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See the recommended documentation of this function
plot3d1
3D gray or color level plot of a surface
Syntax
plot3d1(x,y,z,[theta,alpha,leg,flag,ebox]) plot3d1(xf,yf,zf,[theta,alpha,leg,flag,ebox]) plot3d1(x,y,z,<opts_args>) plot3d1(xf,yf,zf,<opts_args>)
Arguments
- x,y
row vectors of sizes n1 and n2 (x-axis and y-axis coordinates). These coordinates must be monotone.
- z
matrix of size (n1,n2).
z(i,j)
is the value of the surface at the point (x(i),y(j)).- xf,yf,zf
matrices of size (nf,n). They define the facets used to draw the surface. There are
n
facets. Each faceti
is defined by a polygon withnf
points. The x-axis, y-axis and z-axis coordinates of the points of the ith facet are given respectively byxf(:,i)
,yf(:,i)
andzf(:,i)
.- <opt_args>
This represents a sequence of statements
key1=value1, key2=value2
,... wherekey1
,key2,...
can be one of the following: theta, alpha ,leg,flag,ebox (see definition below).- theta, alpha
real values giving in degree the spherical coordinates of the observation point.
- leg
string defining the labels for each axis with @ as a field separator, for example "X@Y@Z".
- flag
a real vector of size three.
flag=[mode,type,box]
.- mode
an integer (surface color).
- mode>0
the surface is painted with color
"mode"
; the boundary of the facet is drawn with current line style and color.- mode=0:
a mesh of the surface is drawn.
- mode<0:
the surface is painted with color
"-mode"
; the boundary of the facet is not drawn.Note that the surface color treatment can be done using
color_mode
andcolor_flag
options through the surface entity properties (see surface_properties).
- type
an integer (scaling).
- type=0:
the plot is made using the current 3D scaling (set by a previous call to
param3d
,plot3d
,contour
orplot3d1
).- type=1:
rescales automatically 3d boxes with extreme aspect ratios, the boundaries are specified by the value of the optional argument
ebox
.- type=2:
rescales automatically 3d boxes with extreme aspect ratios, the boundaries are computed using the given data.
- type=3:
3d isometric with box bounds given by optional
ebox
, similarily totype=1
.- type=4:
3d isometric bounds derived from the data, to similarily
type=2
.- type=5:
3d expanded isometric bounds with box bounds given by optional
ebox
, similarily totype=1
.- type=6:
3d expanded isometric bounds derived from the data, similarily to
type=2
.Note that axes boundaries can be customized through the axes entity properties (see axes_properties).
- box
an integer (frame around the plot).
- box=0:
nothing is drawn around the plot.
- box=1:
unimplemented (like box=0).
- box=2:
only the axes behind the surface are drawn.
- box=3:
a box surrounding the surface is drawn and captions are added.
- box=4:
a box surrounding the surface is drawn, captions and axes are added.
Note that axes aspect can also be customized through the axes entity properties (see axes_properties).
- ebox
It specifies the boundaries of the plot as the vector
[xmin,xmax,ymin,ymax,zmin,zmax]
. This argument is used together withtype
inflag
: if it is set to1
,3
or5
(see above to see the corresponding behaviour). Ifflag
is missing,ebox
is not taken into account.Note that, when specified, the
ebox
argument acts on thedata_bounds
field that can also be reset through the axes entity properties (see axes_properties).
Description
plot3d1
plots a surface with colors depending on the
z-level of the surface. This special plot function can also be enabled
setting color_flag=1
after a plot3d
(see
surface_properties)
Enter the command plot3d1()
to see a demo.
Examples
// same plot using facets computed by genfac3d t=[0:0.3:2*%pi]'; z=sin(t)*cos(t'); [xx,yy,zz]=genfac3d(t,t,z); plot3d1(xx,yy,zz)
// multiple plots t=[0:0.3:2*%pi]'; z=sin(t)*cos(t'); [xx,yy,zz]=genfac3d(t,t,z); plot3d1([xx xx],[yy yy],[zz 4+zz])
// simple plot with viewpoint and captions plot3d1(1:10,1:20,10*rand(10,20),35,45,"X@Y@Z",[2,2,3])
// same plot without grid plot3d1(1:10,1:20,10*rand(10,20),35,45,"X@Y@Z",[-2,2,3])
// plot of a sphere using facets computed by eval3dp deff("[x,y,z]=sph(alp,tet)",["x=r*cos(alp).*cos(tet)+orig(1)*ones(tet)";.. "y=r*cos(alp).*sin(tet)+orig(2)*ones(tet)";.. "z=r*sin(alp)+orig(3)*ones(tet)"]); r=1; orig=[0 0 0]; [xx,yy,zz]=eval3dp(sph,linspace(-%pi/2,%pi/2,40),linspace(0,%pi*2,20)); plot3d(xx,yy,zz) e=gce(); e.color_flag=1; scf(2); plot3d1(xx,yy,zz) // the 2 graphics are similar
See also
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