| riddle.wheat | R Documentation |
Modified Latin Square experiments of wheat for two varieties and 2 years
data("riddle.wheat")
A data frame with 650 observations on the following 7 variables.
exptexperiment
strainstrain
repreplicate
rowrow (nested in column)
yearyear
yieldyield, grams
colcolumn (group of rows)
There was an experiment for "Baart" varieties in 1939 and another experiment for "White Federation" varieties in 1939. The experiments were repeated in 1940.
The experimental design is a Modified Latin Square. There are 5 reps, horizontal. There are 5 "columns". Each rep*column contains multiple plots Each strain is planted in a 16-foot row.
Field length: 5 reps * 16 feet
Field width: 25 or 30 rows, perhaps 0.5 feet between rows
Riddle & Baker note: Two strains, 5129 (Baart) and 1617 (White Federation) reversed their position from significantly LOWER in 1939 to significantly HIGHER than the general mean in 1940.
Riddle, O. C. and G. A. Baker. (1944). Biases encountered in large-scale yield tests. Hilgardia, 16, 1-14. https://doi.org/10.3733/hilg.v16n01p001
None
## Not run:
library(agridat)
data(riddle.wheat)
dat <- riddle.wheat
datb39 <- subset(dat, expt=="Baart" & year==1939)
datb40 <- subset(dat, expt=="Baart" & year==1940)
datw39 <- subset(dat, expt=="WhiteFed" & year==1939)
datw40 <- subset(dat, expt=="WhiteFed" & year==1940)
# Match table 4, sections a, b, d, e
anova(aov(yield ~ factor(rep) + factor(col) + strain, datb39))
anova(aov(yield ~ factor(rep) + factor(col) + strain, datb40))
anova(aov(yield ~ factor(rep) + factor(col) + strain, datw39))
anova(aov(yield ~ factor(rep) + factor(col) + strain, datw40))
libs(desplot)
# Show the huge variaion between reps
dat$yrexpt <- paste0(dat$year, dat$expt)
desplot(dat, yield ~ row*rep|yrexpt, tick=TRUE, out1=col, main="riddle.wheat",
aspect=(5*16)/(30*.5))
# Show the randomization was the same in each year (but not each expt).
desplot(dat, strain ~ row*rep|yrexpt, tick=TRUE, out1=col, main="riddle.wheat")
## End(Not run)
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