Im trying to create a 3d plot of 10 trajectories. I have the equation for the z axis and the x axis as an array. However i would like to start the plot at a point along the y axis instead of zero. I know how I want to go plotting the trajectories, it's getting the plot to start at a given point on the y axis. For example starting at the point (0 24 0) or (0 26 2).

5 Kommentare

Ameer Hamza
Ameer Hamza am 6 Apr. 2020
What are the equations of these trajectories?
darova
darova am 6 Apr. 2020
What is the question?
Tyler Hajovsky
Tyler Hajovsky am 6 Apr. 2020
v= 6.5;%ft/s
g= 32.2; %ft/s^2
theta= 30; %degrees
x= 0:.1:2;
y= randi(48);
z1= (x*tand(theta)-((g*x.^2)/(2*v^2*.75)));
plot3(x,y,z1)
Above is the code i have so far. I want to treat the y axis as the beginning of the trajectory. However i wish to start the trajectory at a given y coordinate between 0 and 48. So my question is how to start the trajectory at a specific y coordinate. Also disregard the "y= randi(48)" i know that it is wrong.
Tyler Hajovsky
Tyler Hajovsky am 6 Apr. 2020
This is the plot of the trajectory in 2d, given that the code for this plot is "plot(*x,z1)". I would like to make this plot 3d by adding in the y axis and starting the trajectory at a specific y coordinate.
Marcos
Marcos am 27 Nov. 2024
Verschoben: Walter Roberson am 27 Nov. 2024
How to plot a initial point to final point in 3D graphics, using simultanious trajectory definite vs real time trajectory real PSO

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Antworten (1)

Ameer Hamza
Ameer Hamza am 6 Apr. 2020
Bearbeitet: Ameer Hamza am 6 Apr. 2020

0 Stimmen

Try this
v= 6.5;%ft/s
g= 32.2; %ft/s^2
theta= 30; %degrees
x= 0:.1:2;
y= randi(48)*ones(size(x));
z1= (x*tand(theta)-((g*x.^2)/(2*v^2*.75)));
plot3(x,y,z1)
grid on
xlabel('x');
ylabel('y');
zlabel('z');

4 Kommentare

Tyler Hajovsky
Tyler Hajovsky am 6 Apr. 2020
YEEEESSSSSSS. Thank you so much, did you just create an empty array the size of x?
Ameer Hamza
Ameer Hamza am 6 Apr. 2020
It is not empty array. It is array of all ones. I have updated the code to clarify it.
Tyler Hajovsky
Tyler Hajovsky am 6 Apr. 2020
Thank you so much!!
Ameer Hamza
Ameer Hamza am 6 Apr. 2020
Glad to be of help.

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am 6 Apr. 2020

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am 27 Nov. 2024

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