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out[[2]] = data2 out[[1]] # Contains data1 at this location
-
 [1] 24.03403 23.45652 29.29068 21.03192 27.90841 28.14413 28.77787 26.43933
- [9] 22.12513 23.92212 20.31878 27.20122 29.12820 26.10280 23.60525 20.22388
-[17] 21.67405 20.21957 25.00578 29.68546 23.21356 29.39878 26.47958 28.35305
-[25] 29.87402 27.73686 22.88144 21.47251 26.53121 28.63177 26.48538 26.80098
-[33] 27.06494 24.71198 25.44884 23.05477 20.07578 26.55134 29.31544 25.05659
-[41] 25.88718 23.36368 20.29969 28.07320 23.75625 27.96221 27.29040 29.87957
-[49] 21.39173 25.65021
+
 [1] 26.37853 24.39183 20.33250 20.78651 26.21259 28.44498 29.60362 23.62320
+ [9] 23.27216 23.40000 25.67152 25.56601 28.94948 24.79553 26.46931 28.90314
+[17] 24.31721 26.69627 24.88508 24.51709 24.49387 23.51720 20.84621 25.50716
+[25] 26.74330 21.16824 26.77925 21.12146 29.52640 27.54736 23.91979 22.70043
+[33] 28.54304 20.14318 23.38575 20.62372 25.01954 29.90696 26.16750 21.43998
+[41] 28.42381 28.66779 21.59477 25.97568 26.19542 23.57328 21.32757 24.70108
+[49] 21.62327 21.89307
# Data frame
 out=data.frame(x=data1, y=data2)
diff --git a/docs/ch1_files/figure-html/Data types-1.png b/docs/ch1_files/figure-html/Data types-1.png
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+1 1913 43.5 Jan -12.0 +2 1913 43.5 Feb -6.71 +3 1913 43.5 Mar -2.68 +4 1914 29.7 Jan -12.4 +5 1914 29.7 Feb -10.7 +6 1914 29.7 Mar -9.44

Line plot

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ziRw~5{gl@~q6Y`F32!_Z`(ik@vW8RY9?N7)EU=UA%XYwa&RGjiqzWD*lb!$M88x_C z6$rl0_f=g}ppFBa`7fgyIgOb1(rwwlaqFh`f%2q&>V!xT1 znb8|vf6z9me1(rq#N_v3r#FeNW-NQEg<|2>+1j!{YhlndVaw&z^S7-x@=t6^ZEY6J zUxJCGgf9;%fkF{2D^13JhMaqg4uyWV=C>P_^80O|S#Ciaco8Kn+`XOb88fpz=2@jyvVE9E4jP} zVPI3-lK5wPAV_eSW7z+?i~cLdBtx(74d31qa7|~vc|zm3KI`Old4ZFg(M!c(Y4+Z* zug}cQ`FIO4U(vMwJwa&3obzBwdHjndui$Mqh+Z<|wUs{TGM{Rh&i?9n z>|V>y?+s!&VvNvliYd`d8d0~Z`^}V()p`~qw_E+NgM|4&oxGURE%CH|4I?oIjdgEX z;q<-t+g$F-KY4D8J;&;KKE?w_@5NQw`zz8tLrUIUFUXQj7`gXd(&{LGB+I%bL2!Nb z4ZpdmRIyZsg*)Y3JbD|h%8IRs@3^Qwb0c7pr8<#nC6%E@>Bt`207vgxTU2a~c{NZ1Q_Jj8F*<%JC{*|&A=Uc&1(`M8HiMr{<>wWR3 zZ2}YtM<~dlF;SdI>!r9pq@7z}&xhEY!fV4O%GS2N`tAznW`|!X;nCZ1RYq(jIu_Gk zo|tN$`sa|_Adc=k?{<$EZu_G{s0M~MJ;lz7zz2C2KM#nQfS4Jcb|KYM?w zZcD?oU-W(XOlBFyTQb~Hft}l`M9Pe4@9Ml2k5  Figure 5.1: Soil moisture values at USCRN station in Texas

+

Figure 5.1: Soil moisture values at the selected USCRN station

diff --git a/docs/search.json b/docs/search.json index c5edfd4..5af1908 100644 --- a/docs/search.json +++ b/docs/search.json @@ -25,7 +25,7 @@ "href": "ch1.html#data-types", "title": "2  Operators and data types", "section": "2.3 Data types", - "text": "2.3 Data types\nIn R, data is stored as an “array”, which can be 1-dimensional or 2-dimensional. A 1-D array is called a “vector” and a 2-D array is a “matrix”. A table in R is called a “data frame” and a “list” is a container to hold a variety of data types. In this section, we will learn how to create matrices, lists and data frames in R.