Breaking the axis of plots

How can I do something like this in MATLAB without using any external pagkages or functions? Thanks

[Angelo Yeo]

Why don't you take a look at the post below and see one of answers?

https://kr.mathworks.com/matlabcentral/answers/42537-break-in-the-axis

Answer 1

[Star Strider]

Perhaps this —

x = [linspace(0, 10, 21); linspace(40, 42.5, 21)];                                                  % Create Data
y = [sin(x(1,:)*2*pi*0.11); sin(x(2,:)*2*pi*0.15+2.6)];                                                 % Create Data

figure
subplot(1,2,1)
plot(x(1,:), y(1,:))                                                                                % Plot First Group
Ax1 = gca;
yt = Ax1.YTick;                                                                                     % Get Y-Tick Values
tl = Ax1.TickLength(1)*20;
yl1 = ylim;
hold on
plot(([0;tl]*ones(size(yt))), [1;1]*yt, '-k')                                                       % Create New Y-Yicks
hold off
% grid
Ax1.YAxis.Visible = 0;                                                                              % Turn Off Y-Axis
xline(0)
text(zeros(size(yt))-0.05*diff(xlim), yt, compose('%.1f',yt), 'Vert','middle', 'Horiz','right')     % Label New Ticks
text(max(xlim)*[1 1]-0.04, [min(ylim) max(ylim)], '/')
subplot(1,2,2)
plot(x(2,:), y(2,:))                                                                                % Plot Second Group
% grid
ylim(yl1)
Ax2 = gca;
Ax2.YAxis.Visible = 'off';                                                                          % Turn Off Y-Axis
xline(max(xlim), '-k')
hold on
plot((max(xlim)-[0;tl*0.25]*ones(size(yt))), [1;1]*yt, '-k')                                                       % Create New Y-Yicks
hold off
text(max(xlim)+zeros(size(yt))+0.15*diff(xlim), yt, compose('%.1f',yt), 'Vert','middle', 'Horiz','right')     % Label New Ticks
text(min(xlim)*[1 1]-0.05, [min(ylim) max(ylim)], '/')

This is not at all robust and will likely require tweaking with different data. The File Exchange functions are likely better, since I would assume that they are designed to be more robust.

This is a slightly more sophisticated version of my earlier effort.

.

Answer 2

[Aakash]

You can refer to this work from matlab file exchange forum: https://www.mathworks.com/matlabcentral/fileexchange/3683-breakxaxis?s_tid=srchtitle_breakxaxis_1