Plot two equations and find the intersect
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Brian Robinson
il 4 Apr 2020
Commentato: John D'Errico
il 4 Apr 2020
I want to solve numerically for the intersects, plot the curve and line and show the intersects on the plot . E is the x axis and y is the y axis. We have;
g=9.81;v=1;y1=2;q=v*y1;z=0.9;
Syms E y2
eqn1 = E==2*g*y2^3+y2^2(2*g*z-2*g*y-q^2/y1^2)+q^2 = 0;
eqn2 = E==3;
That is as far as I got.
Thanks in advance.
Risposta accettata
Ameer Hamza
il 4 Apr 2020
Try this
g=9.81;v=1;y1=2;q=v*y1;z=0.9;
syms E y2
E1 = 2*g*y2^3+y2^2*(2*g*z-2*g*y1-q^2/y1^2)+q^2;
E2 = 3;
sol = double(solve(E1==E2));
fplot(E1, [-0.5 1.5]) % plot from -5 to 5 on x-axis
hold on;
fplot(E2, [-0.5 1.5])
plot(sol, E2*ones(size(sol)), 'ro');
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/281761/image.png)
8 Commenti
Ameer Hamza
il 4 Apr 2020
Brian, the function handle E1, has two inputs. fimplicit plot 1st on x and 2nd on y-axis.
John D'Errico
il 4 Apr 2020
Exactly. Had I created the function handle as:
E1 = @(y2,E) 2*g*y2.^3+y2.^2.*(2*g*z-2*g*y1-q^2/y1.^2)+q^2 - E;
then E would be on the y axis.
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