\n\n\n\n\n# Lets make a random matrix\ntest_mat = matrix( c(2, 4, 3, 1, 5, 7), # The data elements \n nrow=2, # Number of rows \n ncol=3, # Number of columns \n byrow = TRUE) # Fill matrix by rows \n\ntest_mat = matrix( c(2, 4, 3, 1, 5, 7),nrow=2,ncol=3,byrow = TRUE) # Same result \ntest_mat\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\ntest_mat[,2] # Display all rows, and second column\n\n[1] 4 5\n\ntest_mat[2,] # Display second row, all columns\n\n[1] 1 5 7\n\n# Types of datasets\nout = as.matrix(test_mat)\nout # This is a matrix\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\nout = as.array(test_mat)\nout # This is also a matrix\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\nout = as.vector(test_mat)\nout # This is just a vector\n\n[1] 2 1 4 5 3 7\n\n# Data frame and list\ndata1=runif(50,20,30) # Create 50 random numbers between 20 and 30 \ndata2=runif(50,0,10) # Create 50 random numbers between 0 and 10 \n\n# Lists\nout = list() # Create and empty list\nout[[1]] = data1 # Notice the brackets \"[[ ]]\" instead of \"[ ]\"\nout[[2]] = data2\nout[[1]] # Contains data1 at this location\n\n [1] 24.03403 23.45652 29.29068 21.03192 27.90841 28.14413 28.77787 26.43933\n [9] 22.12513 23.92212 20.31878 27.20122 29.12820 26.10280 23.60525 20.22388\n[17] 21.67405 20.21957 25.00578 29.68546 23.21356 29.39878 26.47958 28.35305\n[25] 29.87402 27.73686 22.88144 21.47251 26.53121 28.63177 26.48538 26.80098\n[33] 27.06494 24.71198 25.44884 23.05477 20.07578 26.55134 29.31544 25.05659\n[41] 25.88718 23.36368 20.29969 28.07320 23.75625 27.96221 27.29040 29.87957\n[49] 21.39173 25.65021\n\n# Data frame\nout=data.frame(x=data1, y=data2)\n\n# Let's see how it looks!\nplot(out$x, out$y)\n\n\n\nplot(out[,1])\n\n\n\n\n\nFor a data frame, the dollar “$” sign invokes the variable selection. Imagine how one would receive merchandise in a store if you give $ to the cashier. Data frame will list out the variable names for you of you when you show it some $." + "text": "2.3 Data types\nIn R, data is stored as an “array”, which can be 1-dimensional or 2-dimensional. A 1-D array is called a “vector” and a 2-D array is a “matrix”. A table in R is called a “data frame” and a “list” is a container to hold a variety of data types. In this section, we will learn how to create matrices, lists and data frames in R.\n\n\n\n\n# Lets make a random matrix\ntest_mat = matrix( c(2, 4, 3, 1, 5, 7), # The data elements \n nrow=2, # Number of rows \n ncol=3, # Number of columns \n byrow = TRUE) # Fill matrix by rows \n\ntest_mat = matrix( c(2, 4, 3, 1, 5, 7),nrow=2,ncol=3,byrow = TRUE) # Same result \ntest_mat\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\ntest_mat[,2] # Display all rows, and second column\n\n[1] 4 5\n\ntest_mat[2,] # Display second row, all columns\n\n[1] 1 5 7\n\n# Types of datasets\nout = as.matrix(test_mat)\nout # This is a matrix\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\nout = as.array(test_mat)\nout # This is also a matrix\n\n [,1] [,2] [,3]\n[1,] 2 4 3\n[2,] 1 5 7\n\nout = as.vector(test_mat)\nout # This is just a vector\n\n[1] 2 1 4 5 3 7\n\n# Data frame and list\ndata1=runif(50,20,30) # Create 50 random numbers between 20 and 30 \ndata2=runif(50,0,10) # Create 50 random numbers between 0 and 10 \n\n# Lists\nout = list() # Create and empty list\nout[[1]] = data1 # Notice the brackets \"[[ ]]\" instead of \"[ ]\"\nout[[2]] = data2\nout[[1]] # Contains