2000-2001 Small Grains Performance Tests

The Georgia Agricultural Experiment Station
College of Agricultural and Environmental Sciences
The University of Georgia

Research Report Number 673
August 2001

Summary of Oat Yields:
Georgia, 2000-2001 with Two- and Three-Year Averages
Yield1
South2 North3 Statewide
Brand-Variety 2001 2-Year
Average
3-Year
Average
  2001 2-Year
Average
3-Year
Average
  2001 2-Year
Average
3-Year
Average
--------------------------------------------------- bu/acre ----------------------------------------------------
Arkansas Co. 604                  93.2    .    .  50.9    .    .   76.3    .    .
Brooks                           87.8    .    .  54.4    .    .   74.4    .    .
Chapman                        110.6 109.1   97.1    .    .    .    .    .    .
FLX474-1-B2-8-W1 113.2    .    .  85.3    .    . 102.0    .    .
Harrison                       115.2 110.6    .  93.5   93.1    . 106.5 103.6    .
Horizon 314                    107.1 108.6   97.7  80.7 101.7  83.0   96.5 105.9  91.8
Iapar I-61                        .    .    .    .    .    .    .    .    .
LA90113AFL2-1-19-3  108.0 113.4 106.9  88.9   99.8  84.2 100.4 108.0  97.8
LA9339E45                        89.7    .    .  77.8    .    .   85.0    .    .
LA9344E10                        94.7    .    .  72.0    .    .   85.6    .    .
NK-Coker 227                   113.7    .    .  57.3    .    .   91.1    .    .
NK-Coker 820                   113.9    .    .  60.9    .    .   92.7    .    .
Rodgers                        102.5 107.9   97.5  65.3   89.0  73.9   87.7 100.3  88.1
SC910337                       107.2   98.8    .  52.6   68.3    .   85.3   86.6    .
SS76-30                           .    .    .  49.5   58.3  48.6    .    .    .
Average                        104.4 108.1  99.8  68.4   85.0  72.4   90.3 100.9  92.6
LSD at 10% Level 7.2   N.S.4   N.S.  16.4  12.5  11.0  7.4 5.7  5.4
Std. Err. of Entry Mean 2.3 1.6  1.4    6.9  4.3  3.3    3.1 2.0  1.8
1.  Yields calculated at 32 pounds per bushel at 12.5% moisture.
2.  Tifton, Plains, and Midville.
3.  Griffin and Calhoun.
4.  The F-test indicated no statistical difference at the alpha = 0.1 probability level; therefore, an LSD value was not
     calculated.
Bolding indicates entries yielding equal to highest yielding entry within a column based on Fisher's protected
LSD (P = 0.10).
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