the legend. This plot is a perspective spanning much more than a human

lifetime; our personal perception of climate change in our daily lives tends to be based on

our experiences over the last few years. ​(6 points)

a. Include Title, axis titles, trendline, trendline equation, and R^2 value.

2. Now plot the DJF vs JJA data for the ​1990-2001​ only. ​(6 points)

a. Include Title, axis titles, trendline, trendline equation, and R^2 value.

3. Is the correlation strong or weak? ​(1 point)

4. Compare the slopes of the two trendlines from the DJF vs JJA plots (entire series vs.

1990-2001) in ​Table 2​. ​(1 point)

5. Can we predict with confidence what kind of summer will follow that winter? ​(1 point)

a. Compare the R^2 values to determine the confidence level of the correlation in

Table 2​.

Table 2: Seasonal Temperature and Time-Series Data

DJF vs JJA

(Entire)

DJF vs JJA

(1990~2001)

Annual Mean

(Entire)

Annual Mean

(1975~2006)

R^2

slope

B. Decadal-to-century variability and trends.

Task 3:​ ​compare entire data set with various time ranges.

1. Make a chart of annual temperature vs. time for the years 1880-2006; ​(6 points)

a. Include Title, axis titles, trendline, trendline equation, and R^2 value.

2. How would you describe the general appearance of this curve? ​(1 point)

3. How much warming has occurred over the entire time series? ​(1 point)

4. Now make a chart of annual temperature vs. time for only the years 1975-2006.​(6 points)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

a. Include Title, axis titles, trendline, trendline equation, and R^2 value.

5. How is the slope compared to the 1880-2006 curve in ​Table 2​? ​(1 point)

6. Carbon dioxide and other greenhouse gases have been increasing in concentration over

the 20th Century. Discuss what this has to do with the temperature time series you

examined. ​(1 point)

7. What are the 5 warmest years on record? The 5 coldest? ​(10 points)

Table 3: Warmest and Coldest Years on Record

5 Warmest Years 5 Coldest Years

8. Have we come anywhere close to having one of the coldest years on record during your

lifetime? ​(1 point)

9. How long a record is needed to see clear evidence of global warming? Why? ​(2 points)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

Part 2 (40 points)

C. Interannual Variability.

Following is a list of major volcanic eruptions since 1867 and the year that each occurred:

1883 Krakatau

1890 Unidentified

1902 Soufriere/Pelee

1902 Santa Maria

1912 Katmai

1963 Agung

1968 Fernandina Island

1982 El Chichon

1991 Pinatubo

Task 4:​ For any three of the above eruptions, note the average annual global temperature.

● Make 3 tables showing 3 volcano events including the average annual global temperature

for: (3 x 5 points)

○ the year in which the eruption occurred;

○ the year before the eruption;

○ the year after the eruption;

○ two years after the eruption;

○ and three years after the eruption.

Table 4: Volcanic Eruption

Eruption Year Annual Temperature (​°C​) Difference Trend

● What is the typical magnitude of the effect of volcanoes on global climate? (3 x 1 points)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

● What is the sign (warming or cooling) of the effect of volcanoes on global climate? (3 x 1

points)

● How long does it take for the climate to return to normal after a major eruption? (3 x 1

points)

Following is a list of ​El Niño years in recent times: 1951, 1953, 1957, 1963, 1965, 1969, 1973,

1977, 1983, 1987, 1991, 1997-1998, 2002-2003, 2006-2007. (For El Niño events starting near

Christmas time, the following year is listed, since that is when the peak temperature anomaly

usually occurs.)

Task 5:​ Choose three El Niño events (DON’t Choose the year of a major volcanic eruption).

● Make 3 tables showing 3 ENSO events including the average annual global temperature

for: (3 x 3 points)

○ for the ENSO year;

○ for the year before the ENSO;

○ and for the year after the ENSO (El Niño-Southern Oscillation).

Table 5: El Nino event

El Nino Year Annual T (C) Difference Trend

● What is the typical magnitude of the ENSO event? (3 x 1 points)

● What is the sign (warming or cooling) of the effect of ENSO event? (3 x 1 points)

● Can ENSO be detected in the global temperature even though it is basically a tropical

phenomenon? (1 point)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

Part 3 (24 points)

D. Regional Change:

Task 6:​ Go to the GISS website (​https://data.giss.nasa.gov/gistemp/​). Given the dataset

options available to you, decide which data set you should observe to determine the two

warmest years on record. Be sure to include which data set you observed and what you

observed in your results.

1. Make a scatter plot showing both data (from NY central park & Ashland) ​on the same

plot​; ​(5 points)

a. Label the NY central park data and Ashland data on the scatter plot;

2. Write down the ​hottest years​ for both stations in the table below; ​(4 points)

Table 6: New York vs Ashland

Warmest Year Warmest Temperature New York Ashland

Task 7:​ ​Next, click on the "Global Maps" dataset to observe the regional surface temperature

distribution for each of the two years you found above. Before you make each map, be sure that

you have selected all of the appropriate parameters. Your map type should be "anomalies," your

mean period should be "annual," and your time interval should span the chosen year. NOTE: If

oceans are set to "none," you will not be able to see data for the ocean.

1. Screenshot and paste the two figures for New York in your report; ​(2 points)

2. Screenshot the two figures for station Ashland; (2 points)

3. Are the annual regional anomaly distributions the same for the two years you observed?

(1 point)

4. What do the Zonal Mean vs. Latitude graphs under each map look like? (2 points)

5. Based on the observed maps and graphs for the two chosen years, what areas exhibit the

most warming and cooling? (4 points)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY

6. Can you explain the reason for features observed (or not observed) in the tropical Pacific

(lat: -45 to 45)? (2 points)

7. What anthropogenic and natural factors could influence the amount of warming over the

coming century? (2 points)

Contributor: Robert B. Schmunk, NASA / Goddard Institute for Space Studies, New York, NY