How to a point belong a function with animation?
documentclass[pstricks,border=10pt]{standalone}
usepackage{pstricks-add,pst-plot,pst-calculate,amssymb,amsmath}
begin{document}
begin{pspicture}[algebraic](-4.5,-6)(1,2.5)
defa{pscalculate{8/3}}
defb{pscalculate{16/3}}
psaxes[labels=none,Dx=2,Dy=a,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{1/3*x^3+2*x^2+4*x}
uput[-45](0,0){$O$}
uput[90](-2,0){$-2$}
uput[90](-4,0){$-4$}
uput[0](0,-a){$-dfrac{8}{3}$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[135](-2,-a){$A$}
uput[180](-4,-b){$B$}
psline[linestyle=dashed](0,-a)(-2,-a)(-2,0)
psline[linestyle=dashed](0,-b)(-4,-b)(-4,0)
psdots*(0,0)(-2,0)(-4,0)(0,-a)(0,-b)(-2,-a)(-4,-b)
end{pspicture}
end{document}
Question:
How to A-point moved from B-point to O and opposite with animation.
I have no many knowledge about animate.
pstricks animations animate pst-plot
add a comment |
documentclass[pstricks,border=10pt]{standalone}
usepackage{pstricks-add,pst-plot,pst-calculate,amssymb,amsmath}
begin{document}
begin{pspicture}[algebraic](-4.5,-6)(1,2.5)
defa{pscalculate{8/3}}
defb{pscalculate{16/3}}
psaxes[labels=none,Dx=2,Dy=a,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{1/3*x^3+2*x^2+4*x}
uput[-45](0,0){$O$}
uput[90](-2,0){$-2$}
uput[90](-4,0){$-4$}
uput[0](0,-a){$-dfrac{8}{3}$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[135](-2,-a){$A$}
uput[180](-4,-b){$B$}
psline[linestyle=dashed](0,-a)(-2,-a)(-2,0)
psline[linestyle=dashed](0,-b)(-4,-b)(-4,0)
psdots*(0,0)(-2,0)(-4,0)(0,-a)(0,-b)(-2,-a)(-4,-b)
end{pspicture}
end{document}
Question:
How to A-point moved from B-point to O and opposite with animation.
I have no many knowledge about animate.
pstricks animations animate pst-plot
add a comment |
documentclass[pstricks,border=10pt]{standalone}
usepackage{pstricks-add,pst-plot,pst-calculate,amssymb,amsmath}
begin{document}
begin{pspicture}[algebraic](-4.5,-6)(1,2.5)
defa{pscalculate{8/3}}
defb{pscalculate{16/3}}
psaxes[labels=none,Dx=2,Dy=a,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{1/3*x^3+2*x^2+4*x}
uput[-45](0,0){$O$}
uput[90](-2,0){$-2$}
uput[90](-4,0){$-4$}
uput[0](0,-a){$-dfrac{8}{3}$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[135](-2,-a){$A$}
uput[180](-4,-b){$B$}
psline[linestyle=dashed](0,-a)(-2,-a)(-2,0)
psline[linestyle=dashed](0,-b)(-4,-b)(-4,0)
psdots*(0,0)(-2,0)(-4,0)(0,-a)(0,-b)(-2,-a)(-4,-b)
end{pspicture}
end{document}
Question:
How to A-point moved from B-point to O and opposite with animation.
I have no many knowledge about animate.
pstricks animations animate pst-plot
documentclass[pstricks,border=10pt]{standalone}
usepackage{pstricks-add,pst-plot,pst-calculate,amssymb,amsmath}
begin{document}
begin{pspicture}[algebraic](-4.5,-6)(1,2.5)
defa{pscalculate{8/3}}
defb{pscalculate{16/3}}
psaxes[labels=none,Dx=2,Dy=a,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{1/3*x^3+2*x^2+4*x}
uput[-45](0,0){$O$}
uput[90](-2,0){$-2$}
uput[90](-4,0){$-4$}
uput[0](0,-a){$-dfrac{8}{3}$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[135](-2,-a){$A$}
uput[180](-4,-b){$B$}
psline[linestyle=dashed](0,-a)(-2,-a)(-2,0)
psline[linestyle=dashed](0,-b)(-4,-b)(-4,0)
psdots*(0,0)(-2,0)(-4,0)(0,-a)(0,-b)(-2,-a)(-4,-b)
end{pspicture}
end{document}
Question:
How to A-point moved from B-point to O and opposite with animation.