data1 at this location\n\n [1] 26.37853 24.39183 20.33250 20.78651 26.21259 28.44498 29.60362 23.62320\n [9] 23.27216 23.40000 25.67152 25.56601 28.94948 24.79553 26.46931 28.90314\n[17] 24.31721 26.69627 24.88508 24.51709 24.49387 23.51720 20.84621 25.50716\n[25] 26.74330 21.16824 26.77925 21.12146 29.52640 27.54736 23.91979 22.70043\n[33] 28.54304 20.14318 23.38575 20.62372 25.01954 29.90696 26.16750 21.43998\n[41] 28.42381 28.66779 21.59477 25.97568 26.19542 23.57328 21.32757 24.70108\n[49] 21.62327 21.89307\n\n# Data frame\nout=data.frame(x=data1, y=data2)\n\n# Let's see how it looks!\nplot(out$x, out$y)\n\n\n\nplot(out[,1])\n\n\n\n\n\nFor a data frame, the dollar “$” sign invokes the variable selection. Imagine how one would receive merchandise in a store if you give $ to the cashier. Data frame will list out the variable names for you of you when you show it some $." }, { "objectID": "ch2.html#overview", @@ -95,13 +95,13 @@ "href": "ch3.html#multivariate-plots", "title": "4  Plotting with ggplot2", "section": "4.3 Multivariate plots", - "text": "4.3 Multivariate plots\nFor multivariate data, ggplot takes the data in the form of groups. This means that each data row should be identifiable to a group. To get the most out of ggplot, we will need to reshape our dataset.\n\nlibrary(tidyr)\n\n# There are two generally data formats: wide (horizontal) and long (vertical). In the horizontal format, every column represents a category of the data. In the vertical format, every row represents an observation for a particular category (think of each row as a data point). Both formats have their comparative advantages. We will now convert the data frame we randomly generated in the previous section to the long format. Here are several ways to do this:\n\n# Using the gather function (the operator %>% is called pipe operator)\ndat2 = dat %>% gather(Month, Value, -Year)\n\n# This is equivalent to: \ndat2 = gather(data=dat, Month, Value, -Year)\n\n# Using pivot_longer and selecting all of the columns we want. This function is the best!\ndat2 = dat %>% pivot_longer(cols = c(Jan, Feb, Mar), names_to = \"Month\", values_to = \"Value\") \n\n# Or we can choose to exclude the columns we don't want\ndat2 = dat %>% pivot_longer(cols = -c(Year,January), names_to = \"Month\", values_to = \"Value\") \n\nhead(dat2) # The data is now shaped in the long format\n\n# A tibble: 6 × 4\n Year January Month Value\n <dbl> <dbl> <chr> <dbl>\n1 1913 81.1 Jan -5.29\n2 1913 81.1 Feb -17.7 \n3 1913 81.1 Mar -8.55\n4 1914 34.8 Jan -5.86\n5 1914 34.8 Feb -19.1 \n6 1914 34.8 Mar -6.50\n\n\nLine plot\n\n# LINE PLOT\nl = ggplot(dat2, aes(x = Year, y = Value, group = Month)) +\n geom_line(aes(color = Month)) +\n geom_point(aes(color = Month))\nl\n\n\n\n\nDensity plot\n\n# DENSITY PLOT\nd = ggplot(dat2, aes(x = Value))\nd = d + geom_density(aes(color = Month, fill = Month), alpha=0.4) # Alpha specifies transparency\nd\n\n\n\n\nHistogram\n\n# HISTOGRAM\nh = ggplot(dat2, aes(x = Value))\nh = h + geom_histogram(aes(color = Month, fill = Month), alpha=0.4,\n fill = \"white\",\n position = \"dodge\")\nh\n\n\n\n\nGrid plotting and saving files to disk\nThere are multiple ways to arrange multiple plots and save images. One method is using grid.arrange() which is found in the gridExtra package. You can then save the file using ggsave, which comes with the ggplot2 library.