Register to reply 
Extruding a 2d curveby marellasunny
Tags: interpolation 
Share this thread: 
#1
Nov2012, 03:00 AM

P: 234

Hi all!
I would like to extrude a 2d curve in the XY plane along the Z direction,thereby wanting to obtain a plane of Z units long.How should I proceed? Is there a tool especially for this in MATLAB? 


#2
Nov2012, 08:32 AM

P: 891

matlab or not, if all you want to do is extrude such line in a straight line, all you need to do is add the third dimension (z), add a bunch of consecutive numbers to it z=1,2,3,4... and then simply broadcast the same x,y values along the third dimension.



#3
Nov2112, 12:32 AM

P: 234

Ok,I created it for a polynomial function(MATLAB CODE)
x=0:.1:10; y=0:.1:10; f=@(x)0.6.*x.^3+1.9.*x.^2+3.*x+25; y=f(x); z=zeros(size(x)); for i=0:.1:10 z1=z+i; plot3(x,y,z1) drawnow; pause(eps); hold on end Question:How do I 'fit' a surface through all these curves(assuming the curves are slightly different but parallel)?,how do I use these level curves to make a surface?" I get an error saying"??? Error using ==> surf at 78 Z must be a matrix, not a scalar or vector." when I insert the command surf(x,y,z1) is creating a surface the same as creating a mesh? 


#4
Nov2112, 07:56 AM

P: 891

Extruding a 2d curve
first of all, I do not know matlab
second, your z1 variable is a onedimensional vector only to which you are assigning, one at a time the values 0, 1, 2, 3, etc. Your z variable remains zero since initialized, you never assigned anything to it. I think you first need to learn how to plot 3D, do an exercise from the user's manual and figure out what x, y, and z need to be. 


#5
Nov2112, 10:46 AM

P: 234

I am using z1 as the z coordinate,not z.
z1=z+i; plot3(x,y,z1) It would helpful if someone can answer the queries above. Thank you. 


Register to reply 
Related Discussions  
Need help with this Elliptic curve theory (Edwards curve)  Calculus & Beyond Homework  0  
Area Under a Curve, 3D, with known end points and curve radius  Calculus  0  
Banked Frictionless Curve, and Flat Curve with Friction  Introductory Physics Homework  1  
How to convert force displacement curve to stress strain curve  Engineering, Comp Sci, & Technology Homework  1  
Differential Geometry: Showing a curve is a sphere curve  Calculus & Beyond Homework  0 