Switch Function Not working ProperlyManipulate not working inside DialogInputWhy is slider not working properly in Manipulate?Locators in Manipulate not moving properlySequence not working in Manipulate?TrackingFunction not working properly if range contains a mathematical constantCheckbox in manipulate not properly workingWhenEvent StopIntegration not workingManipulate is not workingManipulate[] does not work properlyUsing Which and Switch in a function
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Switch Function Not working Properly
Manipulate not working inside DialogInputWhy is slider not working properly in Manipulate?Locators in Manipulate not moving properlySequence not working in Manipulate?TrackingFunction not working properly if range contains a mathematical constantCheckbox in manipulate not properly workingWhenEvent StopIntegration not workingManipulate is not workingManipulate[] does not work properlyUsing Which and Switch in a function
1
$begingroup$
I'd like to select between the Tent and Hat function to convolve, but my switch function produces an error.
I don't exactly need the initial plots. But I would like to plot the two that I select.
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[(1/wT^2)*x + (1/wT),
0 > x > -wT, -(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[ (1/(2*wH)), 0 > x > -wH, (1/(2*wH)), 0 < x < wH];
(*Defining Incline Funtion*)
(*Plotting & Manipulate Function*)
Manipulate[
pT = Plot[Tri[x, wTent], x, -10, 10, PlotStyle -> Blue,
PlotRange -> All];
pH = Plot[Hat[x, wH], x, -10, 10, PlotStyle -> LightGreen,
PlotRange -> All];
Show[pT, pH, PlotRange -> All, ImageSize -> Medium],
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
plotConv1 =
Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];
wTent, 1, "Triangle Width", 0.1, 1,
wH, 1, "Top Hat Width", 0.1, 1,
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5,
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10
]
functions manipulate convolution
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
add a comment |
1
$begingroup$
I'd like to select between the Tent and Hat function to convolve, but my switch function produces an error.
I don't exactly need the initial plots. But I would like to plot the two that I select.
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[(1/wT^2)*x + (1/wT),
0 > x > -wT, -(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[ (1/(2*wH)), 0 > x > -wH, (1/(2*wH)), 0 < x < wH];
(*Defining Incline Funtion*)
(*Plotting & Manipulate Function*)
Manipulate[
pT = Plot[Tri[x, wTent], x, -10, 10, PlotStyle -> Blue,
PlotRange -> All];
pH = Plot[Hat[x, wH], x, -10, 10, PlotStyle -> LightGreen,
PlotRange -> All];
Show[pT, pH, PlotRange -> All, ImageSize -> Medium],
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
plotConv1 =
Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];
wTent, 1, "Triangle Width", 0.1, 1,
wH, 1, "Top Hat Width", 0.1, 1,
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5,
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10
]
functions manipulate convolution
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
$begingroup$
Try putting theShowand theplotConvinside something likeGraphicsColumn.
$endgroup$
– MelaGo
2 hours ago
$begingroup$
Immediately followingShow[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately followingplotConv1=Plot[ ... ], change semicolon to comma.
$endgroup$
– LouisB
2 hours ago
$begingroup$
or move the parts1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];beforeShow[...]?
$endgroup$
– kglr
2 hours ago
add a comment |
1
1
1
$begingroup$
I'd like to select between the Tent and Hat function to convolve, but my switch function produces an error.
I don't exactly need the initial plots. But I would like to plot the two that I select.
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[(1/wT^2)*x + (1/wT),
0 > x > -wT, -(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[ (1/(2*wH)), 0 > x > -wH, (1/(2*wH)), 0 < x < wH];
(*Defining Incline Funtion*)
(*Plotting & Manipulate Function*)
Manipulate[
pT = Plot[Tri[x, wTent], x, -10, 10, PlotStyle -> Blue,
PlotRange -> All];
pH = Plot[Hat[x, wH], x, -10, 10, PlotStyle -> LightGreen,
PlotRange -> All];
Show[pT, pH, PlotRange -> All, ImageSize -> Medium],
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
plotConv1 =
Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];
wTent, 1, "Triangle Width", 0.1, 1,
wH, 1, "Top Hat Width", 0.1, 1,
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5,
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10
]
functions manipulate convolution
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
I'd like to select between the Tent and Hat function to convolve, but my switch function produces an error.
I don't exactly need the initial plots. But I would like to plot the two that I select.
