How do I quiver plot magnetic field
显示 更早的评论
I have the following code that will calculate the magnetic field from a stationary dipole in three dimensions:
function B = B_function_quiverplot(x,y,z)
%r_b vector from origin to gradiometer reading %r_m vector from origin to magnetisation mass %m is the magnetisation vector %% b0=[-.4e3 18.3e3 -45.8e3]; %earth field in nT r=[x;y;z] const = 1.2566e-6/(4*pi); m=(.2/const)*b0 %Evaluating B
dot_rm=dot(r,m); norm_r=norm(r)
B= const*( ((3*dot_rm)/(norm_r^5))*r - (1/(norm_r^3))*m)
end
How can I produce a 3-d quiver plot of the vector field?
回答(1 个)
José-Luis
2017-7-4
0 个投票
4 个评论
matlabkid602
2017-7-4
José-Luis
2017-7-4
"Not getting good results" is a poor descriptor of the issues you are facing.
- What do you have?
- What do you want?
matlabkid602
2017-7-4
José-Luis
2017-7-5
That's what quiver3() does.
类别
在 帮助中心 和 File Exchange 中查找有关 Face Detection 的更多信息
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!