I have no many knowledge about animate.
pstricks animations animate pst-plot
pstricks animations animate pst-plot
edited Dec 20 '18 at 7:45
user2478
asked Dec 20 '18 at 5:24
Trong VuongTrong Vuong
6381323
6381323
add a comment |
add a comment |
2 Answers
2
active
oldest
votes
works only with latex->dvips->ps2pdf
documentclass{article}
usepackage{pstricks,pst-plot,pst-calculate,animate,amsmath}
begin{document}
%-------------------- write timeline file ---------------------%
newwriteTimeLineFile
immediateopenoutTimeLineFile=Func.txt
immediatewriteTimeLineFile{::0x0,1}%
multido{i=2+1}{40}{immediatewriteTimeLineFile{::i}}
immediatecloseoutTimeLineFile
%------------------- end timeline -----------------------%
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,
dotstyle=o,dotscale=2,showpoints](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
}
begin{center}
begin{animateinline}[controls,palindrome,timeline=Func.txt,
begin={begin{pspicture}(-4.5,-6)(1.1,2.75)},
end={end{pspicture}}]{10}
%---- static material: axes, labels, curve ----%
psaxes[labels=none,xlabelPos=top,
ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[arrows=->,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*-4 {Func})
newframe
multiframe{41}{rX=-4+0.1}{drawFunc{rX}}%
end{animateinline}%
end{center}
end{document}
and the same as a gif animation:
Using it without a timeline:
documentclass[pstricks]{article}
usepackage[paperwidth=8cm,paperheight=10cm,margin=0mm]{geometry}
usepackage{pst-plot,pst-calculate,multido,amsmath,animate}
newpsstyle{coor}{arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=1.5,showpoints}
pagestyle{empty}
begin{document}
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
begin{pspicture}(-4.5,-6)(1.1,2.75)
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[style=coor](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
psaxes[labels=none,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[style=coor](*-4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
end{pspicture}%
}
begin{animateinline}[poster=last, controls, palindrome]{10}%
multiframe{41}{rA=-4.0+0.1}{drawFunc{rA}}%
end{animateinline}
end{document}
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
add a comment |
documentclass[pstricks]{standalone}
usepackage{pstricks-add,mathtools}
deff{1/3*x^3+2*x^2+4*x}
psset
{
unit=2cm,
xfractionLabels,
xfractionLabelBase=2,
dx=pscalculate{1/2},
}
begin{document}
foreachx in{14,13,...,0}{%
begin{pspicture}[algebraic](-4.6,-5.1)(1.3,2.8)
psCoordinates[linestyle=dashed](*-3.5 {f})
psCoordinates[linestyle=dashed](*{-xspace 4 div} {f})
psaxes{->}(0,0)(-4.4,-4.9)(1,2.5)[$x$,0][$y$,90]
psplot{-3.9}{.5}{f}
end{pspicture}}
end{document}
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
works only with latex->dvips->ps2pdf
documentclass{article}
usepackage{pstricks,pst-plot,pst-calculate,animate,amsmath}
begin{document}
%-------------------- write timeline file ---------------------%
newwriteTimeLineFile
immediateopenoutTimeLineFile=Func.txt
immediatewriteTimeLineFile{::0x0,1}%
multido{i=2+1}{40}{immediatewriteTimeLineFile{::i}}
immediatecloseoutTimeLineFile
%------------------- end timeline -----------------------%
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,
dotstyle=o,dotscale=2,showpoints](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
}
begin{center}
begin{animateinline}[controls,palindrome,timeline=Func.txt,
begin={begin{pspicture}(-4.5,-6)(1.1,2.75)},
end={end{pspicture}}]{10}
%---- static material: axes, labels, curve ----%
psaxes[labels=none,xlabelPos=top,
ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[arrows=->,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*-4 {Func})
newframe
multiframe{41}{rX=-4+0.1}{drawFunc{rX}}%
end{animateinline}%
end{center}
end{document}
and the same as a gif animation:
Using it without a timeline:
documentclass[pstricks]{article}
usepackage[paperwidth=8cm,paperheight=10cm,margin=0mm]{geometry}
usepackage{pst-plot,pst-calculate,multido,amsmath,animate}
newpsstyle{coor}{arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=1.5,showpoints}
pagestyle{empty}
begin{document}
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
begin{pspicture}(-4.5,-6)(1.1,2.75)
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[style=coor](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
psaxes[labels=none,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[style=coor](*-4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
end{pspicture}%
}
