Graphics: Getting started graphics library overview

## 2d plotting

plot2d

  Plot a curve

  Example:

  plot2d();

plot2d2

  Plot a curve as step function

  Example:

  plot2d2();

plot2d3

  Plot a curve with vertical bars

  Example:

  plot2d3();

plot2d4

  Plot a curve with arrows

  Example:

  plot2d4();

fplot2d

  Plot a curve defined by a function

  Example:

  fplot2d();

champ

  2D vector field

  Example:

  champ();

fchamp

  Direction field of a 2D first order ODE

  Example:

  fchamp();

contour2d

  Level curves of a surface on a 2D plot

grayplot

  2D plot of a surface using colors

  Example:

  grayplot();

fgrayplot

  2D plot of a surface defined by a function using colors

  Example:

  fgrayplot();

Sgrayplot

  Smooth 2D plot of a surface using colors

  Example:

  Sgrayplot();

Sfgrayplot

  Smooth 2D plot of a surface defined by a function using colors

  Example:

  Sfgrayplot();

xgrid

  Add a grid on a 2D plot

  Example:

  x=[0:0.1:2*%pi]'; plot2d(sin(x));xgrid(5)

errbar

  Add vertical error bars on a 2D plot

  Example:

  errbar();

histplot

  Plot a histogram

  Example:

  histplot();

Matplot

  2D plot of a matrix using colors

  Example:

  Matplot();

## 3d plotting

plot3d

  Plot a surface

  Example:

  plot3d();

plot3d1

  Plot a surface with gray or color level

  Example:

  plot3d1();

fplot3d

  Plot a surface defined by a function

  Example:

  fplot3d();

fplot3d1

  Plot a surface defined by a function with gray or color level

  Example:

  fplot3d1();

param3d

  Plot one curve

  Example:

  param3d();

param3d1

  Plots curves

  Example:

  param3d1();

contour

  Level curves on a 3D surface

  Example:

  contour();

bar3d

  3D representation of a bar diagram

  Example:

  bar3d();

genfac3d

  Compute facets of a 3D surface

  Example:

  genfac3d();

eval3dp

  Compute facets of a 3D surface

  Example:

  p1=linspace(0,2*%pi,10); p2=linspace(0,2*%pi,10); deff("[x,y,z]=scp(p1,p2)",["x=p1.*sin(p1).*cos(p2)";.. "y=p1.*cos(p1).*cos(p2)";.. "z=p1.*sin(p2)"]) [Xf,Yf,Zf]=eval3dp(scp,p1,p2); plot3d(Xf,Yf,Zf)

geom3d

  Projection from 3D on 2D after a 3D plot

  Example:

  deff("[z]=surface(x,y)","z=sin(x)*cos(y)") t=%pi*(-10:10)/10; // 3D plot of the surface fplot3d(t,t,surface,35,45,"X@Y@Z") // now (t,t,sin(t).*cos(t)) is a curve on the surface // which can be drawn using geom3d and xpoly [x,y]=geom3d(%pi/2,0,surface(%pi/2,0))

## Line and polygon plotting

xpoly

  Draw a polyline or a polygon

xpolys

  Draw a set of polylines or polygons

xrpoly

  Draw a regular polygon

xsegs

  Draw unconnected segments

xfpoly

  Fill a polygon

xfpolys

  Fill a set of polygons

## Rectangle plotting

xrect

  Draw a rectangle

xfrect

  Fill a rectangle

xrects

  Draw or fill a set of rectangles

## Arc plotting

xarc

  Draw a part of an ellipse

xarcs

  Draw parts of a set of ellipses

xfarc

  Fill a part of an ellipse

xfarcs

  Fill parts of a set of ellipses

## Arrow plotting

xarrows

  Draw a set of arrows

## Strings

xstring

  Draw strings

xstringl

  Compute a box which surrounds strings

xstringb

  Draw strings into a box

  Example:

  xstringb();

xtitle

  Add titles on a graphics window

  Example:

  xtitle();

titlepage

  Add a title in the middle of a graphics window

## Frames and axes

drawaxis

  Draw an axis

graduate

  Pretty axis graduations

plotframe

  Plot a frame with scaling and grids

  This function is obsolete.

