その他 (タイトルを考えてください)

a := 1 ; b := 2 ; c := 2 ; d := 2 ParametricPlot[{Sin[a t] + Sin[b t], Sin[c t] + Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_3.gif]

-Graphics -

a := 1 ; b := 2 ; c := 1 ; d := 1 ParametricPlot[{Sin[a t] + Sin[b t], Sin[c t] + Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_6.gif]

-Graphics -

a := 1 ; b := 2 ; c := 1 ; d := 3 ParametricPlot[{Sin[a t] Cos[b t], Sin[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_9.gif]

-Graphics -

a := 1 ; b := 4 ; c := 1 ; d := 1 ParametricPlot[{Sin[a t] + Cos[b t], Sin[c t] + Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_12.gif]

-Graphics -

a := 50 ; b := 10 ; c := 3 p := 1 ; q := 6 ; r := -10 ParametricPlot[{a Sin[p t] + b Sin[q t] + c Sin[r t], a Cos[p t] + b Cos[q t] + c Cos[r t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_15.gif]

-Graphics -

a := 1 ; b := 2 ; c := 3 ; d := 1 ParametricPlot[{Sin[a t] Cos[b t], Sin[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_18.gif]

-Graphics -

a := 4 ; b := 1 ; c := 4 ParametricPlot[{Sin[a t] + 2.5 Cos[b t], Cos[c t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_21.gif]

-Graphics -

a := 2 ; b := 3 ; c := 3 ; d := 2 ParametricPlot[{Sin[a t] + Cos[b t], 1.5 Sin[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_24.gif]

-Graphics -

a := 1 ; b := 2 ; c := 2 ; d := 3 ParametricPlot[{Sin[a t] Cos[b t], Cos[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_27.gif]

-Graphics -

a := 2 ; b := 5 ; c := 5 ; d := 6 ParametricPlot[{Sin[a t] Sin[b t], Sin[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_30.gif]

-Graphics -

a := 1 ; b := 4 ; c := 1 ; d := 4 ParametricPlot[{Sin[a t] Sin[b t], Sin[c t] Cos[d t]}, {t, 0, 2 Pi}, AspectRatio -> Automatic]

[Graphics:HTMLFiles/index_33.gif]

-Graphics -


Converted by Mathematica  (June 1, 2004)