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Electricidad", FontColor -> GrayLevel[0], FontFamily -> "Times New Roman", 24], Column[{ Style[ "\nActualmente, gracias a la electricidad, podemos \ disfrutar de la m\[UAcute]sica que sale por unas bocinas, de las \ pl\[AAcute]ticas por tel\[EAcute]fono con los amigos, de poder viajar \ en Metro, y de muchas cosas m\[AAcute]s. Todos estos beneficios \ son posibles, gracias a que la electricidad y el magnetismo son fen\ \[OAcute]menos relacionados y pueden ser transformados en \ energ\[IAcute]a mec\[AAcute]nica o sonora. \n\nSi bien esta asociada a \ muchas mejoras la electricidad y la corriente electrica no tendrian su m\ \[AAcute]ximo potencial sin descubrir la relacion electricidad magnetismo, a \ la cual dimos una introducci\[OAcute]n en la lecci\[OAcute]n de \ electromagnetismo\n\n", FontColor -> GrayLevel[0], FontFamily -> "Times New Roman", 16], OpenerView[{ Style[ "2.1 Campo electromagn\[EAcute]tico", FontColor -> GrayLevel[0], FontFamily -> "Times New Roman", 24], Column[{ Style[ "\nEn 1819, el f\[IAcute]sico dan\[EAcute]s Hans \ Oersted observo el fen\[OAcute]meno llamado \[OpenCurlyDoubleQuote]inducci\ \[OAcute]n magn\[EAcute]tica\[CloseCurlyDoubleQuote].\n\nPoco \ despu\[EAcute]s, en 1831, el f\[IAcute]sico ingl\[EAcute]s Michael \ Faraday, consigui\[OAcute] producir el efecto contrario: generar una \ corriente el\[EAcute]ctrica inducida a partir del magnetismo.\n\nFaraday \ descubrio que si dentro de un alambre en espiral conectado a un medidor de \ corriente se mueve un iman el medidor se movera mostrando que si un campo \ magnetico se mueve entonces el campo electrico se perturba guenerado una \ peque\[NTilde]a corriente mientras dure el movimiento. 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cada \ determinado tienpo, al tiempo en que se tarda en repetir lo llamamos periodo.\ \nLa cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo.\nLa longitud de una onda es la distancia de \ una cresta a cresta siguiente.\nLa luz viaja atravez de ondas \ electromagneticas, si hacemos variar la longitud de las ondas esto repercute \ en la cantidad de energia que lleva la onda y en su frecuencias. Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n\>\"", ",", "\[IndentingNewLine]", RowBox[{"FontColor", "\[Rule]", "White"}], ",", RowBox[{"FontFamily", "\[Rule]", "\"\\""}], ",", "16", ",", RowBox[{"TextJustification", "\[Rule]", "1"}]}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"sim32", "=", RowBox[{"Style", "[", RowBox[{"Framed", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Manipulate", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Grid", "[", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"TextCell", "[", RowBox[{"\"\\"", ",", 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Algunas de ellas las utilizamos cotidianamente \ como las ondas de radio, las de la televisi\[OAcute]n y la luz. Estudiaremos \ esta ultima aqui.\n\nTambien veremos que es periodo, frecuencia y longitud de \ onda.\n\>\"", ",", "\[IndentingNewLine]", RowBox[{"FontColor", "\[Rule]", "White"}], ",", RowBox[{"FontFamily", "\[Rule]", "\"\\""}], ",", "16", ",", RowBox[{"TextJustification", "\[Rule]", "1"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"op32", "=", RowBox[{"OpenerView", "[", RowBox[{"{", "\[IndentingNewLine]", "\t ", RowBox[{ RowBox[{"Style", "[", " ", RowBox[{"\"\<3.1 El espectro visible\>\"", ",", RowBox[{"FontColor", "\[Rule]", "White"}], ",", RowBox[{"FontFamily", "\[Rule]", "\"\\""}], ",", "24"}], "]"}], ",", RowBox[{"Column", "[", RowBox[{ RowBox[{"{", RowBox[{"text31", ",", "sim32"}], "}"}], ",", "Center"}], "]"}]}], "\[IndentingNewLine]", "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"op31", "=", RowBox[{"Framed", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"OpenerView", "[", RowBox[{"{", "\[IndentingNewLine]", "\t ", RowBox[{ RowBox[{"Style", "[", " ", RowBox[{"\"\<3. 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onda.