## Coordinates transformations

isoview

  Set isometric plotting scales

scaling

  Affine transformation of a set of points

rotate

  Rotation of a set of points

xsetech

  Set the sub-window of a graphics window for plotting

subplot

  Divide a graphics window into a matrix of sub-windows

xchange

  Transform real to pixel coordinates

## Colors

colormap

  Using colormaps

getcolor

  Dialog to select colors in the current colormap

addcolor

  Add new colors to the current colormap

graycolormap

  Linear gray colormap

hotcolormap

  Red to yellow colormap

## Graphics context

set

  Set values of the graphics context

get

  Retrieve the value of a property from the handle of a graphic or of an interactive object.

xlfont

  Load a font in the graphics context or query loaded font

## Save and load

xsave

  Save graphics into a file

xload

  Load a saved graphics

xs2bmp

  Export graphics using the BMP format

xs2emf

  Export graphics using the EMF format

  Only under Windows.
xs2eps

  Export graphics using the EPS format

xs2gif

  Export graphics using the GIF format

xs2jpg

  Export graphics using the JPG format

xs2pdf

  Export graphics using the PDF format

xs2png

  Export graphics using the PNG format

xs2ppm

  Export graphics using the PPM format

xs2ps

  Export graphics using the PS format

xs2svg

  Export graphics using the SVG format

## Graphics primitives

clf

  Clear or reset the current graphic figure (window) to default values

driver

  Select a graphics driver

xinit

  Initialisation of a graphics driver

xend

  Close a graphics session

replot

  Redraw the current graphics window with new boundaries

show_window

  Raise the current graphics window

xdel

  Delete a graphics window

winsid

  Return the list of graphics windows

xname

  Change the name of the current graphics window

## Mouse position

xclick

  Wait for a mouse click or an event in a graphic window

locate

  Mouse selection of a set of points

xgetmouse

  Get the mouse events and current position

## Interactive editor

edit_curv

  Interactive graphics curve editor

## Graphics functions for automatic control

bode

  Bode plot

  Example:

  s=poly(0,'s') h=syslin('c',(s^2+2*0.9*10*s+100)/(s^2+2*0.3*10.1*s+102.01)) clf();bode(h,0.01,100);

gainplot

  Magnitude plot

  Example:

  s=poly(0,'s') h1=syslin('c',(s^2+2*0.9*10*s+100)/(s^2+2*0.3*10.1*s+102.01)) h2=syslin('c',(s^2+2*0.1*15.1*s+228.01)/(s^2+2*0.9*15*s+225)) clf();gainplot([h1;h2],0.01,100,['h1';'h2']) title('Gainplot');

nyquist

  Nyquist plot

  Example:

  s=poly(0,'s') h=syslin('c',(s^2+2*0.9*10*s+100)/(s^2+2*0.3*10.1*s+102.01)); h1=h*syslin('c',(s^2+2*0.1*15.1*s+228.01)/(s^2+2*0.9*15*s+225)) nyquist(h1) ax=gca(); h_h=ax.children($).children(2); tip=datatipCreate(h_h,[1.331,0.684]); datatipSetOrientation(tip,"upper left");

hallchart

  Hall chart

  Example:

  hallchart();

nicholschart

  Nichols chart

  Example:

  nicholschart();

black

  Black's diagram

  Example:

  s=poly(0,'s'); sl=syslin('c',5*(1+s)/(.1*s^4+s^3+15*s^2+3*s+1)) clf();black(sl,0.01,10);

evans

  Evans root locus

  Example:

  evans();

sgrid

  s-plane grid lines

  Example:

  sgrid(0:0.2:1,[0.2 0.6 1 1.7 2])

plzr

  pole-zero plot

  Example:

  s=poly(0,'s'); n=[1+s 2+3*s+4*s^2 5; 0 1-s s]; d=[1+3*s 5-s^3 s+1;1+s 1+s+s^2 3*s-1]; h=syslin('c',n./d); plzr(h);

zgrid

  zgrid plot

  Example:

  zgrid();