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[(1/wT^2)*x + (1/wT),
0 > x > -wT, -(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[ (1/(2*wH)), 0 > x > -wH, (1/(2*wH)), 0 < x < wH];
(*Defining Incline Funtion*)
(*Plotting & Manipulate Function*)
Manipulate[
pT = Plot[Tri[x, wTent], x, -10, 10, PlotStyle -> Blue,
PlotRange -> All];
pH = Plot[Hat[x, wH], x, -10, 10, PlotStyle -> LightGreen,
PlotRange -> All];
Show[pT, pH, PlotRange -> All, ImageSize -> Medium],
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
plotConv1 =
Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];
wTent, 1, "Triangle Width", 0.1, 1,
wH, 1, "Top Hat Width", 0.1, 1,
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5,
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10
]
functions manipulate convolution
functions manipulate convolution
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked 3 hours ago
Lil CoderLil Coder
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked 3 hours ago
Lil CoderLil Coder
111
asked 3 hours ago
Lil CoderLil Coder
111
111
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
New contributor
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
Lil Coder is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$begingroup$
Try putting theShowand theplotConvinside something likeGraphicsColumn.
$endgroup$
– MelaGo
2 hours ago
$begingroup$
Immediately followingShow[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately followingplotConv1=Plot[ ... ], change semicolon to comma.
$endgroup$
– LouisB
2 hours ago
$begingroup$
or move the parts1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];beforeShow[...]?
$endgroup$
– kglr
2 hours ago
add a comment |
$begingroup$
Try putting theShowand theplotConvinside something likeGraphicsColumn.
$endgroup$
– MelaGo
2 hours ago
$begingroup$
Immediately followingShow[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately followingplotConv1=Plot[ ... ], change semicolon to comma.
$endgroup$
– LouisB
2 hours ago
$begingroup$
or move the parts1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];beforeShow[...]?
$endgroup$
– kglr
2 hours ago
$begingroup$
Try putting the
Show and the plotConv inside something like GraphicsColumn.$endgroup$
– MelaGo
2 hours ago
$begingroup$
Try putting the
Show and the plotConv inside something like GraphicsColumn.$endgroup$
– MelaGo
2 hours ago
$begingroup$
Immediately following
Show[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately following plotConv1=Plot[ ... ], change semicolon to comma.$endgroup$
– LouisB
2 hours ago
$begingroup$
Immediately following
Show[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately following plotConv1=Plot[ ... ], change semicolon to comma.$endgroup$
– LouisB
2 hours ago
$begingroup$
or move the part
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All]; before Show[...]?$endgroup$
– kglr
2 hours ago
$begingroup$
or move the part
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All]; before Show[...]?$endgroup$
– kglr
2 hours ago
add a comment |
1 Answer
1
active
oldest
votes
2
$begingroup$
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[
(1/wT^2)*x + (1/wT), 0 > x > -wT,
-(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[
(1/(2*wH)), 0 > x > -wH,
(1/(2*wH)), 0 < x < wH];
(*Plotting& Manipulate Function*)
Manipulate[
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
Column[
Plot[
Tri[x, wTent], Hat[x, wH],
x, -10, 10,
PlotStyle -> Blue, Green,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium],
Plot[s1, s2, x, -10, 10,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium]],
wTent, 1, "Triangle Width", 0.1, 1, Appearance -> "Labeled",
wH, 1, "Top Hat Width", 0.1, 1, Appearance -> "Labeled",
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5, Appearance -> "Labeled",
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10, Appearance -> "Labeled",
ControlPlacement -> Bottom]
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
$endgroup$
add a comment |
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$begingroup$
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[
(1/wT^2)*x + (1/wT), 0 > x > -wT,
-(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[
(1/(2*wH)), 0 > x > -wH,
(1/(2*wH)), 0 < x < wH];
(*Plotting& Manipulate Function*)
Manipulate[
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
Column[
Plot[
Tri[x, wTent], Hat[x, wH],
x, -10, 10,
PlotStyle -> Blue, Green,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium],
