Interpolation under different conditions of 2 parametrs
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I have a set of 9 tables with 25 distances each based on wind direction and wind speed (5 x 5). 9 tables each at a particular height and speed. I want to interpolate and find distance at a given height and speed. How can i do this. Any help is highly appreciated.
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Mathieu NOE
am 30 Mai 2023
The interp2() function is used to Interpolate for 2-D gridded data in a mesh grid format.
Syntax:
interp2(X,Y,V,Xq,Yq)
interp2(V,Xq,Yq)
interp2(V)
interp2(V,k)
interp2(___,method)
interp2(___,method,extrapval)
Antworten (1)
Cyrus Monteiro
am 15 Jun. 2023
To interpolate and find distance at a given height and speed using the given set of 9 tables in MATLAB, you can use the "interp2" function which performs 2-D interpolation. Here are the steps you can follow:
- Store the 9 tables in a cell array or multi-dimensional matrix.
- Define the range of heights and speeds at which you want to find the distance. You can do this using the "linspace" function.
- Use the "meshgrid" function to create two 2-D grids for height and speed.
- Use the "interp2" function to interpolate the distance values at the given height and speed using the 2-D grids and the tables.
Here is an example code snippet:
% Define the tables
table1 = [1 2 3 4 5; 2 4 6 8 10; 3 6 9 12 15; 4 8 12 16 20; 5 10 15 20 25];
table2 = ... % Define the rest of the tables
tables = {table1, table2, ..., table9}; % Store in a cell array
% Define the range of heights and speeds
heights = linspace(0.5, 2, 5); % range of heights
speeds = linspace(1, 5, 5); % range of speeds
% Create 2-D grids for heights and speeds
[heightGrid, speedGrid] = meshgrid(heights, speeds);
% Interpolate the distances at a given height and speed
height = 1.2; % height at which to find distance
speed = 3.5; % speed at which to find distance
distance = zeros(9, 1); % preallocate distance matrix
for i = 1:9 % iterate over the tables
distance(i) = interp2(heightGrid, speedGrid, tables{i}, height, speed);
end
This should give you the interpolated distances at the given height and speed for all 9 tables.
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