How to effectively plot semi continuous graph

Question

balandong 2017-7-6

0
链接

此问题的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/347627-how-to-effectively-plot-semi-continuous-graph

评论： Star Strider 2017-7-7

采纳的回答： Star Strider

在 MATLAB Online 中打开

Dear Matlab Code The objective was to have a plot as below

At the moment, I am using a rather ineffecient approach, such as,

Xaxis = [273.5 275.5 277.5 279.5 281.5 283.5 303.5 305.5 307.5 315.5 317.5 319.5];
Yaxis = [0.61202 1.62647 1.37831 2.74613 2.24585 0.49887 0.61202 0.73511 2.2399 1.62647 1.99175 4.61222];
subplot(2,1,1);
plot    (Xaxis  (1,1:6), Yaxis (1,1:6), '--mo');
hold on 
plot    (Xaxis  (1,7:9), Yaxis (1,7:9), '--mo');
hold on 
plot    (Xaxis  (1,10:12), Yaxis (1,10:12), '--mo');

May I know any other smart alternative to the above line?

Thanks in advance for the time.

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Answer 1

Star Strider 2017-7-6

2
链接

此回答的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/347627-how-to-effectively-plot-semi-continuous-graph#answer_273125

在 MATLAB Online 中打开

I cannot say this is better, but it is different, and does the vector splitting on its own:

Xaxis = [273.5 275.5 277.5 279.5 281.5 283.5 303.5 305.5 307.5 315.5 317.5 319.5];
Yaxis = [0.61202 1.62647 1.37831 2.74613 2.24585 0.49887 0.61202 0.73511 2.2399 1.62647 1.99175 4.61222];
Xsplit = diff([0 find(diff(Xaxis)>2) length(Xaxis)]);           % Find Discontinuities & Create Lengths Vector
Xc = mat2cell(Xaxis, 1, Xsplit);                                % Split ‘Xaxis’
Yc = mat2cell(Yaxis, 1, Xsplit);                                % Split ‘Yaxis’
figure(1)
plot(Xc{1}, Yc{1}, '--mo',    Xc{2}, Yc{2}, '--mo',    Xc{3}, Yc{3}, '--mo')

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Star Strider 2017-7-6

在 MATLAB Online 中打开

My pleasure.

This works with your new vectors, without any other modification to my code:

Xaxis = [273.5 275.5 277.5 279.5 281.5 283.5 303.5 305.5 307.5 315.5 ...
         317.5 319.5 327.5 329.5 331.5 339.5 341.5 343.5 351.5 353.5 ...
         355.5 363.5 365.5 367.5 375.5 377.5 379.5 387.5 389.5 391.5];
Yaxis = [0.61202 1.62647 1.37831 2.74613 2.24585 0.49887 0.61202 0.73511 2.2399 ...
         1.62647 1.99175 4.61222 1.13016 0.98326 0.75297 1.50735 1.73367 4.35216 ...
         0.62393 1.24332 1.23141 1.87462 0.74702 4.74126 0.87209 1.99175 0.99517 ....
         0.87209 1.36243 4.62414];
Xsplit = diff([0 find(diff(Xaxis)>2) length(Xaxis)]);           % Find Discontinuities & Create Lengths Vector
Xc = mat2cell(Xaxis, 1, Xsplit);                                % Split ‘Xaxis’
Yc = mat2cell(Yaxis, 1, Xsplit);                                % Split ‘Yaxis’
figure(1)
plot(Xc{1}, Yc{1}, '--mo')
hold on
for k1 = 2 : length(Xc)
    plot(Xc{k1}, Yc{k1}, '--mo')
end
hold off

The only addition was to add the loop to plot the individual segments, since there are now nine of them. The vectors split automatically. The plot is the same as you posted, so I won’t re-post it here.

Star Strider 2017-7-7

在 MATLAB Online 中打开

As always, my pleasure.

The splitting occurs with these three assignments and function calls:

Xsplit = diff([0 find(diff(Xaxis)>2) length(Xaxis)]);           % Find Discontinuities & Create Lengths Vector
Xc = mat2cell(Xaxis, 1, Xsplit);                                % Split ‘Xaxis’
Yc = mat2cell(Yaxis, 1, Xsplit);                                % Split ‘Yaxis’

The first, ‘Xsplit’, takes advantage of the fact that your ‘continous’ values are 2 values apart, and the discontinuities are more than that. It then takes the difference of the vector created by the find call that detects these differences and returns the indices, padded by 0 on the low end and ‘length(Xaxis)’ on the high end, to create the lengths of the individual segments. This is necessary because the mat2cell function will split the vectors in its first argument by these dimensions. The easiest way to see how it works is the reverse of the way I constructed it, so in order, explore these:

diff(Xaxis)
diff(Xaxis)>2
find(diff(Xaxis)>2)
[0 find(diff(Xaxis)>2) length(Xaxis)]
Xsplit

These will demonstrate how the ‘Xsplit’ assignment works.

The mat2cell calls take the vectors in their first arguments and split them (in my code here) according to the the second and third arguments. The second and third arguments have to equal the row and column dimensions respectively of the first argument. Since the first arguments are row vectors, the second argument is 1 (the row size) and the third argument is the ‘Xsplit’ vector, the sum of the elements of which are the column size. It splits the first argument according to the second and third arguments.

The documentation on mat2cell explains its operation much better than I can, so reading that documentation will provide an illustration of its capabilities, and also help to illustrate how my code works. The mat2cell function returns cell arrays as its output.

To understand the cell array references I used in the plot calls, see the documentation on Cell Arrays (link). Cell arrays are extremely useful, and have their own properties that are necessary to understand in order to use them effectively.

If you have any further questions on how my code works, I will do my best to provide useful and appropriate explanations.

balandong 2017-7-7