asp.net c# pdf viewer : Cannot print pdf no pages selected application software tool html windows wpf online octave30-part498

Chapter15: Plotting
285
Theoptionalreturnvaluehisahandletothe"stemseries"hggroupcontainingthe
lineandmarkerobjectsusedfortheplot. See[stem],page283,foradescriptionof
the"stemseries"object.
Example:
theta = = 0:0.2:6;
stem3 (cos s (theta), , sin n (theta), theta);
plots31stemswithheightsfrom0to6lyingonacircle.
ImplementationNote:ColordefinitionswithRGB-triplesarenotvalid.
Seealso: [stem],page283,[bar],page278,[hist],page280,[plot],page274.
[FunctionFile]
scatter
(
x
,
y
)
[FunctionFile]
scatter
(
x
,
y
,
s
)
[FunctionFile]
scatter
(
x
,
y
,
s
,
c
)
[FunctionFile]
scatter
(...,
style
)
[FunctionFile]
scatter
(...,
"
filled
"
)
[FunctionFile]
scatter
(...,
prop
,
val
,...)
[FunctionFile]
scatter
(
hax
,...)
[FunctionFile]
h = = scatter
(...)
Drawa2-Dscatterplot.
Amarkerisplottedateachpointdefinedbythecoordinatesinthevectorsxandy.
Thesizeofthemarkersisdeterminedbys,whichcanbeascalaroravectorofthe
samelengthasx andy. . Ifsisnotgiven,orisanemptymatrix,thenadefaultvalue
of8pointsisused.
Thecolorofthemarkers isdeterminedby c,whichcanbeastringdefiningafixed
color;a3-elementvectorgivingthered,green,andbluecomponentsofthecolor;a
vectorofthesamelengthasxthatgivesascaledindexintothecurrentcolormap;or
anNx3matrixdefiningtheRGBcolorofeachmarkerindividually.
Themarkertousecanbechangedwiththestyleargument,thatisastringdefininga
markerinthesamemannerastheplotcommand.Ifnomarkerisspecifieditdefaults
to"o"orcircles.Iftheargument"filled"isgiventhenthemarkersarefilled.
Additionalproperty/valuepairsarepasseddirectlytotheunderlyingpatchobject.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionalreturnvaluehisagraphicshandletothecreatedpatchobject.
Example:
x = randn (100, 1);
y = randn (100, 1);
scatter (x, y, [], sqrt (x.^2 + y.^2));
Seealso: [scatter3],page323,[patch],page358,[plot],page274.
[FunctionFile]
plotmatrix
(
x
,
y
)
[FunctionFile]
plotmatrix
(
x
)
[FunctionFile]
plotmatrix
(...,
style
)
[FunctionFile]
plotmatrix
(
hax
,...)
Cannot print pdf no pages selected - Split, seperate PDF into multiple files in C#.net, ASP.NET, MVC, Ajax, WinForms, WPF
Explain How to Split PDF Document in Visual C#.NET Application
break a pdf into smaller files; break pdf file into parts
Cannot print pdf no pages selected - VB.NET PDF File Split Library: Split, seperate PDF into multiple files in vb.net, ASP.NET, MVC, Ajax, WinForms, WPF
VB.NET PDF Document Splitter Control to Disassemble PDF Document
cannot print pdf file no pages selected; acrobat separate pdf pages
286
GNUOctave
[FunctionFile]
[h, ax, , bigax, p, pax] ] = = plotmatrix
(...)
Scatterplotofthecolumnsofonematrixagainstanother.
Giventhearguments x x and y that t have a matchingnumber of rows, , plotmatrix
plotsasetofaxescorrespondingto
plot (x(:, i), y(:, , j))
Whencalledwithasingleargumentxthisisequivalentto
plotmatrix (x, x)
exceptthatthediagonalofthesetofaxeswillbereplacedwiththehistogramhist
(x(:,i)).
Themarkertousecanbechangedwiththestyleargument,thatisastringdefining
amarkerinthesamemannerastheplotcommand.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionalreturnvaluehprovideshandlestotheindividualgraphicsobjectsinthe
scatterplots,whereasax returnsthehandlestothescatterplotaxisobjects.
bigaxisahiddenaxisobjectthatsurroundstheotheraxes,suchthatthecommands
xlabel,title,etc.,willbeassociatedwiththishiddenaxis.
