Loading GIS files
library(rgdal);library(sp)
setwd("D:/_Lab_Data/R/R_Labs")
# Import from csv
data<- "pts_data/tpedata.csv"
TPE<-read.table(data, header=TRUE, sep=",")
XCOOR<-TPE$X; YCOOR<-TPE$Y
proj <- CRS("+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0 +ellps=aust_SA +units=m +no_defs")
data.sp <- SpatialPointsDataFrame(coords=cbind(x=XCOOR,y=YCOOR), data=TPE, proj4string=proj)
plot(data.sp,pch=1, col="blue")
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
class(data.sp)
## [1] "SpatialPointsDataFrame"
## attr(,"package")
## [1] "sp"
proj4string(data.sp)
## [1] "+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0 +ellps=aust_SA +units=m +no_defs"
# data.sp@data: attribute Table
head(data.sp@data); str(data.sp@data);summary(data.sp@data)
## WEEK X Y
## 1 4 305197 2763877
## 2 42 306471 2764321
## 3 31 305461 2764674
## 4 8 305946 2764799
## 5 50 304515 2765329
## 6 33 305057 2765560
## 'data.frame': 63 obs. of 3 variables:
## $ WEEK: int 4 42 31 8 50 33 13 26 24 23 ...
## $ X : int 305197 306471 305461 305946 304515 305057 305413 303234 307774 307974 ...
## $ Y : int 2763877 2764321 2764674 2764799 2765329 2765560 2765936 2766068 2766142 2766376 ...
## WEEK X Y
## Min. : 2.0 Min. :296621 Min. :2763877
## 1st Qu.:20.5 1st Qu.:302113 1st Qu.:2768288
## Median :31.0 Median :303658 Median :2771004
## Mean :27.6 Mean :303856 Mean :2772446
## 3rd Qu.:37.5 3rd Qu.:305437 3rd Qu.:2777072
## Max. :51.0 Max. :310825 Max. :2781440
Time1<-data.sp@data$WEEK
# Import from Shapefiles
World <- readOGR(dsn = "shapefiles/World", layer = "country")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles/World", layer: "country"
## with 251 features and 11 fields
## Feature type: wkbPolygon with 2 dimensions
WorldCity <- readOGR(dsn = "shapefiles/World", layer = "CITIES")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles/World", layer: "CITIES"
## with 606 features and 4 fields
## Feature type: wkbPoint with 2 dimensions
summary(World)
## Object of class SpatialPolygonsDataFrame
## Coordinates:
## min max
## x -180 180.00
## y -90 83.62
## Is projected: FALSE
## proj4string :
## [+proj=longlat +datum=WGS84 +no_defs +ellps=WGS84 +towgs84=0,0,0]
## Data attributes:
## FIPS_CNTRY GMI_CNTRY CNTRY_NAME SOVEREIGN
## AA : 1 UMI : 6 Afghanistan : 1 United Kingdom: 16
## AC : 1 ISR : 3 Albania : 1 France : 13
## AF : 1 REU : 3 Algeria : 1 United States : 13
## AG : 1 NOR : 2 American Samoa: 1 Australia : 5
## AJ : 1 SJM : 2 Andorra : 1 New Zealand : 4
## AL : 1 ABW : 1 Angola : 1 Norway : 4
## (Other):245 (Other):234 (Other) :245 (Other) :196
## POP_CNTRY SQKM_CNTRY SQMI_CNTRY CURR_TYPE
## Min. :-1.00e+05 Min. : 2 Min. : 1 Dollar : 29
## 1st Qu.: 1.11e+05 1st Qu.: 717 1st Qu.: 277 Franc : 16
## Median : 3.08e+06 Median : 61937 Median : 23914 CFA Franc: 13
## Mean : 2.27e+07 Mean : 583961 Mean : 225467 Pound : 9
## 3rd Qu.: 1.13e+07 3rd Qu.: 350769 3rd Qu.: 135432 EC Dollar: 8
## Max. : 1.28e+09 Max. :16851940 Max. :6506534 (Other) :151
## NA's : 25
## CURR_CODE LANDLOCKED COLOR_MAP
## USD : 12 N:208 5 :35
## XOF : 11 Y: 43 4 :34
## FRF : 8 1 :33
## XCD : 8 8 :32
## AUD : 4 7 :31
## (Other):165 3 :30
## NA's : 43 (Other):56
class(World); class(WorldCity)
