I want to interpolate a matrix "A" containing 3633 rows and 3506 columns with many scattered NaNs to another matrix "B" containing 10900 rows and 10521 columns. How can I do it ? 댓글 수: 0 댓글을
I have got a range of values for the time period -T0 and have calculated the state-space matrix A from this. essentially I am unsure if i need to interpolate my A matrix to be the same size as my Npts in order for the loop to work. Hope it makes sense and hope you can help!
Interpolate to Matrix of Values This example shows how to interpolate a solution to a scalar problem using apOutmatrix of values. Solve the equation−Δu=1on the unit disk with zero Dirichlet conditions. Get g0 = [1;0;0;1];% circle centered at (0,0) with radius 1sf ='C1'; g =...
Example: interp(tf1,tf2,5) interpolates five transformations between transformations tf1 and tf2. Example: interp(r1,r2,7) interpolates seven rotations between rotations r1 and r2. Output Arguments collapse all transformation0— Interpolated transformations N-by-M matrix Interpolated transformations, ret...
specified by [channels], a position matrix of channel numbers defining the topographic locations of the channels in the grid. Zero values are ignored (given the figure background color); negative integers, the color of the polarity-reversed channel values. ...
pchip interpolates using a piecewise cubic polynomial P(x) with these properties: On each subinterval xk≤x≤xk+1, the polynomial P(x) is a cubic Hermite interpolating polynomial for the given data points with specified derivatives (slopes) at the interpolation points. P(x) interpolates y, ...
y = interpft(X,n) interpolates the Fourier transform of the function values in X to produce n equally spaced points. interpft operates on the first dimension whose size does not equal 1. example y = interpft(X,n,dim) operates along dimension dim. For example, if X is a matrix, then ...
Thegammafunction interpolates thefactorialfunction. For integern: gamma(n+1) = factorial(n) = prod(1:n) The domain of thegammafunction extends to negative real numbers by analytic continuation, with simple poles at the negative integers. This extension arises from repeated application of the rec...
pchip interpolates using a piecewise cubic polynomial P(x) with these properties: On each subinterval xk≤x≤xk+1, the polynomial P(x) is a cubic Hermite interpolating polynomial for the given data points with specified derivatives (slopes) at the interpolation points. P(x) interpolates y, ...
y= interpft(X,n)interpolates the Fourier transform of the function values inXto producenequally spaced points.interpftoperates on the first dimension whose size does not equal 1. example y= interpft(X,n,dim)operates along dimensiondim. For example, ifXis a matrix, theninterpft(X,n,2)operate...