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Linear interpolation in Matlab.Linear interpolation can be done in.pdf

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Linear interpolation in Matlab. Linear interpolation can be done in MATLAB using the interp1 function (that’s “interp-one”). Its default mode is linear interpolation, which is equivalent to using the ’*linear’ option, but interp1 can also do other types of polynomial interpolation. Here is an example on a 1-D signal: n1 = 0:6; xr1 = (-2).ˆn1; tti = 0:0.1:6; %-- locations between the n1 indices xr1linear = interp1(n1,xr1,tti); %-- function is INTERP-ONE stem(tti,xr1linear) For the example above, what is the interpolation factor when converting xr1 to xr1linear? Solution Ans) Length of original signal xr1=7 (0:6 ) Length of interpolated signal xr1linear=1+(6/0.1)=61 (0:0.1:6) Interpolation factor =length(xr1linear)/length(xr1)=61/7=8.7143 Interpolation factor =8.7143.

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Linear interpolation in Matlab. Linear interpolation can be done in MATLAB using the interp1 function (that’s “interp-one”). Its default mode is linear interpolation, which is equivalent to using the ’*linear’ option, but interp1 can also do other types of polynomial interpolation. Here is an example on a 1-D signal: n1 = 0:6; xr1 = (-2).ˆn1; tti = 0:0.1:6; %-- locations between the n1 indices xr1linear = interp1(n1,xr1,tti); %-- function is INTERP-ONE stem(tti,xr1linear) For the example above, what is the interpolation factor when converting xr1 to xr1linear? Solution Ans) Length of original signal xr1=7 (0:6 ) Length of interpolated signal xr1linear=1+(6/0.1)=61 (0:0.1:6) Interpolation factor =length(xr1linear)/length(xr1)=61/7=8.7143 Interpolation factor =8.7143

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Linear interpolation in Matlab.Linear interpolation can be done in.pdf

  • 1. Linear interpolation in Matlab. Linear interpolation can be done in MATLAB using the interp1 function (that’s “interp-one”). Its default mode is linear interpolation, which is equivalent to using the ’*linear’ option, but interp1 can also do other types of polynomial interpolation. Here is an example on a 1-D signal: n1 = 0:6; xr1 = (-2).ˆn1; tti = 0:0.1:6; %-- locations between the n1 indices xr1linear = interp1(n1,xr1,tti); %-- function is INTERP-ONE stem(tti,xr1linear) For the example above, what is the interpolation factor when converting xr1 to xr1linear? Solution Ans) Length of original signal xr1=7 (0:6 ) Length of interpolated signal xr1linear=1+(6/0.1)=61 (0:0.1:6) Interpolation factor =length(xr1linear)/length(xr1)=61/7=8.7143 Interpolation factor =8.7143