begin{animateinline}[poster=last, controls, palindrome]{10}%
multiframe{41}{rA=-4.0+0.1}{drawFunc{rA}}%
end{animateinline}
end{document}
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
add a comment |
works only with latex->dvips->ps2pdf
documentclass{article}
usepackage{pstricks,pst-plot,pst-calculate,animate,amsmath}
begin{document}
%-------------------- write timeline file ---------------------%
newwriteTimeLineFile
immediateopenoutTimeLineFile=Func.txt
immediatewriteTimeLineFile{::0x0,1}%
multido{i=2+1}{40}{immediatewriteTimeLineFile{::i}}
immediatecloseoutTimeLineFile
%------------------- end timeline -----------------------%
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,
dotstyle=o,dotscale=2,showpoints](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
}
begin{center}
begin{animateinline}[controls,palindrome,timeline=Func.txt,
begin={begin{pspicture}(-4.5,-6)(1.1,2.75)},
end={end{pspicture}}]{10}
%---- static material: axes, labels, curve ----%
psaxes[labels=none,xlabelPos=top,
ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[arrows=->,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*-4 {Func})
newframe
multiframe{41}{rX=-4+0.1}{drawFunc{rX}}%
end{animateinline}%
end{center}
end{document}
and the same as a gif animation:
Using it without a timeline:
documentclass[pstricks]{article}
usepackage[paperwidth=8cm,paperheight=10cm,margin=0mm]{geometry}
usepackage{pst-plot,pst-calculate,multido,amsmath,animate}
newpsstyle{coor}{arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=1.5,showpoints}
pagestyle{empty}
begin{document}
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
begin{pspicture}(-4.5,-6)(1.1,2.75)
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[style=coor](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
psaxes[labels=none,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[style=coor](*-4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
end{pspicture}%
}
begin{animateinline}[poster=last, controls, palindrome]{10}%
multiframe{41}{rA=-4.0+0.1}{drawFunc{rA}}%
end{animateinline}
end{document}
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
add a comment |
works only with latex->dvips->ps2pdf
documentclass{article}
usepackage{pstricks,pst-plot,pst-calculate,animate,amsmath}
begin{document}
%-------------------- write timeline file ---------------------%
newwriteTimeLineFile
immediateopenoutTimeLineFile=Func.txt
immediatewriteTimeLineFile{::0x0,1}%
multido{i=2+1}{40}{immediatewriteTimeLineFile{::i}}
immediatecloseoutTimeLineFile
%------------------- end timeline -----------------------%
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,
dotstyle=o,dotscale=2,showpoints](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
}
begin{center}
begin{animateinline}[controls,palindrome,timeline=Func.txt,
begin={begin{pspicture}(-4.5,-6)(1.1,2.75)},
end={end{pspicture}}]{10}
%---- static material: axes, labels, curve ----%
psaxes[labels=none,xlabelPos=top,
ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[arrows=->,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*-4 {Func})
newframe
multiframe{41}{rX=-4+0.1}{drawFunc{rX}}%
end{animateinline}%
end{center}
end{document}
and the same as a gif animation:
Using it without a timeline:
documentclass[pstricks]{article}
usepackage[paperwidth=8cm,paperheight=10cm,margin=0mm]{geometry}
usepackage{pst-plot,pst-calculate,multido,amsmath,animate}
newpsstyle{coor}{arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=1.5,showpoints}
pagestyle{empty}
begin{document}
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
begin{pspicture}(-4.5,-6)(1.1,2.75)
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[style=coor](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
psaxes[labels=none,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[style=coor](*-4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
end{pspicture}%
}
begin{animateinline}[poster=last, controls, palindrome]{10}%
multiframe{41}{rA=-4.0+0.1}{drawFunc{rA}}%
end{animateinline}
end{document}
works only with latex->dvips->ps2pdf
documentclass{article}
usepackage{pstricks,pst-plot,pst-calculate,animate,amsmath}
begin{document}
%-------------------- write timeline file ---------------------%
newwriteTimeLineFile
immediateopenoutTimeLineFile=Func.txt
immediatewriteTimeLineFile{::0x0,1}%
multido{i=2+1}{40}{immediatewriteTimeLineFile{::i}}
immediatecloseoutTimeLineFile
%------------------- end timeline -----------------------%
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,
