library(plyr)
library(ggplot2)
library(scales)
manaugfeb<-read.table('ManAugtoFeb.csv', row.names=1)
#read in data, first change column names and remove data name in excel to make it work
head(manaugfeb)
## V2 V3 V4
## 1 8/17/2013 10:00 21.28
## 2 8/17/2013 10:15 21.66
## 3 8/17/2013 10:30 21.86
## 4 8/17/2013 10:45 22.14
## 5 8/17/2013 11:00 22.24
## 6 8/17/2013 11:15 22.24
manaugfeb<-rename(manaugfeb, c("V2"="Date",'V3'='Time','V4'='Temp'))
#rename columns
manaugfeb$Date<-as.Date(manaugfeb$Date, "%m/%d/%Y")
#tell R that these are dates
tmptst<-ddply(manaugfeb,.(Date),summarise, mean_temp=mean(Temp,na.rm=T))
#creates mean temperature per date using summary statistics and ddply
plot(mean_temp~Date,data=tmptst)
![plot of chunk unnamed-chunk-1 plot of chunk 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)
manfebmay<-read.table('ManchesterFebtoMay2014.csv', row.names=1)
manmayjun<-read.table('ManchesterMaytoJun14.csv', row.names=1)
manjunjul<-read.table('ManchesterJuntoJul14.csv', row.names=1)
#entered in all other CSVs
manfebmay<-rename(manfebmay, c("V2"="Date",'V3'='Time','V4'='Temp'))
manmayjun<-rename(manmayjun, c("V2"="Date",'V3'='Time','V4'='Temp'))
manjunjul<-rename(manjunjul, c("V2"="Date",'V3'='Time','V4'='Temp'))
#rename columns
manfebmay$Date<-as.Date(manfebmay$Date, "%m/%d/%Y")
manmayjun$Date<-as.Date(manmayjun$Date, "%m/%d/%Y")
manjunjul$Date<-as.Date(manjunjul$Date, "%m/%d/%Y")
#Date column as dates
many1<-rbind(manaugfeb,manfebmay,manmayjun,manjunjul)
#concats all temp data
#creates csv for manual editting in excel. Manual editting used to remove artifacts
many1edit<-read.csv("manY1.csv")
#reads in edited CSV to correct for outliers.
manjuloct<-read.table('ManchesterJultoOct2014.csv')
manaugoct<-read.table('ManchesterAugtoOct2014.csv')
#reads in new temp data from jul and aug to october 2014
manjuloct<-rename(manjuloct, c("V2"="Date",'V3'='Time','V4'='Temp'))
manaugoct<-rename(manaugoct, c("V2"="Date",'V3'='Time','V4'='Temp'))
#renames things
manjuloct$Date<-as.Date(manjuloct$Date, "%m/%d/%Y")
manaugoct$Date<-as.Date(manaugoct$Date, "%m/%d/%Y")
manoct<-merge(manjuloct, manaugoct,by=c("Date","Time","Temp"),all=T,sort=F)
manoct$Date<-as.Date(manoct$Date)
many1edit$Date<-as.Date(many1edit$Date)
many1edit2<-merge(many1edit,manoct, by=c("Date","Time","Temp"),all=T,sort=F)
#creates new data frame for all y1 temps
many1edit2$Date<-as.Date(many1edit2$Date)
#Dates as DATES in r
many1v3<-read.csv('many1v3_3.csv')
many1v3$Date<-as.Date(many1v3$Date,"%m/%d/%Y")
manmeantemp<-ddply(many1v3,.(Date),summarise,mean_temp=mean(Temp,na.rm=T))
#creates mean temp file
manmintemp<-ddply(many1v3,.(Date),summarise,min_temp=min(Temp,na.rm=T))
#creates min temp file
manmaxtemp<-ddply(many1v3,.(Date),summarise,max_temp=max(Temp,na.rm=T))
#creates max temp file
manmedtemp<-ddply(many1v3,.(Date),summarise,med_temp=median(Temp,na.rm=T))
#creates med temp file
ggplot(data=manmedtemp, aes(Date, med_temp, group=1))+geom_line(color="Sky Blue",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
#plots median temps
ggplot(data=manmintemp, aes(Date, min_temp, group=1))+geom_line(color="Sky Blue",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
#plots min temps
ggplot()+geom_line(data=manmeantemp, aes(Date,mean_temp, group=1), color="Sky Blue",size=1)+geom_line(data=manmintemp, aes(Date,min_temp,group=1),color="blue",size=1)+geom_line(data=manmaxtemp,aes(Date,max_temp,group=1),color="red",size=1)+geom_abline(intercept=12.5, slope=0,color="red", size=0.5)+labs(x="Date",y="Min|Max|Mean Temperatures(C)")+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
#plots all temps
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