Plot[s1, s2, x, -10, 10,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium]],
wTent, 1, "Triangle Width", 0.1, 1, Appearance -> "Labeled",
wH, 1, "Top Hat Width", 0.1, 1, Appearance -> "Labeled",
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5, Appearance -> "Labeled",
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10, Appearance -> "Labeled",
ControlPlacement -> Bottom]
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
$endgroup$
add a comment |
2
$begingroup$
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[
(1/wT^2)*x + (1/wT), 0 > x > -wT,
-(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[
(1/(2*wH)), 0 > x > -wH,
(1/(2*wH)), 0 < x < wH];
(*Plotting& Manipulate Function*)
Manipulate[
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
Column[
Plot[
Tri[x, wTent], Hat[x, wH],
x, -10, 10,
PlotStyle -> Blue, Green,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium],
Plot[s1, s2, x, -10, 10,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium]],
wTent, 1, "Triangle Width", 0.1, 1, Appearance -> "Labeled",
wH, 1, "Top Hat Width", 0.1, 1, Appearance -> "Labeled",
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5, Appearance -> "Labeled",
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10, Appearance -> "Labeled",
ControlPlacement -> Bottom]
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
$endgroup$
add a comment |
2
2
2
$begingroup$
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[
(1/wT^2)*x + (1/wT), 0 > x > -wT,
-(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[
(1/(2*wH)), 0 > x > -wH,
(1/(2*wH)), 0 < x < wH];
(*Plotting& Manipulate Function*)
Manipulate[
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
Column[
Plot[
Tri[x, wTent], Hat[x, wH],
x, -10, 10,
PlotStyle -> Blue, Green,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium],
Plot[s1, s2, x, -10, 10,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium]],
wTent, 1, "Triangle Width", 0.1, 1, Appearance -> "Labeled",
wH, 1, "Top Hat Width", 0.1, 1, Appearance -> "Labeled",
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5, Appearance -> "Labeled",
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10, Appearance -> "Labeled",
ControlPlacement -> Bottom]
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
$endgroup$
(*Defining Tent Funtion*)
Tri[x_, wT_] :=
Piecewise[
(1/wT^2)*x + (1/wT), 0 > x > -wT,
-(1/wT^2)*x + (1/wT), 0 < x < wT];
(*Defining Top Hat Funtion*)
Hat[x_, wH_] :=
Piecewise[
(1/(2*wH)), 0 > x > -wH,
(1/(2*wH)), 0 < x < wH];
(*Plotting& Manipulate Function*)
Manipulate[
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent],
"Top Hat Function", Hat[x + df, wH]];
s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent],
"Top Hat Function", Hat[x + dg, wH]];
Column[
Plot[
Tri[x, wTent], Hat[x, wH],
x, -10, 10,
PlotStyle -> Blue, Green,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium],
Plot[s1, s2, x, -10, 10,
Exclusions -> None,
PlotRange -> All,
ImageSize -> Medium]],
wTent, 1, "Triangle Width", 0.1, 1, Appearance -> "Labeled",
wH, 1, "Top Hat Width", 0.1, 1, Appearance -> "Labeled",
fx, "Tent Function", "Top Hat Function",
df, 0, "Shift fx", -5, 5, Appearance -> "Labeled",
gx, "Tent Function", "Top Hat Function",
dg, -5, "Shift fg", -10, 10, Appearance -> "Labeled",
ControlPlacement -> Bottom]
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
answered 2 hours ago
Bob HanlonBob Hanlon
62.2k33598
62.2k33598
add a comment |
add a comment |
Lil Coder is a new contributor. Be nice, and check out our Code of Conduct.
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Lil Coder is a new contributor. Be nice, and check out our Code of Conduct.
Lil Coder is a new contributor. Be nice, and check out our Code of Conduct.
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$begingroup$
Try putting the
Showand theplotConvinside something likeGraphicsColumn.$endgroup$
– MelaGo
2 hours ago
$begingroup$
Immediately following
Show[ ... ], change comma to semicolon. (The semicolon will turn red.) Immediately followingplotConv1=Plot[ ... ], change semicolon to comma.$endgroup$
– LouisB
2 hours ago
$begingroup$
or move the part
s1 = Switch[fx, "Tent Function", Tri[x + df, wTent], "Top Hat Function", Hat[x + df, wH]]; s2 = Switch[gx, "Tent Function", Tri[x + dg, wTent], "Top Hat Function", Hat[x + dg, wH]]; plotConv1 = Plot[s1, s2, x, -10, 10, Exclusions -> None, PlotRange -> All];beforeShow[...]?$endgroup$
– kglr
2 hours ago