You can install:
install.packages('ggDoE')
if (!require("pak")) install.packages("pak")
pak::pak("toledo60/ggDoE")
With ggDoE you’ll be able to generate common plots used in Design of Experiments with ggplot2.
library(ggDoE)
The following plots are currently available:
The following datasets/designs are included in ggDoE as tibbles:
adapted_epitaxial: Adapted epitaxial layer experiment obtain from the book “Experiments: Planning, Analysis, and Optimization, 2nd Edition”
original_epitaxial: Original epitaxial layer experiment obtain from the book “Experiments: Planning, Analysis, and Optimization, 2nd Edition”
pulp_experiment: Reflectance Data, Pulp Experiment obtain from the book “Experiments: Planning, Analysis, and Optimization, 2nd Edition”
girder_experiment: Girder experiment obtain from the book “Experiments: Planning, Analysis, and Optimization, 2nd Edition”
aliased_design: D-efficient minimal aliasing design obtained from the article “Efficient Designs With Minimal Aliasing by Bradley Jones and Christopher J. Nachtsheim”
If you want to cite this package in a scientific journal or in any other
context, run the following code in your R
console
citation('ggDoE')
Warning in citation("ggDoE"): could not determine year for 'ggDoE' from package
DESCRIPTION file
To cite package 'ggDoE' in publications use:
Toledo Luna J (????). _ggDoE: Modern Graphs for Design of Experiments
with 'ggplot2'_. R package version 0.8, <https://ggdoe.netlify.app>.
A BibTeX entry for LaTeX users is
@Manual{,
title = {ggDoE: Modern Graphs for Design of Experiments with 'ggplot2'},
author = {Jose {Toledo Luna}},
note = {R package version 0.8},
url = {https://ggdoe.netlify.app},
}
I welcome feedback, suggestions, issues, and contributions! Check out the CONTRIBUTING file for more details.
Correlation matrix plot to visualize the Alias matrix
alias_matrix(design=aliased_design)
model <- lm(s2 ~ (A+B+C+D),data = adapted_epitaxial)
boxcox_transform(model,lambda = seq(-5,5,0.2))
Obtain the trace plot of the t-statistics after applying Boxcox transformation across a specified sequence of lambda values
model <- lm(s2 ~ (A+B+C)^2,data=original_epitaxial)
lambda_plot(model)
lambda_plot(model, lambda = seq(0,2,by=0.1))
data <- ToothGrowth
data$dose <- factor(data$dose,levels = c(0.5, 1, 2),
labels = c("D0.5", "D1", "D2"))
gg_boxplots(data,y = 'len',x = 'dose')
gg_boxplots(data,y = 'len',x = 'dose',
group_var = 'supp',
color_palette = 'viridis',
jitter_points = TRUE)
The default plots are 1-4
model <- lm(mpg ~ wt + am + gear + vs * cyl, data = mtcars)
gg_lm(model,which_plots=1:6)
model <- lm(ybar ~ (A+B+C+D)^4,data=adapted_epitaxial)
half_normal(model)
half_normal(model,method='Zahn',alpha=0.1,
ref_line=TRUE,label_active=TRUE,
margin_errors=TRUE)
Interaction effects plot between two factors in a factorial design
interaction_effects(adapted_epitaxial,response = 'ybar',
exclude_vars = c('s2','lns2'))
interaction_effects(adapted_epitaxial,response = 'ybar',
exclude_vars = c('A','s2','lns2'),
n_columns=3)
Main effect plots for each factor in a factorial design
main_effects(original_epitaxial,
response='s2',
exclude_vars = c('A','ybar','lns2'),
color_palette = 'viridis',
n_columns=3)
contour plot(s) that display the fitted surface for an rsm object involving two or more numerical predictors
heli.rsm <- rsm::rsm(ave ~ SO(x1, x2, x3, x4),
data = rsm::heli)
gg_rsm(heli.rsm,formula = ~x1+x2+x3+x4,
at = rsm::xs(heli.rsm))
Pareto plot of effects with cutoff values for the margin of error (ME) and simultaneous margin of error (SME)
model <- lm(lns2 ~ (A+B+C+D)^4,data=original_epitaxial)
pareto_plot(model)
pareto_plot(model,method='Zahn',alpha=0.1)
This function will output all two dimensional projections from a Latin hypercube design
set.seed(10)
X <- lhs::randomLHS(n=10, k=4)
pair_plots(X,n_columns=3,grid = TRUE)
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