5
$\begingroup$

Hi I have a question on how can I create a moving dot that moves across my x-y graph?

I have tried using this following method, but it didn't seem to be working. Appreciate some guidance in this request. Thank you

T2={{1, 0.0112401}, {2, 0.022343}, {3, 0.0263601}, {4, 0.0362769}, {5,0.0487026}, {6, 0.0443083}, {7, 0.0568229}, {8, 0.0678723}, {9,  0.0811323}, {10, 0.097095}, {11, 0.108599}, {12, 0.117516}, {13,  0.116033}, {14, 0.123398}, {15, 0.132743}, {16, 0.161855}, {17, 0.17821}, {18, 0.19983}, {19, 0.215085}, {20, 0.230042}, {21, 0.245152}, {22, 0.256659}, {23, 0.29094}, {24, 0.313128}, {25,  0.332704}, {26, 0.347681}, {27, 0.352949}, {28, 0.36762}, {29, 0.385261}, {30, 0.402488}, {31, 0.419664}, {32, 0.439505}, {33, 0.453793}, {34, 0.470486}, {35, 0.484415}, {36, 0.497896}, {37,0.490522}, {38, 0.499663}, {39, 0.511091}, {40, 0.52268}, {41, 0.533932}, {42, 0.555661}, {43, 0.567415}, {44, 0.572884}, {45,0.567147}, {46, 0.574664}, {47, 0.608129}, {48, 0.62387}, {49,     0.637212}, {50, 0.64965}, {51, 0.662974}, {52, 0.675886}, {53, 
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ListLinePlot[T2];
ndata = Length[T2];



T3 = Table[
   Graphics[{Line[T2], Point[T2]}, PlotRange -> {{0, 928}}], {i, 1, 
    ndata}];

ListAnimate[T3]
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3 Answers 3

7
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Animate[ListLinePlot[T2, 
  Epilog -> {PointSize[Large], Red, Point @ T2[[t]]}], {t, 1, Length @ T2, 1}]

enter image description here

Alternatively,

Animate[ListLinePlot[T2, 
     Mesh -> {{t}}, 
     MeshFunctions -> {# &}, 
     MeshStyle -> Directive[PointSize[Large], Red]], 
  {t, T2[[All, 1]]}]

same picture

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3
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There are many ways to do this. But here is a quick attempt to get you started

T2 = {{1, 0.0112401}, {2, 0.022343}, {3, 0.0263601}, {4, 
    0.0362769}, {5, 0.0487026}, {6, 0.0443083}, {7, 0.0568229}, {8, 
    0.0678723}};
Animate[Grid[
  {
   {Row[{"point ", i, " = ", T2[[i]]}]},
   {Graphics[{PointSize[.04], Point[ T2[[i]]]}, Frame -> True, 
     PlotRange -> {{0, 8}, {-3, 3}}]}}, Spacings -> {1, 1}
  ] , {i, 1, Length@T2, 1}]

enter image description here

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1
  • $\begingroup$ Thank you may I ask if there a way to show the x-y data together with the moving dot? $\endgroup$
    – Boajj04
    Oct 25, 2019 at 6:19
1
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I turned the array of coordinates into a For Loop.

square = {}
f[X_]:=x^2
For[i=-3,i<100,i+=0.1,AppendTo[square,{i,i^2}]]
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1
  • 2
    $\begingroup$ "...a For loop to save time..." - more often than not, looping is not fast at all, more so if you use AppendTo[]. Try square = Table[{i, i^2}, {i, -3, 99.9, 0.1}]. $\endgroup$ Jan 29, 2021 at 18:40

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