In [1]:
# rm(list=ls()) 
options(OutDec = ",")
#===============================================================================
In [2]:
#===============================================================================
# Dados da Tabela 2.4b - Figura 2.10
#===============================================================================
dados <- read.csv("../dados/Tabela-2-4b.csv",sep=";",dec=",",header=F)
dados <- as.vector(unlist(dados))
print(dados)
 [1]  998,011 1001,324  997,659  999,296  997,800 1001,324 1007,074  994,580
 [9]  993,374 1000,326  998,153 1002,185  998,563  997,457 1001,253 1005,057
[17]  991,500 1004,308 1001,356  996,461 1003,754 1002,167  993,962  998,424
[25] 1004,081  997,800 1001,520 1003,345  997,844 1000,909 1007,354 1002,166
[33]  999,103  999,303 1002,819 1002,425  995,085  995,936 1003,320 1009,477
In [3]:
#===============================================================================
# Definindo os limites de controle de X.
# Observação: aprenderemos a calcular estes limites ao longo da disciplina.
#===============================================================================
LSC.X <- 1015
LM.X  <- 1000
LIC.X <-  985
In [4]:
#===============================================================================
# Gráfico de controle de X.
#===============================================================================
par(mfrow=c(1,1),lwd=2.0,cex.lab=1.5,cex.axis=1.5,lab=c(10,7,5),
    mar=c(5,5,2,2.5),xpd=T,cex.main=2.0,bty="n")
plot(1:40,dados,type="l",lwd=2,col="darkblue",main="",xlim=c(0,45),
     ylim=c(975,1025),xlab="Número da observação",ylab=paste(expression(X)," (mL)",""))
points(1:40,dados,pch=16,cex=2,col="darkblue")
lines(0:42,rep(LSC.X,43),lwd=3,col="red",lty=2)
lines(0:42,rep(LM.X,43), lwd=3,col="red",lty=3)
lines(0:42,rep(LIC.X,43),lwd=3,col="red",lty=2)
text(45,LSC.X,"LSC",cex=1.5,lwd=2)
text(45,LM.X, "LM", cex=1.5,lwd=2)
text(45,LIC.X,"LIC",cex=1.5,lwd=2)
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In [5]:
#===============================================================================
# Fim
#===============================================================================