\n\n# The plots can be displayed together on one image using \n# grid.arrange from the gridExtra package\nimg = grid.arrange(l, d, h, nrow=3)\n\n\n\n# Finally, plots created using ggplot can be saved using ggsave\nggsave(\"grid_plot_1.png\", \n plot = img, \n device = \"png\", \n width = 6, \n height = 4, \n units = c(\"in\"), \n dpi = 600)\n\nAnother approach is to use the plot_grid function, which is in the cowplot library. Notice how the axes are now beautifally aligned.\n\nimg2=cowplot::plot_grid(l, d, h, nrow = 3, align = \"v\") # \"v\" aligns vertical axes and \"h\" aligns horizontal axes\n\nggsave(\"grid_plot_2.png\", \n plot = img2, \n device = \"png\", \n width = 6, \n height = 4, \n units = c(\"in\"), \n dpi = 600)" + "text": "4.3 Multivariate plots\nFor multivariate data, ggplot takes the data in the form of groups. This means that each data row should be identifiable to a group. To get the most out of ggplot, we will need to reshape our dataset.\n\nlibrary(tidyr)\n\n# There are two generally data formats: wide (horizontal) and long (vertical). In the horizontal format, every column represents a category of the data. In the vertical format, every row represents an observation for a particular category (think of each row as a data point). Both formats have their comparative advantages. We will now convert the data frame we randomly generated in the previous section to the long format. Here are several ways to do this:\n\n# Using the gather function (the operator %>% is called pipe operator)\ndat2 = dat %>% gather(Month, Value, -Year)\n\n# This is equivalent to: \ndat2 = gather(data=dat, Month, Value, -Year)\n\n# Using pivot_longer and selecting all of the columns we want. This function is the best!\ndat2 = dat %>% pivot_longer(cols = c(Jan, Feb, Mar), names_to = \"Month\", values_to = \"Value\") \n\n# Or we can choose to exclude the columns we don't want\ndat2 = dat %>% pivot_longer(cols = -c(Year,January), names_to = \"Month\", values_to = \"Value\") \n\nhead(dat2) # The data is now shaped in the long format\n\n# A tibble: 6 × 4\n Year January Month Value\n <dbl> <dbl> <chr> <dbl>\n1 1913 43.5 Jan -12.0 \n2 1913 43.5 Feb -6.71\n3 1913 43.5 Mar -2.68\n4 1914 29.7 Jan -12.4 \n5 1914 29.7 Feb -10.7 \n6 1914 29.7 Mar -9.44\n\n\nLine plot\n\n# LINE PLOT\nl = ggplot(dat2, aes(x = Year, y = Value, group = Month)) +\n geom_line(aes(color = Month)) +\n geom_point(aes(color = Month))\nl\n\n\n\n\nDensity plot\n\n# DENSITY PLOT\nd = ggplot(dat2, aes(x = Value))\nd = d + geom_density(aes(color = Month, fill = Month), alpha=0.4) # Alpha specifies transparency\nd\n\n\n\n\nHistogram\n\n# HISTOGRAM\nh = ggplot(dat2, aes(x = Value))\nh = h + geom_histogram(aes(color = Month, fill = Month), alpha=0.4,\n fill = \"white\",\n position = \"dodge\")\nh\n\n\n\n\nGrid plotting and saving files to disk\nThere are multiple ways to arrange multiple plots and save images. One method is using grid.arrange() which is found in the gridExtra package. You can then save the file using ggsave, which comes with the ggplot2 library.