6

我想：

  1. 使用以下方法将栅格重新分类ras为九个类reclassify

  2. 在每种颜色旁边提供一个带有值的颜色键（请参见下面的示例图）。colorkey 不应像示例图中那样拆分，而是显示为具有 9 种颜色的单一色带。

  3. 使用levelplot函数显示数据（我可以这样做）

谢谢你的帮助。AEZ 

library(rasterVis)

请使用这些颜色：

col <- colorRampPalette(c("yellow4", "yellow", "orange", "red3", "darkred"))
levelplot(reclassras, col.regions = col)

在此处输入图像描述

下面是dput我的栅格图层：

 ras=new("RasterLayer"
        , file = new(".RasterFile"
        , name = ""
        , datanotation = "FLT4S"
        , byteorder = "little"
        , nodatavalue = -Inf
        , NAchanged = FALSE
        , nbands = 1L
        , bandorder = "BIL"
        , offset = 0L
        , toptobottom = TRUE
        , blockrows = 4L
        , blockcols = 230L
        , driver = ""
        , open = FALSE
    )
        , data = new(".SingleLayerData"
        , values = c(NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    NA, 0.693928846555399, 0.788672037295368, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, NA, 0.63077312659247, 0.646355947246998, 0.877268680738184, 
    1.18198745233929, 1.17243141777504, 1.16780606010241, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    NA, NA, 0.796574503892096, 0.619565545705973, 0.548990505935034, 
    0.595313378137405, 0.661379946396662, 0.780858688754648, 1.32843871685037, 
    1.3513059907622, 1.47504896477768, 1.33220740188043, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    1.02493198234592, 0.871180733341381, 0.588561527602423, 0.495423050558386, 
    0.398352388696117, 0.609004794796874, 0.757493518742196, 0.968962672868491, 
    1.3989459779932, 1.66210327179263, 1.4993019355018, NA, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.605206815154586, 
    0.542575959157491, 0.509368162877491, 0.461856452801692, 0.543152629728101, 
    0.630122267439296, 0.70810504838076, 0.788478557501378, 0.918580431438071, 
    0.925176992886461, 0.712139151650403, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.523779588981426, 0.497759414675531, 
    0.539521493581999, 0.472379195067506, 0.503370029793095, 0.549265480778097, 
    0.570528210136693, 0.710933566259782, 0.726885712871992, 0.755087833088479, 
    0.692253167927366, 0.632483742020028, 0.572268262363865, 0.438810629423197, 
    0.495519373283201, 0.461307895792857, 0.413954466042644, 0.368257331706444, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.777296738735527, 
    0.750850589920605, 0.513284076851117, 0.491285172798063, 0.555785245510632, 
    0.611268469163931, 0.813189823687993, 0.756674620262126, 0.872121251992992, 
    0.613545590220432, 0.481851214001446, 0.496306521393404, 0.437621615262168, 
    0.339745859876615, 0.303638244461432, 0.311408628670555, 0.307152533981348, 
    0.31488062771456, 0.324014538449246, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, 0.682358704297568, 0.706551558881091, 0.502018311967365, 
    0.456684326929721, 0.473559918237202, 0.463389646751083, 0.441190726838794, 
    0.439217524749229, 0.584294316557062, 0.267633271553189, 0.256528025697032, 
    0.337787793432092, 0.330618969832041, 0.13803984358201, 0.157341965515659, 
    0.25899384267949, 0.217328457675264, 0.242480963818602, 0.272211051701126, 
    0.281644918669069, NA, NA, NA, NA, NA, NA, NA, NA, 0.414616765967516, 
    0.460428280883944, 0.439029889808256, 0.373948128082835, 0.352871572842356, 
    0.357951354005567, 0.328436868901166, 0.203201513096291, 0.141472917108049, 
    0.269096407445964, 0.15745212479733, 0.135179353417107, 0.219985246649717, 
    0.283005986377796, 0.209135929188723, 0.195612120899385, 0.163726230506747, 
    0.117276078938131, 0.169752099589576, 0.20586142557315, 0.244209631644345, 
    NA, NA, NA, NA, NA, 0.214238769725864, 0.208010897733397, 0.222208413054847, 
    0.212686463354896, 0.281732716326432, 0.300708262469288, 0.223204487650159, 
    0.200983714892431, 0.156651839437054, 0.224474592578023, 0.145079279318955, 
    0.137658404085203, 0.196204204670511, 0.157445860015357, 0.205907596393374, 
    0.250666664848486, 0.277186662044126, 0.265355210400489, 0.241808654124976, 
    0.199713317093066, 0.143711490248281, 0.0842822747178765, NA, 
    NA, NA, NA, 0.264092813395827, NA, 0.212441257972578, 0.189725290483582, 
    0.168955415365627, 0.158197543230828, 0.147705597579244, 0.157228804810736, 
    0.211249178305103, 0.222557582448186, 0.215124944446001, 0.210152099165574, 
    0.224764230646078, 0.192500267075076, 0.174923484036373, 0.121073670585186, 
    0.140937204004106, 0.213437474831745, 0.248947340425651, 0.265571783211699, 
    0.266099597629565, 0.254099129610638, 0.225777564711763, 0.178602219399, 
    NA, NA, NA, 0.245068225382459, 0.250977120426067, 0.255618295682899, 
    0.215763680642785, 0.192426673071868, 0.15695069948531, 0.113984884275593, 
