I am getting an error using interp1

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I have table of n and k vs frequency for TiO2 and I am trying to plot the corresponding dielectrics. Here is the code
function [frequency, dielectric_function] = plot_optical_constants_TiO2(n);
color_1 = [0.7411, 0, 0.1490];
color_2 = [0.9412, 0.2314, 0.1255];
color_3 = [0.9922, 0.5529, 0.2353];
color_4 = [0.9961, 0.8, 0.3608];
color_5 = [1, 1.0, 0.3980];
set(0,'defaultaxesfontsize',20);
set(0,'defaulttextfontsize',20);
set(0,'defaultaxeslinewidth',2);
set(0,'defaultlinemarkersize',10);
set(0,'DefaultFigureWindowStyle','docked');
set(0,'DefaultFigurePosition', [0 918 1120 840]);
N_w = 1000 ; % number of points in frequency span
N_k = 2000 ; % number of points in wavevector span
w_min = 5E12;
w_max = 1e15;
[w,k_r] = ndgrid( (linspace(w_min,w_max,N_w)) , (linspace(0,50E6,N_k)) );
e_TiO2 = dlmread('e_TiO2.txt');
w_Ge = e_TiO2(:,1);
e_TiO2 = e_TiO2(:,2) + 1i*e_TiO2(:,3);
e_TiO2_interp = interp1(w_Ge, e_TiO2, w);
dielectric_function = e_TiO2_interp;
frequency = w(:,1);
figure(4)
hh = plot(w(:,1), real(e_TiO2_interp(:,1)),w(:,1), imag(e_TiO2_interp(:,1)));
legend('\epsilon''_{TiO2}', '\epsilon''''_{TiO2}')
ylabel('Dielectric Function')
xlabel('Frequency, {\omega} (rad/s)')
set(hh(1), 'color', color_3)
set(hh(2), 'color', color_1)
xlim([5e12 1e15])
end
The error is pasted below:
Error using matlab.internal.math.interp1
Sample points must be unique.
Error in interp1 (line 188)
VqLite = matlab.internal.math.interp1(X,V,method,method,Xqcol);
Error in plot_optical_constants_TiO2 (line 24)
e_TiO2_interp = interp1(w_Ge, e_TiO2, w);
  8 Commenti
Yordani
Yordani il 23 Dic 2022
Hello Ambali I would like to contact you to discuss this code designed for NFRHT. Can you give me your cell phone number or email? Thank you
Ambali Odebowale
Ambali Odebowale il 23 Dic 2022
odebowale.ambali.oa@gmail.com

Accedi per commentare.

Risposta accettata

DGM
DGM il 22 Feb 2022
Strip out all the multiply-defined points:
color_1 = [0.7411, 0, 0.1490];
color_2 = [0.9412, 0.2314, 0.1255];
color_3 = [0.9922, 0.5529, 0.2353];
color_4 = [0.9961, 0.8, 0.3608];
color_5 = [1, 1.0, 0.3980];
set(0,'defaultaxesfontsize',20);
set(0,'defaulttextfontsize',20);
set(0,'defaultaxeslinewidth',2);
set(0,'defaultlinemarkersize',10);
set(0,'DefaultFigureWindowStyle','docked');
set(0,'DefaultFigurePosition', [0 918 1120 840]);
N_w = 1000 ; % number of points in frequency span
N_k = 2000 ; % number of points in wavevector span
w_min = 5E12;
w_max = 1e15;
[w,k_r] = ndgrid( (linspace(w_min,w_max,N_w)) , (linspace(0,50E6,N_k)) );
e_TiO2 = dlmread('TiO2.txt');
w_Ge = e_TiO2(:,1);
[w_Ge uidx] = unique(w_Ge);
e_TiO2 = e_TiO2(:,2) + 1i*e_TiO2(:,3);
e_TiO2 = e_TiO2(uidx);
e_TiO2_interp = interp1(w_Ge, e_TiO2, w);
dielectric_function = e_TiO2_interp;
frequency = w(:,1);
figure(4)
hh = plot(w(:,1), real(e_TiO2_interp(:,1)),w(:,1), imag(e_TiO2_interp(:,1)));
legend('\epsilon''_{TiO2}', '\epsilon''''_{TiO2}')
ylabel('Dielectric Function')
xlabel('Frequency, {\omega} (rad/s)')
set(hh(1), 'color', color_3)
set(hh(2), 'color', color_1)
xlim([5e12 1e15])

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