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Florida’s Changing Sea Level
by Professor George A. Maul, Ph.D.
Department of Marine and Environmental Systems, Florida Institute of Technology Report:
(Annotated version)
Key West has the distinction of being the Western Hemisphere’s longest sea level record. It dates back to 1846, and although it has several multi-year gaps, it shows a long-term trend of rising sea level of about +2 mm per year. Records such as those at Key West are a measure of the ocean’s surface relative to fixed survey points on land called benchmarks, and is titled relative sea level (RSL). Changing sea level is a study of the inter-annual trends calculated by a linear least-squares fit to monthly or annual means as shown below for Key West (data from the Permanent Service for Mean Sea Level).
RSL is a combination of several factors including the rise or fall of the sea surface due to variations in salinity and/or temperature, vertical land motion, and changes in currents, winds, barometric pressure, bottom topography, long-period tides, etc. If the land is sinking, RSL will appear to be rising even if the water level isn’t changing height due to the other factors; similarly if the land is rising RSL will fall all other things being equal.
However these very preliminary data paint a general picture for Florida and that is sea level has been rising steadily for at least 160 years, and will most likely continue to do so into the future. Whether or not the rate of rise changes in a changing climate is not known from these data.
Year | Height (mm) | Year | Height (mm) | Year | Height (mm) | Year | Height (mm) |
1913 | 7025 | 1936 | 7076 | 1960 | 7124 | 1983 | 7159 |
1914 | 7013 | 1937 | 7094 | 1961 | 7111 | 1984 | 7162 |
1915 | 7013 | 1938 | 7053 | 1962 | 7125 | 1985 | 7165 |
1916 | 7025 | 1939 | 7063 | 1963 | 7089 | 1986 | 7198 |
1917 | 7043 | 1940 | 7033 | 1964 | 7046 | 1987 | 7174 |
1918 | 7016 | 1941 | 7046 | 1965 | 7086 | 1988 | 7156 |
1919 | 7016 | 1942 | 7092 | 1966 | 7113 | 1989 | 7131 |
1920 | 6991 | 1943 | 7088 | 1967 | 7116 | 1990 | 7150 |
1921 | 7034 | 1944 | 7086 | 1968 | 7080 | 1991 | 7219 |
1922 | 7022 | 1945 | 7061 | 1969 | 7107 | 1992 | 7202 |
1923 | 7000 | 1946 | 7107 | 1970 | 7107 | 1993 | 7195 |
1924 | 7003 | 1947 | 7136 | 1971 | 7113 | 1994 | 7196 |
1925 | 7009 | 1948 | 7162 | 1972 | 7150 | 1995 | 7209 |
1926 | 6991 | 1949 | 7096 | 1973 | 7189 | 1996 | 7140 |
1927 | 7027 | 1950 | 7091 | 1974 | 7153 | 1997 | 7183 |
1928 | 7007 | 1951 | 7082 | 1975 | 7168 | 1998 | 7178 |
1929 | 7022 | 1952 | 7102 | 1976 | 7104 | 1999 | 7231 |
1930 | 7031 | 1954 | 7091 | 1977 | 7125 | 2000 | 7211 |
1931 | 6988 | 1955 | 7095 | 1978 | 7150 | 2001 | 7172 |
1932 | 7034 | 1956 | 7092 | 1979 | 7144 | 2002 | 7206 |
1933 | 7066 | 1957 | 7116 | 1980 | 7156 | 2003 | 7182 |
1934 | 7022 | 1958 | 7102 | 1981 | 7147 | 2004 | 7188 |
1935 | 7052 | 1959 | 7107 | 1982 | 7159 | 2005 | 7215 |
After reading the article above, answer the following questions.
Identify the explanatory and response variables.
Construct a scatter plot of the dataset.
What relationship is revealed by the scatter plot?
Using technology, determine the linear correlation coefficient value.
What type of correlation is present based on the r value?
How strong does this correlation appear to be?
Using technology, determine the linear regression equation.
Using the linear regression equation, predict the sea level in Florida for the year 2010.
Can we use the linear regression equation to predict sea level for 2050?
Why/why not?