dotstyle=o,dotscale=2,showpoints](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
}
begin{center}
begin{animateinline}[controls,palindrome,timeline=Func.txt,
begin={begin{pspicture}(-4.5,-6)(1.1,2.75)},
end={end{pspicture}}]{10}
%---- static material: axes, labels, curve ----%
psaxes[labels=none,xlabelPos=top,
ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[arrows=->,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
psCoordinates[arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=2,showpoints](*-4 {Func})
newframe
multiframe{41}{rX=-4+0.1}{drawFunc{rX}}%
end{animateinline}%
end{center}
end{document}
and the same as a gif animation:
Using it without a timeline:
documentclass[pstricks]{article}
usepackage[paperwidth=8cm,paperheight=10cm,margin=0mm]{geometry}
usepackage{pst-plot,pst-calculate,multido,amsmath,animate}
newpsstyle{coor}{arrows=->,linecolor=blue,linestyle=dashed,dotstyle=o,dotscale=1.5,showpoints}
pagestyle{empty}
begin{document}
psset{algebraic}
defFunc{1/3*x^3+2*x^2+4*x}
defb{pscalculate{16/3}}
defdrawFunc#1{%
begin{pspicture}(-4.5,-6)(1.1,2.75)
edefY{pscalculate{1/3*(#1)^3+2*(#1)^2+4*(#1)}}
psCoordinates[style=coor](#1,Y)
uput[90](#1,0){$#1$}
uput[0](0,Y){Y}
uput[135](*#1 {Func}){$A$}
psaxes[labels=none,xlabelPos=top,ticks=none]{->}(0,0)(-4.5,-6)(1,2.5)[$x$,-90][$y$,0]
psplot[plotpoints=500,linewidth=1.2pt,yMaxValue=2.1,yMinValue=-6]{-5}{3.5}{Func}
psCoordinates[style=coor](*-4 {Func})
uput[-45](0,0){$O$}
uput[90](-4,0){$-4$}
uput[0](0,-b){$-dfrac{16}{3}$}
uput[180](-4,-b){$B$}
end{pspicture}%
}
begin{animateinline}[poster=last, controls, palindrome]{10}%
multiframe{41}{rA=-4.0+0.1}{drawFunc{rA}}%
end{animateinline}
end{document}
edited Dec 20 '18 at 8:54
answered Dec 20 '18 at 7:38
user2478
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
add a comment |
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
2
2
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
With the timeline file we can draw objects only one time which will never be repeated, e.g. coordinate system, curve, ... Without we have to plot for every step the complete function with all elements. It depends on how complicated the static stuff is if a timelime is recommended. For your example a solution without would also work.
– user2478
Dec 20 '18 at 8:22
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
Wow, I see.....Good code!
– Trong Vuong
Dec 20 '18 at 9:01
add a comment |
documentclass[pstricks]{standalone}
usepackage{pstricks-add,mathtools}
deff{1/3*x^3+2*x^2+4*x}
psset
{
unit=2cm,
xfractionLabels,
xfractionLabelBase=2,
dx=pscalculate{1/2},
}
begin{document}
foreachx in{14,13,...,0}{%
begin{pspicture}[algebraic](-4.6,-5.1)(1.3,2.8)
psCoordinates[linestyle=dashed](*-3.5 {f})
psCoordinates[linestyle=dashed](*{-xspace 4 div} {f})
psaxes{->}(0,0)(-4.4,-4.9)(1,2.5)[$x$,0][$y$,90]
psplot{-3.9}{.5}{f}
end{pspicture}}
end{document}
add a comment |
documentclass[pstricks]{standalone}
usepackage{pstricks-add,mathtools}
deff{1/3*x^3+2*x^2+4*x}
psset
{
unit=2cm,
xfractionLabels,
xfractionLabelBase=2,
dx=pscalculate{1/2},
}
begin{document}
foreachx in{14,13,...,0}{%
begin{pspicture}[algebraic](-4.6,-5.1)(1.3,2.8)
psCoordinates[linestyle=dashed](*-3.5 {f})
psCoordinates[linestyle=dashed](*{-xspace 4 div} {f})
psaxes{->}(0,0)(-4.4,-4.9)(1,2.5)[$x$,0][$y$,90]
psplot{-3.9}{.5}{f}
end{pspicture}}
end{document}
add a comment |
documentclass[pstricks]{standalone}
usepackage{pstricks-add,mathtools}
deff{1/3*x^3+2*x^2+4*x}
psset
{
unit=2cm,
xfractionLabels,
xfractionLabelBase=2,
dx=pscalculate{1/2},
}
begin{document}
foreachx in{14,13,...,0}{%
begin{pspicture}[algebraic](-4.6,-5.1)(1.3,2.8)
psCoordinates[linestyle=dashed](*-3.5 {f})
psCoordinates[linestyle=dashed](*{-xspace 4 div} {f})
psaxes{->}(0,0)(-4.4,-4.9)(1,2.5)[$x$,0][$y$,90]
psplot{-3.9}{.5}{f}
end{pspicture}}
end{document}
documentclass[pstricks]{standalone}
usepackage{pstricks-add,mathtools}
deff{1/3*x^3+2*x^2+4*x}
psset
{
unit=2cm,
xfractionLabels,
xfractionLabelBase=2,
dx=pscalculate{1/2},
}
begin{document}
foreachx in{14,13,...,0}{%
begin{pspicture}[algebraic](-4.6,-5.1)(1.3,2.8)
psCoordinates[linestyle=dashed](*-3.5 {f})
psCoordinates[linestyle=dashed](*{-xspace 4 div} {f})
psaxes{->}(0,0)(-4.4,-4.9)(1,2.5)[$x$,0][$y$,90]
psplot{-3.9}{.5}{f}
end{pspicture}}
end{document}
answered Dec 20 '18 at 8:47
Artificial Hairless ArmpitArtificial Hairless Armpit
5,06411242
5,06411242
add a comment |
add a comment |
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