Content
The tutorial will guide from beginner level (level 1) to the Pro level in barplot and boxplot. Some of the functions used in this tutorial are introduced in the scatter plot tutorial, Below is the list of topics that are covered in this page.
- Simple barplot using ggplot
- Edit color and format of barplot
- Barplot by group
- Order variables in barplot
- Barplot in multiple panels
- Export ggplot image
- Simple boxplot using ggplot
- Edit format of boxplot
- Boxplot by group
- log10 scale
# We will use "iris" dataset that comes in R by default. Check the data
summary(iris)
## Sepal.Length Sepal.Width Petal.Length Petal.Width
## Min. :4.300 Min. :2.000 Min. :1.000 Min. :0.100
## 1st Qu.:5.100 1st Qu.:2.800 1st Qu.:1.600 1st Qu.:0.300
## Median :5.800 Median :3.000 Median :4.350 Median :1.300
## Mean :5.843 Mean :3.057 Mean :3.758 Mean :1.199
## 3rd Qu.:6.400 3rd Qu.:3.300 3rd Qu.:5.100 3rd Qu.:1.800
## Max. :7.900 Max. :4.400 Max. :6.900 Max. :2.500
## Species
## setosa :50
## versicolor:50
## virginica :50
##
##
##
# Lets say we want to create a barplot of the mean Petal Length under each Species
# Calculating mean for each Species
df = aggregate(iris[,1:4], by = list(iris$Species), FUN = mean)
df
## Group.1 Sepal.Length Sepal.Width Petal.Length Petal.Width
## 1 setosa 5.006 3.428 1.462 0.246
## 2 versicolor 5.936 2.770 4.260 1.326
## 3 virginica 6.588 2.974 5.552 2.026
# Typical barplot
barplot(Petal.Length~Group.1, data = df,xlab = c('Species'), ylab = c('Petal Length'))
![](data:image/png;base64,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)
Bar plot using ggplot
Level 1: Simple ggplot
library(ggplot2)
## Warning: package 'ggplot2' was built under R version 4.0.3
ggplot(df, aes(x = Group.1, y = Petal.Length)) +
geom_bar(stat="identity") +
xlab('Species') + ylab('Petal Length')
![](data:image/png;base64,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)
Level 3: Barplot by group
- To plot multiple variables in the same barplot, we need to arrange the data in a suitable format.
- Lets first see how the iris data looks like after rearranging. It would be easier to explain from that.
- We will use a function called melt under the library “reshape2”.
library(reshape2) # if not installed, then install using install.packages('reshape2')
md.df = melt(df, id.vars = c('Group.1'))
# md.df has three columns where we brought all variables in same column and all Species info in the same column.
head(md.df)
## Group.1 variable value
## 1 setosa Sepal.Length 5.006
## 2 versicolor Sepal.Length 5.936
## 3 virginica Sepal.Length 6.588
## 4 setosa Sepal.Width 3.428
## 5 versicolor Sepal.Width 2.770
## 6 virginica Sepal.Width 2.974
p = ggplot(md.df, aes(x = Group.1, y = value, group = variable, fill = variable)) +
geom_bar(stat="identity",color='black', position = "dodge") +
xlab('Species') + ylab('Values') + theme_bw()+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
ggtitle("Barplot by group")
p1 = p + scale_fill_discrete(name = "Characteristics", labels = c("Sepal Length", "Sepal Width", "Petal Length", "Petal Width"))
grid.arrange(p, p1, ncol=2)
![](data:image/png;base64,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)
Level 4: Order variables in barplot
- There are multiple ways to order barplot by variables. I found the following method the easiest.
# use the following three lines of code to order the plot. Here, tmp stores the desired order
tmp = c("virginica","setosa","versicolor")
md.df2 = md.df[order(match(md.df$Group.1, tmp)),]
md.df2$Group.1 = factor(as.character(md.df2$Group.1), levels = unique(md.df2$Group.1))
ggplot(md.df2, aes(x = Group.1, y = value, group = variable, fill = variable)) +
geom_bar(stat="identity",color='black', position = "dodge") +
xlab('Species') + ylab('Values') + theme_bw()+
ylim(0,8)+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
ggtitle("Order variables in barplot")+
geom_text(aes(label=value), vjust=-0.3, size=4, # adding values
position = position_dodge(0.9))
![](data:image/png;base64,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)
Level 5: Barplot in multiple panels
- Use facet_wrap() function to plot in multiple panels.
p = ggplot(md.df, aes(x = Group.1, y = value, fill = variable)) +
geom_bar(stat="identity",color='black', position = "dodge") +
xlab('Species') + ylab('Values') + theme_bw()+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5),
legend.position = 'none')+ #removing legend
ggtitle("Barplot in multiple panels")+
facet_wrap(~ variable, ncol = 2)
p
![](data:image/png;base64,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)
Export ggplot image
#setting working directory to export image.
