library(plotrix)
venn_data_index <- list.files(path = "./", pattern = "^venn_data")
venn_data <- import(venn_data_index)
sample_id <- colnames(venn_data)
otu_id <- unique(venn_data[,1])
otu_id <- otu_id[otu_id != '']
core_otu_id <- otu_id
otu_num <- length(otu_id)
## 3.遍历数据文件获取数据
for (i in 2:ncol(venn_data)) {
otu_id <- unique(venn_data[,i])
otu_id <- otu_id[otu_id != '']
core_otu_id <- intersect(core_otu_id, otu_id)
otu_num <- c(otu_num, length(otu_id))
}
core_num <- length(core_otu_id)
ellipse_col <- c('#6181BD4E','#F348004E','#64A10E4E','#9300264E','#464E044E','#049a0b4E','#4E0C664E','#D000004E','#FF6C004E','#FF00FF4E','#c7475b4E','#00F5FF4E','#BDA5004E','#A5CFED4E','#f0301c4E','#2B8BC34E','#FDA1004E','#54adf54E','#CDD7E24E','#9295C14E')
## 5.创建绘图函数：flower_plot()
flower_plot <- function(sample, otu_num, core_otu, start, a, b, r, ellipse_col, circle_col) {
par( bty = 'n', ann = F, xaxt = 'n', yaxt = 'n', mar = c(1,1,1,1))
plot(c(0,10),c(0,10),type='n')
n <- length(sample)
deg <- 360 / n
res <- lapply(1:n, function(t){
draw.ellipse(x = 5 + cos((start + deg * (t - 1)) * pi / 180),
y = 5 + sin((start + deg * (t - 1)) * pi / 180),
col = ellipse_col[t],
border = ellipse_col[t],
a = a, b = b, angle = deg * (t - 1))
text(x = 5 + 2.5 * cos((start + deg * (t - 1)) * pi / 180),
y = 5 + 2.5 * sin((start + deg * (t - 1)) * pi / 180),
otu_num[t])
if (deg * (t - 1) <180 &° * (t - 1) >0 ) {
text(x = 5 + 3.3 * cos((start + deg * (t - 1)) * pi / 180),
y = 5 + 3.3 * sin((start + deg * (t - 1)) * pi / 180),
sample[t],
srt = deg * (t - 1) - start,
adj = 1,
cex = 1
)
} else {
text(x = 5 + 3.3 * cos((start + deg * (t - 1)) * pi / 180),
y = 5 + 3.3 * sin((start + deg * (t - 1)) * pi / 180),
sample[t],
srt = deg * (t - 1) + start,
adj = 0,
cex = 1
)
}
})
draw.circle(x = 5, y = 5, r = r, col = circle_col, border = NA)
text(x = 5, y = 5, paste('Core:', core_otu))
}
png('flower.png', width = 1500, height = 1500, res = 200, units = 'px')
flower_plot(sample = sample_id, otu_num = otu_num, core_otu = core_num,
start = 90, a = 0.5, b = 2, r = 1, ellipse_col = ellipse_col, circle_col = 'white')
dev.off()
pdf('flower.pdf', width = 15, height = 15)
flower_plot(sample = sample_id, otu_num = otu_num, core_otu = core_num,
start = 90, a = 0.5, b = 2, r = 1, ellipse_col = ellipse_col, circle_col = 'white')
dev.off()
1、r(θ)=a*coskθ或r(θ)=asinkθ。2、如果k是整数，当k是奇数时那么曲线将会是k个花瓣，当k是偶数时曲线将是2k个花瓣。
3、如果k为非整数，将产生圆盘(disc)状图形，且花瓣数也为非整数。注意：该方程不可能产生4的倍数加2(如2，6，10??)个花瓣。变量a代表玫瑰线花瓣的长度。以上就是matlab中求内外花瓣线的方法。