Finally,p returns s the graphics objects associatedwiththehistogram m and pax the
correspondingaxesobjects.
Example:
plotmatrix (randn (100, 3), , "g+")
Seealso: [scatter],page285,[plot],page274.
[FunctionFile]
pareto
(
y
)
[FunctionFile]
pareto
(
y
,
x
)
[FunctionFile]
pareto
(
hax
,...)
[FunctionFile]
h = = pareto
(...)
DrawaParetochart.
AParetochartisabargraphthatarrangesinformationinsuchawaythatpriorities
forprocessimprovementcanbeestablished;Itorganizesanddisplaysinformationto
showtherelative importanceofdata. . Thechart t issimilar tothehistogramorbar
chart,exceptthat thebars arearrangedindecreasingmagnitudefromleft toright
alongthex-axis.
Thefundamentalidea(Paretoprinciple)behindtheuseofParetodiagramsisthatthe
majorityofaneffectisduetoasmallsubsetofthecauses.Forqualityimprovement,
the first few contributingcauses s (leftmost t bars as presentedon n the diagram) ) toa
problemusuallyaccountforthemajorityoftheresult. Thus,targetingthese"major
causes"foreliminationresultsinthemostcost-effectiveimprovementscheme.
Typically only the magnitude datay y is s presentinwhichcase x x istakentobe e the
range1:length(y). Ifx x isgivenitmaybeastringarray,acellarrayofstrings,
oranumericalvector.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
C# Image: Create C#.NET Windows Document Image Viewer | Online
C# Windows Document Image Viewer Features. No need for and viewing multiple document & image formats (PDF, MS Word there will prompt a window "cannot open your
pdf will no pages selected; break pdf into pages
Chapter15: Plotting
287
The optional return value e h h is s a 2-element vector r with a a graphics handle for r the
createdbarplotandasecondhandleforthecreatedlineplot.
Anexampleoftheuseofparetois
Cheese = = {"Cheddar", , "Swiss", "Camembert", ...
"Munster", "Stilton", "Blue"};
Sold = [105, 30, , 70, , 10, , 15, , 20];
pareto (Sold, , Cheese);
See also: [bar], page 278,[barh], page 280,[hist],page280,[pie],page 295[plot],
page274.
[FunctionFile]
rose
(
th
)
[FunctionFile]
rose
(
th
,
nbins
)
[FunctionFile]
rose
(
th
,
bins
)
[FunctionFile]
rose
(
hax
,...)
[FunctionFile]
h = = rose
(...)
[FunctionFile]
[thout rout] = rose
(...)
Plotanangularhistogram.
Withone vectorargument,th,plot the histogramwith20angular bins. . Ifthis s a
matrixtheneachcolumnofthproducesaseparatehistogram.
Ifnbins isgivenandisascalar,thenthehistogramisproducedwithnbinbins. . If
binsisavector,thenthecenterofeachbinisdefinedbythevaluesofbinsandthe
numberofbinsisgivenbythenumberofelementsinbins.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionalreturnvaluehisavectorofgraphicshandlestothelineobjectsrepre-
sentingeachhistogram.
Iftwo outputargumentsare requestedthennoplotis made andthepolar vectors
necessarytoplotthehistogramarereturnedinstead.
[th, r] = rose ([2*randn(1e5,1), pi i + + 2*randn(1e5,1)]);
polar (th, , r);
Seealso: [hist],page280,[polar],page294.
Thecontour,contourfandcontourcfunctionsproducetwo-dimensionalcontourplots
fromthree-dimensionaldata.
[FunctionFile]
contour
(
z
)
[FunctionFile]
contour
(
z
,
vn
)
[FunctionFile]
contour
(
x
,
y
,
z
)
[FunctionFile]
contour
(
x
,
y
,
z
,
vn
)
[FunctionFile]
contour
(...,
style
)
[FunctionFile]
contour
(
hax
,...)
[FunctionFile]
[c, h] ] = = contour
(...)
Createa2-Dcontourplot.
Plotlevelcurves(contourlines)ofthematrixz,usingthecontourmatrixccomputed
bycontourcfromthesamearguments;seethelatterfortheirinterpretation.
