问题描述
背景
根据沿海信息数据程序(CDIP),他们正在生成波浪膨胀的光谱热/强度图, a href =http://cdip.ucsd.edu/?nav=recent&sub=observed&units=metric&tz=UTC&pub=public&map_stati=1,2,3&stn=100&stream=p1& ; xitem = dir_spectrumrel =nofollow> http://cdip.ucsd.edu/?nav=recent&sub=observed&units=metric&tz=UTC&pub=public&map_stati=1,2,3& stn = 100& stream = p1& xitem = dir_spectrum 。
这是用包含能量密度,持续时间(以秒为单位)方向(以度为180度代表南方)。
数据样本
以下是对数据的解释:
以下是浮标100的数据示例(与热/强度/光谱图中所示相同的浮标:
QUESTION
如何采取这种二维数据并创建热/强度图,确保它覆盖在极地协调地图(并且是适当的比例),就像每个CDIP网站的示例URL一样?
最终,我需要这样做在Ruby中,最好使用ruby-gd或者Rmagick,但是我也会非常感谢任何与语言无关的解决方案。
我真的很忙,所以现在不能完成,但是没人回答,这是第一种方法:
$ b $在数学中的代码(对不起,我现在说没有时间):
a =导入[http: //cdip.ucsd.edu/data_access/MEM_2dspectra.cdip?100,
Table];
Graphics @ Flatten [Table [
(* colors,dont mind *)
{ColorData [CMYKColors] [(a [[r,t] ] - .000007)/(。0003 - 0.000007)],
(*点大小,不介意*)
PointSize [1 / Sqrt [r] / 10],
(*为您的点坐标a是您的数据矩阵*)
点[
{(rr = Log [.025 +(.58 - .25)/ 64 r] )cos @(tt = t 5 Degree),
rr Sin @ tt}]
}
(*迭代值)
,{r, 7,64},{t,1,72}],1]
(*旋转,不介意*)
/。 gg:Graphics [___]:>旋转[gg,Pi / 2]
我仍然无法获得正确的颜色比例: p>
BACKGROUND
Per the Coastal Information Data Program (CDIP), they are generating a spectral heat/intensity map for wave swell at http://cdip.ucsd.edu/?nav=recent&sub=observed&units=metric&tz=UTC&pub=public&map_stati=1,2,3&stn=100&stream=p1&xitem=dir_spectrum.
This is dynamically generated with data containing energy density, duration (in seconds) & direction (in degrees with 180 degrees representing south).
DATA SAMPLE
Here's an explanation of the data: http://cdip.ucsd.edu/data_access/MEM_2dspectra.cdip
Here's a data sample for buoy 100 (same buoy as shown in the heat/intensity/spectral map: http://cdip.ucsd.edu/data_access/MEM_2dspectra.cdip?100
QUESTION
How do I take this 2-dimensional data and create a heat/intensity map ensuring that it is overlaid on Polar Coordinate map (and is the appropriate scale), just like the example url per CDIP's site?
Ultimately, I need this to be done in Ruby, preferably using ruby-gd or Rmagick, but I would greatly appreciate any language-agnostic solutions, too.
I am really in a rush, so can't finish right now, but as nobody answered yet, here is a first approach:
Code in Mathematica (sorry, as I said no time right now):
a = Import["http://cdip.ucsd.edu/data_access/MEM_2dspectra.cdip?100",
"Table"];
Graphics@Flatten[Table[
(*colors, dont mind*)
{ColorData["CMYKColors"][(a[[r, t]] - .000007)/(.0003 - 0.000007)],
(*point size, dont mind*)
PointSize[1/Sqrt[r]/10],
(*Coordinates for your points "a" is your data matrix *)
Point[
{(rr =Log[.025 + (.58 - .25)/64 r]) Cos@(tt = t 5 Degree),
rr Sin@tt}]
}
(*values for the iteration*)
, {r, 7, 64}, {t, 1, 72}], 1]
(*Rotation, dont mind*)
/. gg : Graphics[___] :> Rotate[gg, Pi/2]
I still can't get the right color scale:
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