\n\n# The plots can be displayed together on one image using \n# grid.arrange from the gridExtra package\nimg = grid.arrange(l, d, h, nrow=3)\n\n\n\n# Finally, plots created using ggplot can be saved using ggsave\nggsave(\"grid_plot_1.png\", \n plot = img, \n device = \"png\", \n width = 6, \n height = 4, \n units = c(\"in\"), \n dpi = 600)\n\nAnother approach is to use the plot_grid function, which is in the cowplot library. Notice how the axes are now beautifally aligned.\n\nimg2=cowplot::plot_grid(l, d, h, nrow = 3, align = \"v\") # \"v\" aligns vertical axes and \"h\" aligns horizontal axes\n\nggsave(\"grid_plot_2.png\", \n plot = img2, \n device = \"png\", \n width = 6, \n height = 4, \n units = c(\"in\"), \n dpi = 600)" }, { "objectID": "ch4.html", "href": "ch4.html", "title": "5  Excercise 1", "section": "", - "text": "The U.S. Climate Reference Network (USCRN) is a systematic and sustained network of climate monitoring stations. USCRN has sites across Contiguous U.S. along with some in Alaska, and Hawaii. These stations are instrumented to measure meteorological information such as temperature, precipitation, wind speed, along with other relevant hydrologic variables such as soil mosture across multile depths at sub-hourly, daily and monthly time scales. Users can access daily dataset from all station suing the following link: Index of /pub/data/uscrn/products/daily01 (noaa.gov)\nLet us extract sample data from a USCRN site in Lafayette, LA, USA for 2021.\n\n# Yearly data from the sample station\nCRNdat = read.csv(url(\"https://www.ncei.noaa.gov/pub/data/uscrn/products/daily01/2021/CRND0103-2021-LA_Lafayette_13_SE.txt\"), header=FALSE,sep=\"\")\n\n# Data headers\nheaders=read.csv(url(\"https://www.ncei.noaa.gov/pub/data/uscrn/products/daily01/headers.txt\"), header=FALSE,sep=\"\")\n\n# Column names as headers from the text file\ncolnames(CRNdat)=headers[2,1:ncol(CRNdat)]\n\n# Replace fill values with NA\nCRNdat[CRNdat == -9999]=NA\nCRNdat[CRNdat == -99]=NA\nCRNdat[CRNdat == 999]=NA\n\n# View data sample\nlibrary(kableExtra)\ndataTable = kbl(head(CRNdat,6),full_width = F)\nkable_styling(dataTable,bootstrap_options = c(\"striped\", \"hover\", \"condensed\", \"responsive\"))\n\n\n\n\n\nWBANNO\nLST_DATE\nCRX_VN\nLONGITUDE\nLATITUDE\nT_DAILY_MAX\nT_DAILY_MIN\nT_DAILY_MEAN\nT_DAILY_AVG\nP_DAILY_CALC\nSOLARAD_DAILY\nSUR_TEMP_DAILY_TYPE\nSUR_TEMP_DAILY_MAX\nSUR_TEMP_DAILY_MIN\nSUR_TEMP_DAILY_AVG\nRH_DAILY_MAX\nRH_DAILY_MIN\nRH_DAILY_AVG\nSOIL_MOISTURE_5_DAILY\nSOIL_MOISTURE_10_DAILY\nSOIL_MOISTURE_20_DAILY\nSOIL_MOISTURE_50_DAILY\nSOIL_MOISTURE_100_DAILY\nSOIL_TEMP_5_DAILY\nSOIL_TEMP_10_DAILY\nSOIL_TEMP_20_DAILY\nSOIL_TEMP_50_DAILY\nSOIL_TEMP_100_DAILY\n\n\n\n\n53960\n20210101\n2.622\n-91.87\n30.09\n14.0\n5.2\n9.6\n11.0\n0.0\n12.16\nC\n18.7\n4.6\n11.6\n92.8\n49.3\n72.0\n0.401\n0.372\n0.380\n0.405\n0.381\n16.2\n15.3\n15.5\n15.7\n15.5\n\n\n53960\n20210102\n2.622\n-91.87\n30.09\n10.4\n1.9\n6.1\n6.5\n0.0\n8.95\nC\n15.3\n0.4\n7.3\n98.6\n61.6\n78.4\n0.396\n0.370\n0.377\n0.406\n0.376\n14.4\n13.3\n14.1\n15.2\n15.0\n\n\n53960\n20210103\n2.622\n-91.87\n30.09\n16.3\n-0.1\n8.1\n7.9\n0.0\n13.93\nC\n24.3\n-0.9\n9.5\n100.0\n42.1\n76.3\n0.392\n0.368\n0.374\n0.404\n0.373\n12.8\n11