Select points inside a polygon
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I have 96 points (longitude and latitude); each point is a center of 0.5 x 0.5 pixel (box), on the other hand, I have a polygon, I want to select each pixel that placed in or on my polygon.
I can do it easily like this scrip below but the problem of this code is it just considers a point (center of the pixel) not an entire pixel to index.
polygon1_x = polygon1_x.'; % x of polygons
polygon1_y = polygon1_y.'; % y of polygons
lat = Points.lat; % x of points = lat
lon = Points.lon; % y of points = lon
[in,on] = inpolygon(lat,lon,polygon1_x,polygon1_y); % Logical Matrix
inon = in | on; % Combine ‘in’ And ‘on’
idx = find(inon(:)); % Linear Indices Of ‘inon’ Points
latcoord = lat(idx); % X-Coordinates Of ‘inon’ Points
loncoord = lon(idx); % Y-Coordinates Of ‘inon’ Points
clf
figure(1)
plot(lon, lat, '.') % Plot All Points
hold on
plot(polygon1_y, polygon1_x, '.') % Plot Polygon
plot(loncoord, latcoord, 'gp')
OUTPUT = idx; % the output is idx
So I would be grateful if anyone can told me how I can index the row number of points from Point.mat which placed in/on my shapefile if the points are center of 0.5 x0.5 pixels. In this way, I can effectively select pixels that are in or on my polygon. I need the output like idx.
Thank you so much.
Accepted Answer
More Answers (2)
Bruno Luong
on 4 Aug 2020
But you already have the index in your code. here
...
inon = in | on; % Combine .in. And .on’
idx = find(inon(:));
...
What you think the idx are? Just use it
T(idx)
Precipitation(idx)
7 Comments
BN
on 4 Aug 2020
Bruno Luong
on 4 Aug 2020
Edited: Bruno Luong
on 4 Aug 2020
Why don't you simply call inpolygon on your grid points (and where is it in your code)?
Why you post a code process of the scattered points that you don't want to use?
Bruno Luong
on 4 Aug 2020
Edited: Bruno Luong
on 4 Aug 2020
- Do you want to detect points where a purple rectangle of size 0.5 intersects with the polygon?
- Do you want to generate the rectangle (pixel) corners (grid points)?
- Both?
- Something else?
BN
on 4 Aug 2020
Bruno Luong
on 4 Aug 2020
See my 2nd answer below.
BN
on 4 Aug 2020
KSSV
on 4 Aug 2020
You can use the previous questions answer..with a slight change while saving the points.
clc; clear all ;
load("polygon1_x.mat") ;
load("polygon1_y.mat") ;
load("lon.mat") ;
load("lat.mat") ;
% remove Nan's from the data
xv = polygon1_y ; yv = polygon1_x ;
xv(isnan(xv)) = [] ;
yv(isnan(yv)) = [] ;
%
loncoord = cell([],1) ;
latcoord = cell([],1) ;
count = 0 ;
for i = 1:length(lon)
i
% make grid around (lon,lat)
x = lon(i)-0.5:0.5:lon(i)+0.5 ;
y = lat(i)-0.5:0.5:lat(i)+0.5 ;
[X,Y] = meshgrid(x,y) ;
[in,on] = inpolygon(X(:),Y(:),xv,yv); % Logical Matrix
inon = in | on; % Combine ‘in’ And ‘on’
idx = find(inon(:)); % Linear Indices Of ‘inon’ Points
if any(idx)
count = count+1 ;
loncoord{count} = X(idx); % Y-Coordinates Of ‘inon’ Point
latcoord{count} = Y(idx) ;
end
end
plot(polygon1_y,polygon1_x,'b')
hold on
for i = 1:length(loncoord)
plot(loncoord{i},latcoord{i},'*r')
end

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