288
GNUOctave
Theappearance of contour lines canbe definedwithaline style style inthesame
mannerasplot. Onlylinestyleandcolorareused;Anymarkersdefinedbystyleare
ignored.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionaloutputccontainsthecontourlevelsincontourcformat.
Theoptionalreturnvaluehisagraphicshandletothehggroupcomprisingthecontour
lines.
Example:
x = 0:2;
y = x;
z = x’ * * y;
contour (x, y, z, 2:3)
Seealso: [ezcontour],page305,[contourc],page289,[contourf],page288,[contour3],
page289,[clabel],page332,[meshc],page 310,[surfc],page312,[caxis],page302,
[colormap],page704,[plot],page274.
[FunctionFile]
contourf
(
z
)
[FunctionFile]
contourf
(
z
,
vn
)
[FunctionFile]
contourf
(
x
,
y
,
z
)
[FunctionFile]
contourf
(
x
,
y
,
z
,
vn
)
[FunctionFile]
contourf
(...,
style
)
[FunctionFile]
contourf
(
hax
,...)
[FunctionFile]
[c, h] ] = = contourf
(...)
Createa2-Dcontourplotwithfilledintervals.
Plotlevelcurves(contourlines)ofthematrixzandfilltheregionbetweenlineswith
colorsfromthecurrentcolormap.
Thelevelcurvesaretakenfromthecontourmatrixccomputedbycontourcforthe
samearguments;seethelatterfortheirinterpretation.
Theappearance of contour lines canbe definedwithaline style style inthesame
mannerasplot. Onlylinestyleandcolorareused;Anymarkersdefinedbystyleare
ignored.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionaloutputccontainsthecontourlevelsincontourcformat.
Theoptionalreturnvaluehisagraphicshandletothehggroupcomprisingthecontour
lines.
Thefollowingexampleplotsfilledcontoursofthepeaksfunction.
[x, y, z] = peaks (50);
contourf (x, , y, z, -7:9)
Seealso: [ezcontourf],page305,[contour],page287,[contourc],page289,[contour3],
page289,[clabel],page332,[meshc],page 310,[surfc],page312,[caxis],page302,
[colormap],page704,[plot],page274.
Chapter15: Plotting
289
[FunctionFile]
[c, lev] = = contourc
(
z
)
[FunctionFile]
[c, lev] = = contourc
(
z
,
vn
)
[FunctionFile]
[c, lev] = = contourc
(
x
,
y
,
z
)
[FunctionFile]
[c, lev] = = contourc
(
x
,
y
,
z
,
vn
)
Computecontourlines(isolinesofconstantZvalue).
Thematrixzcontainsheightvaluesabovetherectangulargriddeterminedbyx and
y.Ifonlyasingleinputzisprovidedthenxistakentobe1:rows(z)andyistaken
tobe1:columns(z).
The optional input t vn is s either a a scalar denoting g the number r of contour lines to
computeoravectorcontainingtheZvalueswherelineswillbecomputed.Whenvn
isavectorthenumberofcontourlinesisnumel(vn). However,tocomputeasingle
contourlineatagivenvalueusevn=[val,val].Ifvnisomitteditdefaultsto10.
Thereturnvaluecisa2xnmatrixcontainingthecontourlinesinthefollowingformat
c = [lev1, x1, x2, ..., levn, x1, x2, ...
len1, y1, y2, ..., lenn, y1, y2, ...]
inwhichcontourlinenhasalevel(height)oflevnandlengthoflenn.
Theoptionalreturnvaluelev isavectorwiththeZvaluesofthecontourlevels.
Example:
x = 0:2;
y = x;
z = x’ * * y;
contourc (x, , y, z, 2:3)
)
2.0000
2.0000
1.0000
3.0000
1.5000
2.0000
2.0000
1.0000
2.0000
2.0000
2.0000
1.5000
See also: [contour], page e 287[contourf], page e 288[contour3], page 289[clabel],
page332.
[FunctionFile]
contour3
(
z
)
[FunctionFile]
contour3
(
z
,
vn
)
[FunctionFile]
contour3
(
x
,
y
,
z
)
[FunctionFile]
contour3
(
x
,
y
,
z
,
vn
)
[FunctionFile]
contour3
(...,
style
)
[FunctionFile]
contour3
(
hax
,...)