## [1] "SpatialPolygonsDataFrame"
## attr(,"package")
## [1] "sp"
## [1] "SpatialPointsDataFrame"
## attr(,"package")
## [1] "sp"
plot(World)
![plot of chunk unnamed-chunk-1 plot of chunk 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)
proj4string(World)
## [1] "+proj=longlat +datum=WGS84 +no_defs +ellps=WGS84 +towgs84=0,0,0"
head(World@data);str(World@data); summary(World@data)
## FIPS_CNTRY GMI_CNTRY CNTRY_NAME SOVEREIGN POP_CNTRY
## 0 AA ABW Aruba Netherlands 67074
## 1 AC ATG Antigua and Barbuda Antigua and Barbuda 65212
## 2 AF AFG Afghanistan Afghanistan 17250390
## 3 AG DZA Algeria Algeria 27459230
## 4 AJ AZE Azerbaijan Azerbaijan 5487866
## 5 AL ALB Albania Albania 3416945
## SQKM_CNTRY SQMI_CNTRY CURR_TYPE CURR_CODE LANDLOCKED COLOR_MAP
## 0 182.9 70.63 Florin AWG N 1
## 1 462.4 178.52 EC Dollar XCD N 2
## 2 641869.2 247825.70 Afghani AFA Y 3
## 3 2320972.0 896127.31 Dinar DZD N 3
## 4 85808.2 33130.55 Manat <NA> Y 4
## 5 28754.5 11102.11 Lek ALL N 6
## 'data.frame': 251 obs. of 11 variables:
## $ FIPS_CNTRY: Factor w/ 251 levels "AA","AC","AF",..: 1 2 3 4 5 6 7 8 9 10 ...
## $ GMI_CNTRY : Factor w/ 240 levels "ABW","AFG","AGO",..: 1 14 2 60 17 5 10 6 3 11 ...
## $ CNTRY_NAME: Factor w/ 251 levels "Afghanistan",..: 12 9 1 3 15 2 11 5 6 4 ...
## $ SOVEREIGN : Factor w/ 197 levels "Afghanistan",..: 123 7 1 3 12 2 9 4 5 185 ...
## $ POP_CNTRY : int 67074 65212 17250390 27459230 5487866 3416945 3377228 55335 11527260 53000 ...
## $ SQKM_CNTRY: num 183 462 641869 2320972 85808 ...
## $ SQMI_CNTRY: num 70.6 178.5 247825.7 896127.3 33130.6 ...
## $ CURR_TYPE : Factor w/ 101 levels "Afghani","Australia Dollar",..: 27 25 1 17 57 47 24 69 43 96 ...
## $ CURR_CODE : Factor w/ 156 levels "ADP","AED","AFA",..: 10 150 3 41 NA 4 NA 1 6 143 ...
## $ LANDLOCKED: Factor w/ 2 levels "N","Y": 1 1 2 1 2 1 2 2 1 1 ...
## $ COLOR_MAP : Factor w/ 8 levels "1","2","3","4",..: 1 2 3 3 4 6 7 8 1 2 ...
## FIPS_CNTRY GMI_CNTRY CNTRY_NAME SOVEREIGN
## AA : 1 UMI : 6 Afghanistan : 1 United Kingdom: 16
## AC : 1 ISR : 3 Albania : 1 France : 13
## AF : 1 REU : 3 Algeria : 1 United States : 13
## AG : 1 NOR : 2 American Samoa: 1 Australia : 5
## AJ : 1 SJM : 2 Andorra : 1 New Zealand : 4
## AL : 1 ABW : 1 Angola : 1 Norway : 4
## (Other):245 (Other):234 (Other) :245 (Other) :196
## POP_CNTRY SQKM_CNTRY SQMI_CNTRY CURR_TYPE
## Min. :-1.00e+05 Min. : 2 Min. : 1 Dollar : 29
## 1st Qu.: 1.11e+05 1st Qu.: 717 1st Qu.: 277 Franc : 16
## Median : 3.08e+06 Median : 61937 Median : 23914 CFA Franc: 13
## Mean : 2.27e+07 Mean : 583961 Mean : 225467 Pound : 9
## 3rd Qu.: 1.13e+07 3rd Qu.: 350769 3rd Qu.: 135432 EC Dollar: 8
## Max. : 1.28e+09 Max. :16851940 Max. :6506534 (Other) :151
## NA's : 25
## CURR_CODE LANDLOCKED COLOR_MAP
## USD : 12 N:208 5 :35
## XOF : 11 Y: 43 4 :34
## FRF : 8 1 :33
## XCD : 8 8 :32
## AUD : 4 7 :31
## (Other):165 3 :30
## NA's : 43 (Other):56
# Load Taiwan Shapefiles and Tables
TWN <- readOGR(dsn = "shapefiles", layer = "Townships", encoding="big5")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles", layer: "Townships"
