Help! Projectile Motion Plotting

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Dark Shadow
Dark Shadow 2020-4-9
评论： Optics Wizard 2020-4-9
clear all
close all
clc
format bank
%---------------------------------------------------------------
h = input('Hight is: ');
v0x = 10;
g = 9.8;
%---------------------------------------------------------------
t_max = sqrt(2*h/g)
x_max = v0x*g
%---------------------------------------------------------------
grid on
axis equal;
xlim([0, 100]);
ylim([0, 100]);
xlabel('x_max)');
ylabel('h');
title ('Graph h, x_max');
I have done most of the code but I dont understand how can I have the same graph look as the photo below (just the ball's motion).
Please help me
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the cyclist
the cyclist 2020-4-9
编辑：the cyclist 2020-4-9
When you say, "that is all I have" you fail to mention this very detailed response you got the previous time you asked very nearly the same question -- just 6 hours ago.
You also asked a different question (also multiple times). And, again, you seem to not be showing any evidence of using any of the information you are receiving.
I think you need to find some help outside of this forum, from your instructor or a tutor.
Dark Shadow
Dark Shadow 2020-4-9
Look, I'm new to this stuff and I dont understand it correctly. This is school from home for you. We are under carantine. Peoples are dying everyday. We try to study under this circumstances and you tell me that. How do I ask my tutor when the only thing thay say is do your projects and send them without even trying to explan them. Its the first time we deal with this. Plase try understand me. Im not doing this on purpose. So sorry if I bothered you.

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Optics Wizard
Optics Wizard 2020-4-9
Quick sidenote in response to back-and-forth between OP (Dark Shadow) and the cyclist:
Yes, this question is greater in scope than is altogether appropriate for this message board, and given the previous in-depth response it is reasonable that "the cyclist" thought this post was a bit inappropriate. However, given the difficult quarantine situations impacting several students' education, and that quarantine is driving me insane that I need a bit of a distraction, I don't mind giving an quick physics lesson.
So let's go! Quick physics-coding lesson:
You need to figure out what equations are necessary before you get to coding. For instance:
Yay! We are almost there!
Now what do we know? (this is not for coding, but just to understand the physics process)
Starting height (y-axis): h0 = y0
x-axis velocity: v0x = vx0 = vx (no time dependence!)
y-axis velocity: vy = -gt (remember, vy0=0 because the projectile is shot horizontally, no vertical component)
The 'y' equation above is actually wrong. It should be y=y0+vyo-(1/2)*(gt^2) (gotta consider the initial condition)
So let's put it together!
y = h0 - (1/2)(gt^2)
What do we want to find? Time t when the object hits the ground: y = 0
0 = h0 - (1/2)(gt^2)
Then solve for t!
t = sqrt(2*h/g) = t_max (that's where the equation you had comes from!)
So what's the max distance?
x = vx*t_max = x_max
Yaaayyy!!!
So, let's plot it. The x_max and t_max equations are good, but they cannot themselves be used to plot the entire path. I'm going to write psuedo-code (not going to test it myself, just to teach the concept) so you'll have to do a bit of the work to implement it, but I'll get you most of the way there.
This is a parametric equation problem: x(t) and y(t)
t = linspace(0,t_max,100); % Set time domain from 0 to t_max
x = vx0*t; % Determine path of object in x
y = h0 - (1/2)(g*t^2); % Determine path of object in y
fprintf('The max distance is: %f \n\n', x_max);
fprintf('The max time is: %f \n\n', t_max);
plot(x,y)
fprintf('We did it! Yaaayyy!!!!);
Hope that helps!

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