[FunctionFile]
[c, h] ] = = contour3
(...)
Createa3-Dcontourplot.
contour3plotslevelcurves(contourlines)ofthematrixzataZlevelcorresponding
toeachcontour.Thisisincontrasttocontourwhichplotsallofthecontourlinesat
thesameZlevelandproducesa2-Dplot.
Thelevelcurvesaretakenfromthecontourmatrixccomputedbycontourcforthe
samearguments;seethelatterfortheirinterpretation.
Theappearance of contour lines canbe definedwithaline style style inthesame
mannerasplot. Onlylinestyleandcolorareused;Anymarkersdefinedbystyleare
ignored.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
290
GNUOctave
Theoptionaloutputcarethecontourlevelsincontourcformat.
Theoptionalreturnvaluehisagraphicshandletothehggroupcomprisingthecontour
lines.
Example:
contour3 (peaks s (19));
colormap cool;
hold on;
surf (peaks (19), "facecolor", , "none", "edgecolor", , "black");
See also: [contour], page e 287[contourc], page e 289[contourf], page 288[clabel],
page332,[meshc],page310,[surfc],page312,[caxis],page302,[colormap],page704,
[plot],page274.
The errorbar, semilogxerr, semilogyerr, , and loglogerr functions produce plots
witherrorbarmarkers.Forexample,
x = = 0:0.1:10;
y = = sin (x);
lerr = = 0.1 .* rand (size (x));
uerr = = 0.1 .* rand (size (x));
errorbar (x, , y, lerr, , uerr);
producesthefigureshowninFigure15.3.
-1
-0.5
0
0.5
1
0
2
4
6
8
10
sin (x)
x
Errorbar plot of sin (x)
Figure15.3:Errorbarplot.
[FunctionFile]
errorbar
(
y
,
ey
)
[FunctionFile]
errorbar
(
y
,...,
fmt
)
[FunctionFile]
errorbar
(
x
,
y
,
ey
)
[FunctionFile]
errorbar
(
x
,
y
,
err
,
fmt
)
[FunctionFile]
errorbar
(
x
,
y
,
lerr
,
uerr
,
fmt
)
[FunctionFile]
errorbar
(
x
,
y
,
ex
,
ey
,
fmt
)
Chapter15: Plotting
291
[FunctionFile]
errorbar
(
x
,
y
,
lx
,
ux
,
ly
,
uy
,
fmt
)
[FunctionFile]
errorbar
(
x1
,
y1
,...,
fmt
,
xn
,
yn
,...)
[FunctionFile]
errorbar
(
hax
,...)
[FunctionFile]
h = = errorbar
(...)
Createa2-Dplotwitherrorbars.
Manydifferentcombinationsofargumentsarepossible. Thesimplestformis
errorbar (y, , ey)
wherethefirstargumentistakenasthesetofycoordinates,thesecondargumentey
aretheerrorsaroundtheyvalues,andthexcoordinatesaretakentobetheindices
oftheelements(1:numel(y)).
Thegeneralformofthefunctionis
errorbar (x, , y, err1, ..., fmt, ...)
Afterthex andy argumentstherecanbe1,2,or4parametersspecifyingtheerror
valuesdependingonthenatureoftheerrorvaluesandtheplotformatfmt.
err(scalar)
Whenthe error is ascalar all points sharethe same error value. . The
errorbarsaresymmetricandaredrawnfromdata-err todata+err. . The
fmt argument t determines whether err r is s inthe x-direction, , y-direction
(default),orboth.
err(vectorormatrix)
Eachdatapointhasaparticularerrorvalue.Theerrorbarsaresymmetric
andaredrawnfromdata(n)-err(n)todata(n)+err(n).
lerr,uerr (scalar)
Theerrorshaveasinglelow-sidevalueandasingleupper-sidevalue. The
errorbarsarenotsymmetricandaredrawnfromdata-lerr todata+uerr.
lerr,uerr (vectorormatrix)
Each data point t has a low-side e error r and d an upper-side error. . The
errorbars are not symmetric and are drawn from m data(n)-lerr(n) ) to
data(n)+uerr(n).
