90 lines
3.3 KiB
Matlab
90 lines
3.3 KiB
Matlab
%% plot_dispersion_final_for_tikz
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lambda_nm = linspace(1240, 1360, 400);
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% 1. Statistical & Specification Parameters
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p01_L = norminv(0.01, 1317, 2);
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p99_L = norminv(0.99, 1317, 2);
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p01_S = norminv(0.01, 0.0872, 0.0012);
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p99_S = norminv(0.99, 0.0872, 0.0012);
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% Scenarios: [ZDW_min, ZDW_max], [S0_min, S0_max], [Color RGB]
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scenarios = { ...
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[1303, 1325], [0.075, 0.0925], [0.6510, 0.8078, 0.8902]; ... % 1. Wide Spec (Gray)
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[p01_L, p99_L], [p01_S, p99_S], [0.6, 0.6, 0.6] ... % 2. 98% Stats (Blue)
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};
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figure('Color','w'); hold on;
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hp_handles = [];
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% 2. Calculate and Plot Envelopes
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for k = 1:size(scenarios, 1)
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Zr = scenarios{k,1};
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Sr = scenarios{k,2};
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col = scenarios{k,3};
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[S_mesh, Z_mesh] = meshgrid(Sr, Zr);
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D_all = zeros(length(lambda_nm), 4);
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for i = 1:4
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D_all(:,i) = (S_mesh(i)/4) .* (lambda_nm - (Z_mesh(i)^4)./(lambda_nm.^3));
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end
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D_min_env = min(D_all, [], 2);
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D_max_env = max(D_all, [], 2);
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[hl, hp] = boundedline(lambda_nm, (D_min_env+D_max_env)/2, (D_max_env-D_min_env)/2, ...
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'cmap','alpha', col);
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hp_handles(k) = hp;
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set(hl, 'Visible', 'off');
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if k == 1
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D_wide_min = D_min_env;
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D_wide_max = D_max_env;
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% ho = outlinebounds(hl, hp);
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% % Change properties
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% set(ho, 'Color', 'k', ... % Make it black
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% 'LineStyle', '--', ... % Make it dashed
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% 'LineWidth', 1, ... % Make it thin
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% 'HandleVisibility', 'off'); % Hide from legend
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% Capture Wide Spec (k=1) bounds for the TikZ measurement lines
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hp.FaceAlpha = 0.5;
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% ho = outlinebounds(hl, hp);
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% % Change properties
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% set(ho, 'Color', 'k', ... % Make it black
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% 'LineStyle', '--', ... % Make it dashed
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% 'LineWidth', 1, ... % Make it thin
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% 'HandleVisibility', 'off'); % Hide from legend
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% Capture Wide Spec (k=1) bounds for the TikZ measurement lines
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hp.FaceAlpha = 0.5;
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else
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hp.FaceAlpha = 0.8;
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end
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end
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% 3. Nominal Line
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D_nom = (0.0872/4) .* (lambda_nm - (1317^4)./(lambda_nm.^3));
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h_nom = plot(lambda_nm, D_nom, 'k', 'LineWidth', 1,'LineStyle','-');
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% 4. Minimal Lines for TikZ (Measuring Wide Spec)
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lambda_v = 1290;
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[~, idx_v] = min(abs(lambda_nm - lambda_v));
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% Vertical line showing full Wide Spec dispersion range at 1290nm
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line([lambda_v, lambda_v], [D_wide_min(idx_v), D_wide_max(idx_v)], 'Color', 'k', 'Tag', 'VertArrow','LineWidth', 1);
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% Horizontal line showing Wide Spec ZDW range at D=0
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% line([1303, 1325], [0, 0], 'Color', 'k', 'Tag', 'HorizArrow','LineWidth', 1);
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% 5. Aesthetics & Legend
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xlabel('Wavelength $\lambda$ [nm]', 'Interpreter', 'latex');
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ylabel('$D(\lambda)$ [ps/(nm km)]', 'Interpreter', 'latex');
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grid on; box on;
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xlim([1240 1360]); ylim([-5 5]);
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leg_labels = { ...
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'$\lambda_0 \in [1303, 1325], S_0 \in [0.075, 0.0925]$', ...
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'$\lambda_0 \in [1312, 1322], S_0 \in [0.084, 0.090]$', ...
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'$\lambda_0 = 1317, S_0 = 0.0872$'};
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legend([hp_handles, h_nom], leg_labels, 'Location', 'northwest', 'Interpreter', 'latex', 'FontSize', 8);
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% Export command (uncomment to use)
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% mat2tikz_improved('C:\Users\Silas\Documents\6971e0b65b380ca6d71c837f\02_IMDD_System\tikz\dispersion\dispersion_slope.tikz') |