## with 368 features and 5 fields
## Feature type: wkbPolygon with 2 dimensions
Flood <- readOGR(dsn = "shapefiles", layer = "flood50", encoding="big5")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles", layer: "flood50"
## with 5103 features and 5 fields
## Feature type: wkbPolygon with 2 dimensions
Schools <- readOGR(dsn = "shapefiles", layer = "tpecity_school", encoding="big5")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles", layer: "tpecity_school"
## with 198 features and 3 fields
## Feature type: wkbPoint with 2 dimensions
Tour <- readOGR(dsn = "shapefiles", layer = "TWN_Tour")
## OGR data source with driver: ESRI Shapefile
## Source: "shapefiles", layer: "TWN_Tour"
## with 943 features and 3 fields
## Feature type: wkbPoint with 2 dimensions
data<- "shapefiles/Townships_PopStat.csv"
Popn<-read.table(data, header=TRUE, sep=",")
Map Projections
# Robinson projection
wrld.rob <- spTransform(World, CRS("+proj=robin"))
plot(wrld.rob, col="green")
![plot of chunk unnamed-chunk-2 plot of chunk 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)
# conical equidistant projection
wrld.eqdc <- spTransform(World, CRS("+proj=eqdc +lat_0=0 +lon_0=0 +lat_1=90 +lat_2=90 +x_0=0 +y_0=0 +datum=WGS84 +units=m +no_defs"))
plot(wrld.eqdc)
![plot of chunk unnamed-chunk-2 plot of chunk 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)
# Azimuthal Equidistant projection
wrld.aeqd <- spTransform(World, CRS("+proj=aeqd +lat_0=90 +lon_0=0 +x_0=0 +y_0=0 +datum=WGS84 +units=m +no_defs"))
plot(wrld.aeqd, col="gray")
![plot of chunk unnamed-chunk-2 plot of chunk 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)
Thematic Mapping
names(World@data)
## [1] "FIPS_CNTRY" "GMI_CNTRY" "CNTRY_NAME" "SOVEREIGN" "POP_CNTRY"
## [6] "SQKM_CNTRY" "SQMI_CNTRY" "CURR_TYPE" "CURR_CODE" "LANDLOCKED"
## [11] "COLOR_MAP"
wrld.pop <- World@data$POP_CNTRY
library(GISTools)
shades <- auto.shading(wrld.pop/10e5, n=6)
choropleth(World,wrld.pop/10e5, shades, main="World Population")
plot(WorldCity, pch=21, bg="yellow", cex=0.7, add=T)
choro.legend(-217.1183,-13.80654,shades,cex=0.5, fmt="%3.1f",title='Popn(10e5)')
north.arrow(-212.9065, 14.57911, "N", len=5, col="light gray")
![plot of chunk unnamed-chunk-3 plot of chunk 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)
GIS Data Manipulation: Select by Attributes or Locations
summary(TWN)
## Object of class SpatialPolygonsDataFrame
## Coordinates:
## min max
## x 76911 350800
## y 2422336 2799447
## Is projected: TRUE
## proj4string :
## [+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0
## +ellps=aust_SA +units=m +no_defs]
## Data attributes:
## UNI_ID Town County Area
## Min. : 1.0 東區 : 4 高雄市 : 38 Min. : 1.0
## 1st Qu.: 92.8 北區 : 3 臺南市 : 37 1st Qu.: 30.0
## Median :184.5 大安區 : 2 屏東縣 : 33 Median : 54.0
## Mean :184.5 中山區 : 2 新北市 : 29 Mean : 98.4
## 3rd Qu.:276.2 中正區 : 2 臺中市 : 29 3rd Qu.: 90.0
## Max. :368.0 西區 : 2 彰化縣 : 26 Max. :1642.0
## (Other):353 (Other):176
## Code
## Min. : 1.0
## 1st Qu.: 92.8
## Median :184.5
## Mean :184.5
## 3rd Qu.:276.2
## Max. :368.0
##
class(TWN)