    0.132801862169494, 0.166848777379759, 0.115940552527949, 0.157310632213977, 
    0.227022907248424, 0.239855727768449, 0.239340572413914, 0.231675634554819, 
    0.215388496476701, 0.185506053849589, 0.104971870404521, 0.112957653991221, 
    0.184468284077724, 0.222974948120878, 0.234747755547275, 0.240936436264378, 
    0.246124530363775, 0.242871371021741, NA, NA, NA, NA, 0.237419647069358, 
    0.238880206380025, 0.231523511204313, 0.179362897056799, 0.16381508377734, 
    0.133186183020653, 0.0908146529276369, 0.141301676274407, 0.17155039695241, 
    0.176667304881711, 0.192368230921037, 0.21608936753556, 0.226766198129308, 
    0.221609735358686, 0.196435659994756, 0.18030618027393, 0.178648959768383, 
    0.131173639965412, 0.0673928945097901, 0.144030029855376, 0.183644454323076, 
    0.164135425763568, 0.177071512975595, 0.218027665373501, 0.24020227724051, 
    NA, NA, NA, NA, 0.222719673381422, 0.203163737836875, 0.193893900175302, 
    0.173629261933378, 0.118612596801245, 0.120337304279883, 0.132270235949265, 
    0.145957944294342, 0.158947316774427, 0.171811369315789, 0.178481215022077, 
    0.182769116915529, 0.193576475278923, 0.187526186900056, 0.116642925509998, 
    0.0810130524927432, 0.155361056173399, 0.148275096869829, 0.110248050354185, 
    0.150980011296809, 0.149035884104822, 0.0943587027445095, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, 0.155642765186448, 0.165539811602326, 
    0.138858875725954, 0.115966143137369, 0.110762436834703, 0.116558297180592, 
    0.109461897495481, 0.137020886546595, 0.130569369589671, 0.106845763992692, 
    0.139732412594499, 0.167204357520135, 0.121743769239998, 0.0978888268526515, 
    0.161034204706105, 0.182178539628265, 0.179821789305561, 0.183479109899686, 
    0.160540641903203, 0.112272216175425, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, 0.163697841087448, 0.17328205868045, 0.160040552656876, 
    0.134655975429996, 0.12409849785916, 0.107880400167541, 0.0924636872864672, 
    0.103225290747982, 0.0767026155342135, 0.0661780888537736, 0.112966312114504, 
    0.16666404802081, 0.172067566098574, 0.172700784074864, 0.192001569629986, 
    0.206098509476636, 0.210359965210036, 0.209377663322926, 0.197655864616846, 
    0.180297988050893, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.181675191082483, 
    0.176935554759326, 0.16390655974363, 0.154194456563158, 0.142896144640483, 
    0.133243173249838, 0.114015642056713, 0.0928738807683648, 0.116223803463035, 
    0.146600649670514, 0.180171520048675, 0.197023191340036, 0.203375499409087, 
    NA, NA, NA, NA, 0.220951932247611, 0.216562385948588, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.176899006540279, 
    0.169734384672319, 0.164263225996517, 0.143295516102167, 0.13599420407605, 
    NA, 0.177143713627865, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 0.189498742688049, 
    0.185499135750397, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, NA, 
    NA, NA, NA, NA, NA, NA, NA, NA, NA, NA)
        , offset = 0
        , gain = 1
        , inmemory = TRUE
        , fromdisk = FALSE
        , isfactor = FALSE
        , attributes = list()
        , haveminmax = TRUE
        , min = 0.0661780888537736
        , max = 1.66210327179263
        , band = 1L
        , unit = ""
        , names = "myfile"
    )
        , legend = new(".RasterLegend"
        , type = character(0)
        , values = logical(0)
        , color = logical(0)
        , names = logical(0)
        , colortable = logical(0)
    )
        , title = character(0)
        , extent = new("Extent"
        , xmin = 73.39696
        , xmax = 96.59696
        , ymin = 33.98298
        , ymax = 49.18298
    )
        , rotated = FALSE
        , rotation = new(".Rotation"
        , geotrans = numeric(0)
        , transfun = function () 
    NULL
    )
        , ncols = 29L
        , nrows = 19L
        , crs = new("CRS"
        , projargs = "+proj=longlat +a=6378140 +b=6356755.288157528 +no_defs"
    )
        , history = list()
        , z = list()
    )
4

1 回答 1

4

您可以cut您的栅格，然后用 指定颜色分隔符at，并使用包含atand的列表分隔颜色键，并labels传递给colorkeyarg：

    levelplot(cut(ras, 9), col.regions=col, 
              at=0:9, margin=FALSE,
              colorkey=list(labels=list(at=0:8 + 0.5, labels=levels(cut(ras[], 9)))))

在此处输入图像描述

上面，我们说我们要ras分成 9 个等宽的 bin。这些箱将由数字 1 到 9 表示，并at=0:9指定我们希望颜色在值 0 到 9 处发生变化。为了正确标记颜色键，我们传递一个名为 的列表labels，参数at指示我们希望标签的位置，和labels提供相应标签的参数。请注意，您可以将所需的任何内容传递给传递给参数的列表labels元素（例如，为了匹配示例图的格式，您可能想要使用类似的东西）。labelscolorkeylabels=list(at=0:8 + 0.5, labels=sub('\\((.+),(.+)]', '>\\1 ~ \\2', levels(cut(ras[], 9))))

您可以改为使用ratify将栅格图层强制为一个因子，并将因子级别设置为所需的标签文本，但如果缺少级别，这可能有点繁琐。

于 2015-12-28T22:11:52.557 回答