.8\n12.8\n14.4\n14.2\n\n\n53960\n20210104\n2.622\n-91.87\n30.09\n22.2\n3.7\n12.9\n12.5\n0.0\n11.56\nC\n26.4\n2.6\n13.2\n98.9\n47.7\n80.2\n0.389\n0.366\n0.370\n0.400\n0.372\n13.0\n12.2\n12.7\n14.0\n14.0\n\n\n53960\n20210105\n2.622\n-91.87\n30.09\n20.7\n4.5\n12.6\n11.4\n0.0\n14.37\nC\n28.9\n3.1\n13.3\n100.0\n27.7\n71.0\n0.388\n0.364\n0.368\n0.399\n0.369\n13.0\n12.1\n12.7\n13.9\n14.0\n\n\n53960\n20210106\n2.622\n-91.87\n30.09\n19.4\n4.9\n12.2\n12.6\n20.7\n9.79\nC\n23.1\n3.5\n12.8\n98.5\n54.7\n78.9\n0.390\n0.363\n0.369\n0.399\n0.370\n12.8\n12.1\n12.5\n13.7\n13.7\n\n\n\n\n\n\n\n\nNotice the variables provided in the dataset. As an example, we can plots soil moisture data from a depth of 20 cm for this station for our reference:\n\n# Sample plot for soil moisture\nx=CRNdat$SOIL_MOISTURE_20_DAILY\n\n# Plot time series and density distribution \nplot(x, type=\"l\", ylab=\"Soil moisture (v/v)\", \n col=\"cyan4\", lwd=3)\nplot(density(na.omit(x)), main=\" \", xlab=\"\", \n col=\"cyan4\", lwd=3)\n\n\n\n\n\n\n\n(a) Time series of SM\n\n\n\n\n\n\n\n(b) SM kernel density\n\n\n\n\nFigure 5.1: Soil moisture values at USCRN station in Texas\n\n\n\nExcercise:\n\nTaking examples of any two USCRN stations across contrasting hydroclimates, compare and contrast any two recorded variables using time series plots, probability density distribution histograms and scatter plots. Select any year of your liking for the analysis.\nSelect two seasons for each elected variable and demonstrate the seasonal variability in the records for summer (MAMJJA) and winter (SONDJF) seasons using any two types of multivariate plots." + "text": "The U.S. Climate Reference Network (USCRN) is a systematic and sustained network of climate monitoring stations. USCRN has sites across Contiguous U.S. along with some in Alaska, and Hawaii. These stations are instrumented to measure meteorological information such as temperature, precipitation, wind speed, along with other relevant hydrologic variables such as soil mosture across multile depths at sub-hourly, daily and monthly time scales. Users can access daily dataset from all station suing the following link: Index of /pub/data/uscrn/products/daily01 (noaa.gov)\nLet us extract sample data from a USCRN site in Lafayette, LA, USA for 2021.\n\n# Yearly data from the sample station\nCRNdat = read.csv(url(\"https://www.ncei.noaa.gov/pub/data/uscrn/products/daily01/2021/CRND0103-2021-LA_Lafayette_13_SE.txt\"), header=FALSE,sep=\"\")\n\n# Data headers\nheaders=read.csv(url(\"https://www.ncei.noaa.gov/pub/data/uscrn/products/daily01/headers.txt\"), header=FALSE,sep=\"\")\n\n# Column names as headers from the text file\ncolnames(CRNdat)=headers[2,1:ncol(CRNdat)]\n\n# Replace fill values with NA\nCRNdat[CRNdat == -9999]=NA\nCRNdat[CRNdat == -99]=NA\nCRNdat[CRNdat == 999]=NA\n\n# View data sample\nlibrary(kableExtra)\ndataTable = kbl(head(CRNdat,6),full_width = F)\nkable_styling(dataTable,bootstrap_options = c(\"striped\", \"hover\", \"condensed\", \"responsive\"))\n\n\n\n\n\nWBANNO\nLST_DATE\nCRX_VN\nLONGITUDE\nLATITUDE\nT_DAILY_MAX\nT_DAILY_MIN\nT_DAILY_MEAN\nT_DAILY_AVG\nP_DAILY_CALC\nSOLARAD_DAILY\nSUR_TEMP_DAILY_TYPE\nSUR_TEMP_DAILY_MAX\nSUR_TEMP_DAILY_MIN\nSUR_TEMP_DAILY_AVG\nRH_DAILY_MAX\nRH_DAILY_MIN\nRH_DAILY_AVG\nSOIL_MOISTURE_5_DAILY\nSOIL_MOISTURE_10_DAILY\nSOIL_MOISTURE_20_DAILY\nSOIL_MOISTURE_50_DAILY\nSOIL_MOISTURE_100_DAILY\nSOIL_TEMP_5_DAILY\nSOIL_TEMP_10_DAILY\nSOIL_TEMP_20_DAILY\nSOIL_TEMP_50_DAILY\nSOIL_TEMP_100_DAILY\n\n\n\n\n53960\n20210101\n2.622\n-91.87\n30.09\n14.0\n5.2\n9.6\n11.0\n0.0\n12.16\nC\n18.7\n4.6\n11.6\n92.8\n49.3\n72.0\n0.401\n0.372\n0.380\n0.405\n0.381\n16.2\n15.3\n15.5\n15.7\n15.5\n\n\n53960\n20210102\n2.622\n-91.87\n30.09\n10.4\n1.9\n6.1\n6.5\n0.0\n8.95\nC\n15.3\n0.4\n7.3\n98.6\n61.6\n78.4\n0.396\n0.370\n0.377\n0.406\n0.376\n14.4\n13.3\n14.1\n15.2\n15.0\n\n\n53960\n20210103\n2.622\n-91.87\n30.09\n16.3\n-0.1\n8.1\n7.9\n0.0\n13.93\nC\n24.3\n-0.9\n9.5\n100.0\n42.1\n76.3\n0.392\n0.368\n0.374\n0.404\n0.373\n12.8\n11.8\n12.8\n14.4\n14.2\n\n\n53960\n20210104\n2.622\n-91.87\n30.09\n22.2\n3.7\n12.9\n12.5\n0.0\n11.56\nC\n26.4\n2.6\n13.2\n98.9\n47.7\n80.2\n0.389\n0.366\n0.370\n0.400\n0.372\n13.0\n12.2\n12.7\n14.0\n14.0\n\n\n53960\n20210105\n2.622\n-91.87\n30.09\n20.7\n4.5\n12.6\n11.4\n0.0\n14.37\nC\n28.9\n3.1\n13.3\n100.0\n27.7\n71.0\n0.388\n0.364\n0.368\n0.399\n0.369\n13.0\n12.1\n12.7\n13.9\n14.0\n\n\n53960\n20210106\n2.622\n-91.87\n30.09\n19.4\n4.9\n12.2\n12.6\n20.7\n9.79\nC\n23.1\n3.5\n12.8\n98.5\n54.7\n78.9\n0.390\n0.363\n0.369\n0.399\n0.370\n12.8\n12.1\n12.5\n13.7\n13.7\n\n\n\n\n\n\n\n\nNotice the variables provided in the dataset. As an example, we can plots soil moisture data from a depth of 20 cm for this station for our reference:\n\n# Sample plot for soil moisture\nx=CRNdat$SOIL_MOISTURE_20_DAILY\n\n# Plot time series and density distribution \nplot(x, type=\"l\", ylab=\"Soil moisture (v/v)\", \n col=\"cyan4\", lwd=3)\nplot(density(na.omit(x)), main=\" \", xlab=\"\", \n col=\"cyan4\", lwd=3)\n\n\n\n\n\n\n\n(a) Time series of SM\n\n\n\n\n\n\n\n(b) SM kernel density\n\n\n\n\nFigure 5.1: Soil moisture values at the selected USCRN station\n\n\n\nExcercise:\n\nTaking examples of any two USCRN stations across contrasting hydroclimates, compare and contrast any two recorded variables using time series plots, probability density distribution histograms and scatter plots. Select any year of your liking for the analysis.\nSelect two seasons for each elected variable and demonstrate the seasonal variability in the records for summer (MAMJJA) and winter (SONDJF) seasons using any two types of multivariate plots." } ] \ No newline at end of file diff --git a/grid_plot_1.png b/grid_plot_1.png index 982e100967b81804adf47f3e4eee442fb09c804f..8c077a7d242db7a9490aec007d264a2f728dbd40 100644 GIT binary patch literal 608948 zcmdqIgAo>peP_nr$~2qN;lFS(%oGPA3(ZGx9C2Oa8lj&QBvFv@k>TLrP^6{Al;Pk|-@?JYGJJ^uuITE${s8_% zG?JARgL{1Xm)%|z53am&kkWDn&r3Xg!(%3heuRU24<{}5QPm@TAL?nSIt{&gbUw=P ztwD<6*iYME3-b?iEe+Ey*DQ6lE|;yZFv!ZfKUcavTkH{R%C;@Ag6{tFKIEU8--Y{c z5#WDeh={n=P{q%iAKpKFl(l4i^?7SVp4GGSAel@IPdRnE!d{{ZDk} zr`7vkkC;C%abNte-@%Vk4$mY0WfwX3|If@a-`#)pA9pS6uBNWe=>i*@%;a?2pA+!D zz-7*gFI3Fx@V&ioQ@~}n`1JAPm(Qmkr|7X|yDx;_8~&9WgZ_Itl_uC3aNlHJ)GaM7 zg@uLr-QVCbQ;>?u%MTaIr!5FkVIt$P;dOr}vuDmGqn1Yd4+|VGdvFZMH#A}Ifh-EH>G4_* zV#Gg_%4+9%(So~^MWcgEolEo1@PY6Db-W@z%c*(oj=R60prCk1DR*@o4cR~T;Pqzw 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