## [1] "SpatialPolygonsDataFrame"
## attr(,"package")
## [1] "sp"
head(TWN@data, n=30)
## UNI_ID Town County Area Code
## 0 1 板橋區 新北市 23 1
## 1 2 三重區 新北市 16 2
## 2 3 中和區 新北市 20 3
## 3 4 永和區 新北市 6 4
## 4 5 新莊區 新北市 20 5
## 5 6 新店區 新北市 120 6
## 6 7 樹林區 新北市 33 7
## 7 8 鶯歌區 新北市 21 8
## 8 9 三峽區 新北市 192 9
## 9 10 淡水區 新北市 71 10
## 10 11 汐止區 新北市 71 11
## 11 12 瑞芳區 新北市 71 12
## 12 13 土城區 新北市 30 13
## 13 14 蘆洲區 新北市 7 14
## 14 15 五股區 新北市 35 15
## 15 16 泰山區 新北市 19 16
## 16 17 林口區 新北市 54 17
## 17 18 深坑區 新北市 21 18
## 18 19 石碇區 新北市 144 19
## 19 20 坪林區 新北市 171 20
## 20 21 三芝區 新北市 66 21
## 21 22 石門區 新北市 51 22
## 22 23 八里區 新北市 40 23
## 23 24 平溪區 新北市 71 24
## 24 25 雙溪區 新北市 146 25
## 25 26 貢寮區 新北市 100 26
## 26 27 金山區 新北市 49 27
## 27 28 萬里區 新北市 63 28
## 28 29 烏來區 新北市 321 29
## 29 30 松山區 臺北市 9 30
TWNData<-TWN@data
plot(TWN)
# Select by Attributes
Area <-TWN$Area
summary(Area)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 1.0 30.0 54.0 98.4 90.0 1640.0
CName<-TWN$County
sel<-Area > 90 & (CName=='新北市'|CName=='臺北市'|CName=='桃園縣')
plot(TWN[sel,],col="green", add=TRUE)
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)
nrow(TWN[sel,])
## [1] 9
head(TWN[sel,]@data, n=9)
## UNI_ID Town County Area Code
## 5 6 新店區 新北市 120 6
## 8 9 三峽區 新北市 192 9
## 18 19 石碇區 新北市 144 19
## 19 20 坪林區 新北市 171 20
## 24 25 雙溪區 新北市 146 25
## 25 26 貢寮區 新北市 100 26
## 28 29 烏來區 新北市 321 29
## 64 66 大溪鎮 桃園縣 105 66
## 74 76 復興鄉 桃園縣 351 76
# Select by Locations
Schools.Flood <- Schools[Flood, ] # Cover
plot(Flood, col='cyan')
plot(Schools, col='gray', pch=20, add=TRUE)
plot(Schools.Flood, col='red', pch=20, add=TRUE)
![plot of chunk unnamed-chunk-4 plot of chunk 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)
nrow(Schools.Flood@data)
## [1] 36
head(Schools.Flood@data, n=36)
## TEXTSTRING ID STUDENTS
## 1 士林國中 1 95
## 2 士林國小 2 93
## 8 明德國中 33 113
## 9 文林國小 39 213
## 13 富安國小 48 63
## 26 士東國小 300 52
## 42 大湖國小 681 92
## 52 百齡國小 730 163
## 61 新湖國小 837 24
## 67 民生國中 849 35
## 72 中山國中 863 200
## 73 五常國中 864 91
## 74 五常國小 865 55
## 75 吉林國小 882 91
## 78 劍潭國小 903 204
## 80 蓬萊國小 913 119
## 81 雙蓮國小 915 24
## 82 日新國小 916 201
## 83 民權國中 917 186
## 84 大同國小 918 25
## 87 太平國小 924 91
## 89 大橋國小 926 161
## 91 華江國小 979 99
## 98 龍山國小 1051 87
## 100 仁愛國小 1059 56
## 101 仁愛國中 1060 133
## 106 長春國小 1085 48
## 119 永吉國中 1199 101
## 123 木柵國中 1247 118
## 124 國光劇校 1248 68
## 131 興隆國小 1276 63
## 134 建安國小 1287 43
## 138 忠孝國小 1306 152
## 149 雙園國小 1362 110
## 174 興福國中 1575 85
## 175 溪口國小 1576 168
sum(Schools.Flood@data$STUDENTS)
## [1] 3722
GIS Data Manipulation: Join Attributes
# Attribute joins
names(TWN)
## [1] "UNI_ID" "Town" "County" "Area" "Code"
names(Popn)
## [1] "unicode" "towncode" "Male" "Female" "Age25" "Age34"
## [7] "Age44" "Age54" "Age64" "Age.L65" "Popn"
library(dplyr)