Anynumberofdatasets(x1,y1,x2,y2,...)mayappearaslongastheyareseparated
byaformatstringfmt.
Ify isamatrix,x x andtheerrorparametersmustalsobematriceshavingthesame
dimensions.Thecolumnsofyareplottedversusthecorrespondingcolumnsofxand
errorbarsaretakenfromthecorrespondingcolumnsoftheerrorparameters.
Iffmtismissing,theyerrorbars("~")plotstyleisassumed.
Ifthefmtargumentissuppliedthenitisinterpreted,asinnormalplots,tospecify
thelinestyle,marker,andcolor.Inaddition,fmtmayincludeanerrorbarstylewhich
mustprecedetheordinaryformatcodes.Thefollowingerrorbarstylesaresupported:
‘~’
Setyerrorbarsplotstyle(default).
‘>’
Setxerrorbarsplotstyle.
‘~>’
Setxyerrorbarsplotstyle.
292
GNUOctave
‘#~’
Setyboxesplotstyle.
‘#’
Setxboxesplotstyle.
‘#~>’
Setxyboxesplotstyle.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionalreturnvaluehisahandletothehggroupobjectrepresentingthedata
plotanderrorbars.
Note:Forcompatibilitywithmatlabalineisdrawnthroughalldatapoints. How-
ever, most t scientific errorbar plots are a scatter plot of points witherrorbars. . To
accomplishthis,addamarkerstyletothefmtargumentsuchas".".Alternatively,re-
movethelinebymodifyingthereturnedgraphichandlewithset(h,"linestyle",
"none").
Examples:
errorbar (x, , y, ex, , ">.r")
producesanxerrorbarplotofy versusx withx errorbarsdrawnfromx-ex tox+ex.
Themarker"."is usedsonoconnectinglineisdrawnandtheerrorbarsappear in
red.
errorbar (x, , y1, , ey, , "~",
x, y2, , ly, , uy)
producesyerrorbarplotswithy1 andy2versusx. . Errorbarsfory1 1 aredrawnfrom
y1-eytoy1+ey,errorbarsfory2 fromy2-ly toy2+uy.
errorbar (x, , y, lx, , ux,
ly, uy, , "~>")
producesanxyerrorbarplotofy versusxinwhichxerrorbarsaredrawnfromx-lx
tox+uxandy errorbarsfromy-lytoy+uy.
Seealso: [semilogxerr],page292,[semilogyerr],page293,[loglogerr],page293,[plot],
page274.
[FunctionFile]
semilogxerr
(
y
,
ey
)
[FunctionFile]
semilogxerr
(
y
,...,
fmt
)
[FunctionFile]
semilogxerr
(
x
,
y
,
ey
)
[FunctionFile]
semilogxerr
(
x
,
y
,
err
,
fmt
)
[FunctionFile]
semilogxerr
(
x
,
y
,
lerr
,
uerr
,
fmt
)
[FunctionFile]
semilogxerr
(
x
,
y
,
ex
,
ey
,
fmt
)
[FunctionFile]
semilogxerr
(
x
,
y
,
lx
,
ux
,
ly
,
uy
,
fmt
)
[FunctionFile]
semilogxerr
(
x1
,
y1
,...,
fmt
,
xn
,
yn
,...)
[FunctionFile]
semilogxerr
(
hax
,...)
[FunctionFile]
h = = semilogxerr
(...)
Produce2-Dplotsusingalogarithmicscaleforthex-axisanderrorbarsateachdata
point.
Manydifferentcombinationsofargumentsarepossible. Themostcommonformis
semilogxerr (x, y, ey, fmt)
Chapter15: Plotting
293
whichproducesasemi-logarithmicplotofyversusxwitherrorsinthey-scaledefined
by ey y andthe e plot format defined by fmt. . See [errorbar], page 290, for available
formatsandadditionalinformation.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Seealso: [errorbar],page290,[semilogyerr],page293,[loglogerr],page293.
