I want to draw an arrow in vector.

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Muhendisleksi
Muhendisleksi am 9 Okt. 2017
Beantwortet: Matevz Lavtar am 14 Nov. 2020
Q = [0,977 -0,016
-0,016 0,176];
p1 = [0.977 -0.016]; %Coordinate of the first point
p2 =[-0.016 0.176]; % Coordinate of the second point
The start and end points of the arrow are as above. How can I draw a vector arrow with these points?

Antworten (5)

Matevz Lavtar
Matevz Lavtar am 14 Nov. 2020
I have the same problem, so I make a function that solve this problem I think.
Example what can you do with it:
Hope it helps you

Jan
Jan am 9 Okt. 2017
  2 Kommentare
Muhendisleksi
Muhendisleksi am 9 Okt. 2017
I checked all of them. But I could not find what I wanted.
Jan
Jan am 9 Okt. 2017
Bearbeitet: Jan am 9 Okt. 2017
If you explain exactly, what you want, it is possible for the readers to give any specific suggestions. The information, that the dozens of existing implementations do not satisfy your needs, does not allow for further help.

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Star Strider
Star Strider am 9 Okt. 2017
Bearbeitet: Star Strider am 9 Okt. 2017
One option is the quiver plot:
Q = [0.977 -0.016
-0.016 0.176];
QX = Q(:,1); % Isolate Line ‘x’ Coordinates
QY = Q(:,2); % Isolate Line ‘y’ Coordinates
[~,UV] = gradient(Q); % Generate Gradient
UVX = [UV(1,1); 0]; % Define Quiver Arrow ‘x’
UVY = [UV(1,2); 0]; % Define Quiver Arrow ‘y’
figure(1)
% plot(QX, QY, '-r', 'LineWidth',1.2) % Plot Line (Optional)
hold on
quiver(QX, QY, UVX, UVY, 0)
hold off
axis([-0.15 1.1 -0.15 0.2])
axis equal
grid
EDIT Added axis calls to the plot.

Martin Meiringer
Martin Meiringer am 12 Dez. 2017
Is there a reason why this functionality is still not built in? Using file exchange functions is always a bit difficult if you are sharing your work with colleagues. so please, Mathworks do a arrow / arrow3 function!!!
  2 Kommentare
Star Strider
Star Strider am 12 Dez. 2017
Submit an Enhandement Request at Contact Us (link).
MrKnudsen
MrKnudsen am 29 Apr. 2020
Will my proposal further down work for you?

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MrKnudsen
MrKnudsen am 29 Apr. 2020
I think this hack might be useful:
figure()
hold on; grid on;
a1 = 1j+1;
a2 = -1;
a3 = -1j;
a4 = 0.5 -0.5j;
compass(a1,'r');
compass(a2,'g');
compass(a3,'b');
compass(a4,'y');

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