#?left_join
head(TWN@data$UNI_ID); class(TWN@data$UNI_ID)
## [1] 1 2 3 4 5 6
## [1] "numeric"
TWN@data$UNI_ID <-as.character(TWN@data$UNI_ID)
Popn <-rename(Popn, UNI_ID= unicode)
names(Popn)
## [1] "UNI_ID" "towncode" "Male" "Female" "Age25" "Age34"
## [7] "Age44" "Age54" "Age64" "Age.L65" "Popn"
head(Popn$UNI_ID); class(Popn$UNI_ID)
## [1] 1 2 3 4 5 6
## [1] "integer"
Popn$UNI_ID <-as.character(Popn$UNI_ID)
TWN@data<- left_join(TWN@data, Popn)
## Joining by: "UNI_ID"
names(TWN)
## [1] "UNI_ID" "Town" "County" "Area" "Code" "towncode"
## [7] "Male" "Female" "Age25" "Age34" "Age44" "Age54"
## [13] "Age64" "Age.L65" "Popn"
summary(TWN$Male); head(TWN@data)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 42 976 1320 1630 2060 6880
## UNI_ID Town County Area Code towncode Male Female Age25 Age34 Age44
## 1 1 板橋區 新北市 23 1 101 6878 5146 205 1345 2433
## 2 2 三重區 新北市 16 2 102 4735 3464 122 948 1681
## 3 3 中和區 新北市 20 3 103 5267 3881 162 1110 1899
## 4 4 永和區 新北市 6 4 104 3057 2576 171 797 1204
## 5 5 新莊區 新北市 20 5 105 4768 3618 148 1115 2087
## 6 6 新店區 新北市 120 6 106 3760 2766 128 631 1382
## Age54 Age64 Age.L65 Popn
## 1 3381 2747 1913 12024
## 2 2277 1831 1340 8199
## 3 2488 2063 1426 9148
## 4 1384 1162 915 5633
## 5 2414 1736 886 8386
## 6 1826 1383 1176 6526
# Export to Shape files
# drv="ESRI Shapefile"
# writeOGR(TWN, dsn="shapefiles", layer="New_TWN2", driver=drv)
Thematic Mapping (R base): Population Density
PDen<-TWN$Popn/TWN$Area
q <- cut(PDen, breaks= c(quantile(PDen)), include.lowest=T)
quantile(PDen); summary(q)
## 0% 25% 50% 75% 100%
## 0.929 19.229 38.020 80.722 2557.000
## [0.929,19.2] (19.2,38] (38,80.7] (80.7,2.56e+03]
## 92 92 92 92
greys <- paste0("grey", seq(from = 80, to = 20, by = -20))
clr <- as.character(factor(q, labels = greys))
plot(TWN, col = clr)
LenTEXT<-c("<1.92", "1.92-38", "38-80.7", ">80.7")
legend(legend = paste0(LenTEXT), fill = greys, title="Pop Density", "topright")
![plot of chunk unnamed-chunk-6 plot of chunk 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)
Spatial Join
summary(Tour)
## Object of class SpatialPointsDataFrame
## Coordinates:
## min max
## coords.x1 88180 344011
## coords.x2 2422958 2799186
## Is projected: TRUE
## proj4string :
## [+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0
## +ellps=aust_SA +units=m +no_defs]
## Number of points: 943
## Data attributes:
## ELEVATOR_M Mark_ID Mark_ID2
## Min. : 0 Min. : 0 0 : 1
## 1st Qu.: 0 1st Qu.:236 1 : 1
## Median : 0 Median :471 10 : 1
## Mean : 720 Mean :471 100 : 1
## 3rd Qu.:1342 3rd Qu.:706 101 : 1
## Max. :5296 Max. :942 102 : 1
## (Other):937
head(Tour@data)
## ELEVATOR_M Mark_ID Mark_ID2
## 1 0 0 0
## 2 0 1 1
## 3 0 2 2
## 4 0 3 3
## 5 0 4 4
## 6 0 5 5
proj4string(TWN)
## [1] "+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0 +ellps=aust_SA +units=m +no_defs"
proj4string(Tour)
## [1] "+proj=tmerc +lat_0=0 +lon_0=121 +k=0.9999 +x_0=250000 +y_0=0 +ellps=aust_SA +units=m +no_defs"
# Tour <- Tour[TWN, ] # Cover
Tour_agg<-aggregate(x = Tour["Mark_ID"], by = TWN, FUN = length)