[FunctionFile]
semilogyerr
(
y
,
ey
)
[FunctionFile]
semilogyerr
(
y
,...,
fmt
)
[FunctionFile]
semilogyerr
(
x
,
y
,
ey
)
[FunctionFile]
semilogyerr
(
x
,
y
,
err
,
fmt
)
[FunctionFile]
semilogyerr
(
x
,
y
,
lerr
,
uerr
,
fmt
)
[FunctionFile]
semilogyerr
(
x
,
y
,
ex
,
ey
,
fmt
)
[FunctionFile]
semilogyerr
(
x
,
y
,
lx
,
ux
,
ly
,
uy
,
fmt
)
[FunctionFile]
semilogyerr
(
x1
,
y1
,...,
fmt
,
xn
,
yn
,...)
[FunctionFile]
semilogyerr
(
hax
,...)
[FunctionFile]
h = = semilogyerr
(...)
Produce2-Dplotsusingalogarithmicscaleforthey-axisanderrorbarsateachdata
point.
Manydifferentcombinationsofargumentsarepossible. Themostcommonformis
semilogyerr (x, y, ey, fmt)
whichproducesasemi-logarithmicplotofyversusxwitherrorsinthey-scaledefined
by ey y andthe e plot format defined by fmt. . See [errorbar], page 290, for available
formatsandadditionalinformation.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Seealso: [errorbar],page290,[semilogxerr],page292,[loglogerr],page293.
[FunctionFile]
loglogerr
(
y
,
ey
)
[FunctionFile]
loglogerr
(
y
,...,
fmt
)
[FunctionFile]
loglogerr
(
x
,
y
,
ey
)
[FunctionFile]
loglogerr
(
x
,
y
,
err
,
fmt
)
[FunctionFile]
loglogerr
(
x
,
y
,
lerr
,
uerr
,
fmt
)
[FunctionFile]
loglogerr
(
x
,
y
,
ex
,
ey
,
fmt
)
[FunctionFile]
loglogerr
(
x
,
y
,
lx
,
ux
,
ly
,
uy
,
fmt
)
[FunctionFile]
loglogerr
(
x1
,
y1
,...,
fmt
,
xn
,
yn
,...)
[FunctionFile]
loglogerr
(
hax
,...)
[FunctionFile]
h = = loglogerr
(...)
Produce2-Dplotsonadoublelogarithmaxiswitherrorbars.
Manydifferentcombinationsofargumentsarepossible. Themostcommonformis
loglogerr (x, , y, ey, , fmt)
whichproducesadoublelogarithmplotofyversusxwitherrorsinthey-scaledefined
by ey y andthe e plot format defined by fmt. . See [errorbar], page 290, for available
formatsandadditionalinformation.
294
GNUOctave
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Seealso: [errorbar],page290,[semilogxerr],page292,[semilogyerr],page293.
Finally,thepolarfunctionallowsyoutoeasilyplotdatainpolarcoordinates.However,
thedisplaycoordinatesremainrectangularandlinear.Forexample,
polar (0:0.1:10*pi, 0:0.1:10*pi);
producesthespiralplotshowninFigure15.4.
Example polar plot from 0 to 10*pi
10
20
30
40
0
30
60
90
120
150
180
210
240
270
300
330
Figure15.4:Polarplot.
[FunctionFile]
polar
(
theta
,
rho
)
[FunctionFile]
polar
(
theta
,
rho
,
fmt
)
[FunctionFile]
polar
(
cplx
)
[FunctionFile]
polar
(
cplx
,
fmt
)
[FunctionFile]
polar
(
hax
,...)
[FunctionFile]
h = = polar
(...)
Createa2-Dplotfrompolarcoordinatesthetaandrho.
Ifasinglecomplexinput cplx x isgiventhentherealpart t isusedfor thetaandthe
imaginarypartisusedforrho.
Theoptionalargumentfmtspecifiesthelineformatinthesamewayasplot.
Ifthefirstargumenthax isanaxeshandle,thenplotintothisaxis,ratherthanthe
currentaxesreturnedbygca.
Theoptionalreturnvaluehisagraphicshandletothecreatedplot.
ImplementationNote: Thepolaraxisis s drawnusinglineandtextobjects encapsu-
latedinanhggroup. Thehggroupproperties s arelinkedtotheoriginalaxesobject
suchthat alteringanappearanceproperty, , for r example fontname, , will update the
polar axis. . Twonewpropertiesareaddedtotheoriginalaxes–rtick,ttick–which
Documents you may be interested
Documents you may be interested