bambooleaves | R Documentation |
The data consist of the boundary data of six leaves of P. incarnata sampled at Nanjing Forestry University campus in early December 2016.
data(bambooleaves)
In the data set, there are three columns of variables: Code
, x
, and y
.
Code
saves the codes of individual leaves;
x
saves the x
coordinates of the leaf boundary in the Cartesian coordinate system (cm);
and y
saves the y
coordinates of the leaf boundary in the Cartesian coordinate system (cm).
Lin, S., Shao, L., Hui, C., Song, Y., Reddy, G.V.P., Gielis, J., Li, F., Ding, Y., Wei, Q., Shi, P. (2018) Why does not the leaf weight-area allometry of bamboos follow the 3/2-power law? Frontiers in Plant Science 9, 583. \Sexpr[results=rd]{tools:::Rd_expr_doi("10.3389/fpls.2018.00583")}
Shi, P., Ratkowsky, D.A., Li, Y., Zhang, L., Lin, S., Gielis, J. (2018) General leaf-area geometric formula exists for plants - Evidence from the simplified Gielis equation. Forests 9, 714. \Sexpr[results=rd]{tools:::Rd_expr_doi("10.3390/f9110714")}
data(bambooleaves)
uni.C <- sort( unique(bambooleaves$Code) )
ind <- 1
Data <- bambooleaves[bambooleaves$Code==uni.C[ind], ]
x0 <- Data$x
y0 <- Data$y
dev.new()
plot( x0, y0, asp=1, type="l", cex.lab=1.5, cex.axis=1.5,
xlab=expression(italic("x")), ylab=expression(italic("y")) )
length(x0)
Res1 <- adjdata(x0, y0, ub.np=600, len.pro=1/20)
dev.new()
plot( Res1$x, Res1$y, asp=1, cex.lab=1.5, cex.axis=1.5, type="l",
xlab=expression(italic("x")), ylab=expression(italic("y")) )
graphics.off()
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