setwd('C:/sarfaraz/Project_R_tutorials/R-tutorial/R_beginner_part3_files/')
ggsave(p,filename="barplot.png",
width = 20, height = 15, units = "cm")
Boxplot using ggplot
# Typical boxplot
boxplot(Petal.Length~Species, data = iris, xlab = c('Species'), ylab = c('Petal Length'))
![](data:image/png;base64,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)
Level 1: Simple ggplot
ggplot(iris, aes(x = Species, y = Petal.Length)) +
geom_boxplot() +
xlab('Species') + ylab('Petal Length')
![](data:image/png;base64,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)
Level 2: Edit format, axis, title
Stepwise tutorial of editing each item is shown in an earlier tutorial on scatter plot Here, the functions are directly applied.
p = ggplot(iris, aes(x = Species, y = Petal.Length, fill = Species)) +
geom_boxplot() +
xlab('Species') + ylab('Petal Length') + theme_bw()+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=90, hjust=.5, vjust = 0.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
scale_y_continuous(breaks = seq(0, 8, by=1), limits=c(0,8))+
ggtitle("Boxplot using ggplot")
# Draw a horizontal line using geom_hline(). Vertical line can be drawn using geom_vline(). The legend can be removed using theme(legend.position = "none").
p1 = p + geom_hline(yintercept=3.5, linetype="dashed",
color = "red", size=1)+
theme(legend.position = "none") +
labs(title = "Horizontal line + no legend",
subtitle = "subtitle here",
caption = 'caption here')+
theme(
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(color = "red", size = 11, face = "bold"),
plot.subtitle = element_text(color = "blue", size = 9),
plot.caption = element_text(color = "black", face = "italic")
)
# Manual change in axis values in the following way. Here, 2, 4 and 7 are replaced with a, b and c. User can input other names and break intervals
p2 = ggplot(iris, aes(x = Species, y = Petal.Length, fill = Species)) +
geom_boxplot() +
xlab('Species') + ylab('Petal Length') + theme_bw()+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
theme(legend.position = "none") +
scale_y_continuous(breaks=c(2,4,7),
labels=c("a","b","c"))+
scale_x_discrete(breaks=c('setosa','versicolor','virginica'),
labels=c("type1","type2","type3"))+
ggtitle("Manually change axis labels")+
theme(plot.title = element_text(color = "black", size = 11, face = "bold"))
library(gridExtra)
grid.arrange(p, p1,p2, ncol=3)
![](data:image/png;base64,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)
Level 3: Boxplot by group
- To plot multiple variables in the same boxplot, we need to arrange the data in a suitable format.
- Lets first see how the iris data looks like after rearranging. It would be easier to explain from that.
- We will use a function called melt under the library “reshape2”.
library(reshape2) # if not installed, then install using install.packages('reshape2')
md.df = melt(iris, id.vars = c('Species'))
# md.df has three columns where we brought all variables in same column and all Species info in the same column.
head(md.df)
## Species variable value
## 1 setosa Sepal.Length 5.1
## 2 setosa Sepal.Length 4.9
## 3 setosa Sepal.Length 4.7
## 4 setosa Sepal.Length 4.6
## 5 setosa Sepal.Length 5.0
## 6 setosa Sepal.Length 5.4
p = ggplot(md.df, aes(x = Species, y = value, fill = variable)) +
geom_boxplot() +
xlab('Species') + ylab('Values') + theme_bw()+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
ggtitle("Boxplot by group")+
scale_fill_discrete(name = "Characteristics", labels = c("Sepal Length", "Sepal Width", "Petal Length", "Petal Width"))
p1 = p +
geom_jitter(position=position_dodge(0.8))+
ggtitle("Boxplot with point jitters")
grid.arrange(p, p1, ncol=2)
![](data:image/png;base64,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)
Level 4: Log scale
Here, a boxplot is presented that has y-axis in log scale. To do so, I have first created a dataset that has high order values and then created the boxplot.
head(iris)
## Sepal.Length Sepal.Width Petal.Length Petal.Width Species
## 1 5.1 3.5 1.4 0.2 setosa
## 2 4.9 3.0 1.4 0.2 setosa
## 3 4.7 3.2 1.3 0.2 setosa
## 4 4.6 3.1 1.5 0.2 setosa
## 5 5.0 3.6 1.4 0.2 setosa
## 6 5.4 3.9 1.7 0.4 setosa
df = data.frame(Species = iris[,c('Species')], s.length = iris[,c('Sepal.Length')])
# Converting the data to higher order for plotting convenience.
df$s.length = 10^(df$s.length)
p = ggplot(df, aes(x = Species, y = s.length)) +
geom_boxplot( fill="#56B4E9") +
xlab('Species') + ylab('Values') + theme_bw()+
scale_y_log10(limits=c(1000,80000000), )+
theme(text = element_text(size=16),
axis.text.x = element_text(angle=0, hjust=.5),
plot.title = element_text(hjust = 0.5),
plot.subtitle = element_text(hjust = 0.5))+
ggtitle("Y-axis in log scale")
p
![](data:image/png;base64,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)