head(Tour_agg@data)
## Mark_ID
## 0 2
## 1 NA
## 2 NA
## 3 NA
## 4 NA
## 5 7
summary(Tour_agg@data$Mark_ID)
## Min. 1st Qu. Median Mean 3rd Qu. Max. NA's
## 1.00 1.00 2.00 4.29 4.00 59.00 153
names(TWN)
## [1] "UNI_ID" "Town" "County" "Area" "Code" "towncode"
## [7] "Male" "Female" "Age25" "Age34" "Age44" "Age54"
## [13] "Age64" "Age.L65" "Popn"
head(Tour_agg$Mark_ID)
## [1] 2 NA NA NA NA 7
TWN$Tour_Count <- Tour_agg$Mark_ID # Write the counts to the TWN new field "Count"
head(TWN@data, n=10)
## UNI_ID Town County Area Code towncode Male Female Age25 Age34 Age44
## 1 1 板橋區 新北市 23 1 101 6878 5146 205 1345 2433
## 2 2 三重區 新北市 16 2 102 4735 3464 122 948 1681
## 3 3 中和區 新北市 20 3 103 5267 3881 162 1110 1899
## 4 4 永和區 新北市 6 4 104 3057 2576 171 797 1204
## 5 5 新莊區 新北市 20 5 105 4768 3618 148 1115 2087
## 6 6 新店區 新北市 120 6 106 3760 2766 128 631 1382
## 7 7 樹林區 新北市 33 7 107 3028 1963 127 868 1312
## 8 8 鶯歌區 新北市 21 8 108 1782 1094 55 328 628
## 9 9 三峽區 新北市 192 9 109 2181 1301 72 408 958
## 10 10 淡水區 新北市 71 10 110 2790 2070 179 604 1329
## Age54 Age64 Age.L65 Popn Tour_Count
## 1 3381 2747 1913 12024 2
## 2 2277 1831 1340 8199 NA
## 3 2488 2063 1426 9148 NA
## 4 1384 1162 915 5633 NA
## 5 2414 1736 886 8386 NA
## 6 1826 1383 1176 6526 7
## 7 1309 819 556 4991 1
## 8 831 597 437 2876 NA
## 9 975 551 518 3482 6
## 10 1332 810 606 4860 9
# Dealing with null data
num<-nrow(TWN@data)
num
## [1] 368
class(TWN@data[3,]$Tour_Count)
## [1] "integer"
for (i in 1:num){
if (is.na(TWN@data[i,]$Tour_Count)){TWN@data[i,]$Tour_Count<-0}
}
# Mapping Tour Counts
Tour.Count<- TWN$Tour_Count
hist(Tour.Count)
![plot of chunk unnamed-chunk-8 plot of chunk 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)
q1 <- cut(Tour.Count, breaks= c(0,1,2,4,10,60), include.lowest=T)
summary(q1)
## [0,1] (1,2] (2,4] (4,10] (10,60]
## 224 37 54 40 13
greys <- paste0("grey", seq(from = 100, to = 20, by = -20))
clr <- as.character(factor(q1, labels = greys))
plot(TWN, col = clr)
LenTEXT1<-c("<1", "1-2","2-4", "4-10", "10-60")
legend(legend = paste0(LenTEXT1), fill = greys, title="Tour Counts", "topright")
![plot of chunk unnamed-chunk-8 plot of chunk 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)
save(TWN, file="TWN_Map.RData")
# writeOGR(TWN, dsn="shapefiles", layer=“TourSpot", driver=“ESRI Shapefile”)
Kernel density maps
plot(Tour, pch=21)
![plot of chunk unnamed-chunk-9 plot of chunk 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)
library("GISTools")
TourKernel<-kde.points(Tour,30000,n=1000)
level.plot(TourKernel)
masker <- poly.outer(TourKernel,TWN)
## Warning: spgeom1 and spgeom2 have different proj4 strings
#proj4string(TWN)
#proj4string(TourKernel)
masker <- poly.outer(TourKernel,TWN, extend=100)
## Warning: spgeom1 and spgeom2 have different proj4 strings
add.masking(masker, col="aliceblue")
plot(TWN,add=TRUE)
![plot of chunk unnamed-chunk-9 plot of chunk 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)