\nPrimero idemtifiquemos una \ cresta y un valle, la posici\[OAcute]n m\[AAcute]xima de una onda es una \ cresta, la posici\[OAcute]n minima de una onda es el valle, piensa en ellas \ como una monta\[NTilde]a el pico lo mas alto es la cresta y lo mas bajo es el \ valle.\nUna onda es un fenomeno que se repite cada determinado tienpo, al \ tiempo en que se tarda en repetir lo llamamos periodo.\nLa cantidad de veces \ que pasa una onda por un punto en un segundo es la frecuencia, en formas \ rapidas es que tantas veces se repite el fen\[OAcute]meno en un segundo.\nLa \ longitud de una onda es la distancia de una cresta a cresta siguiente.\nLa \ luz viaja atravez de ondas electromagneticas, si hacemos variar la longitud \ de las ondas esto repercute en la cantidad de energia que lleva la onda y en \ su frecuencias. Pero \[DownQuestion]hasta que punto podemos ver la luz?\nCon \ el siguiente simulador vamos a dar cuenta de que el espectro visible del ser \ humano es algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las \ ondas electromagneticas con la luz y por ende el espectro visible, todo \ gracias a una nueva visi\[OAcute]n, modificacion y reunion de diferentes \ experimentos como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], $CellContext`text32$$ = TextCell[ "\n\nLas ondas electromagneticas son ondas que varian entre los campos \ magnetico y electrico. Algunas de ellas las utilizamos cotidianamente como \ las ondas de radio, las de la televisi\[OAcute]n y la luz. Estudiaremos esta \ ultima aqui.\n\nTambien veremos que es periodo, frecuencia y longitud de \ onda.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], $CellContext`sim31$$, $CellContext`op31$$ = Framed[ OpenerView[{ Style[ "3. La luz como onda electromagnetica", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 24], Column[{ TextCell[ "\n\nLas ondas electromagneticas son ondas que varian entre los campos \ magnetico y electrico. Algunas de ellas las utilizamos cotidianamente como \ las ondas de radio, las de la televisi\[OAcute]n y la luz. Estudiaremos esta \ ultima aqui.\n\nTambien veremos que es periodo, frecuencia y longitud de \ onda.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], OpenerView[{ Style[ "3.1 El espectro visible", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 24], Column[{ TextCell[ "\nHay 3 caracteristias muy relacionadas y con las cuales las \ estudiamos: el periodo, la frecuencia y la longitud de onda.\nPrimero \ idemtifiquemos una cresta y un valle, la posici\[OAcute]n m\[AAcute]xima de \ una onda es una cresta, la posici\[OAcute]n minima de una onda es el valle, \ piensa en ellas como una monta\[NTilde]a el pico lo mas alto es la cresta y \ lo mas bajo es el valle.\nUna onda es un fenomeno que se repite cada \ determinado tienpo, al tiempo en que se tarda en repetir lo llamamos periodo.\ \nLa cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo.\nLa longitud de una onda es la distancia de \ una cresta a cresta siguiente.\nLa luz viaja atravez de ondas \ electromagneticas, si hacemos variar la longitud de las ondas esto repercute \ en la cantidad de energia que lleva la onda y en su frecuencias. Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], Style[ Framed[ Manipulate[ Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano no \ logra ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia/ 60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x, $CellContext`y}, If[$CellContext`x ($CellContext`frecuencia/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) ( 60/$CellContext`frecuencia), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text["Periodo", {Pi (60/$CellContext`frecuencia), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][ 1100 - $CellContext`frecuencia]]}, ImageSize -> Medium, PlotRange -> 2]}, { TextCell[ "La longitud se mide de cresta a cresta", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "La luz solo es visible entre las frecuencias 400nm y 750.", FontSize -> 18, FontFamily -> "Arial"]}, { TextCell[ TraditionalForm[ "La frecuencia es igual a \!\(\*FractionBox[\(\(\\ \ \)\(1\)\), \(periodo\)]\)"], FontSize -> 18, FontFamily -> "Arial"], TextCell[ "Las frecuencias menores se llaman infrarojas y las mayores \ se llaman ultravioletas ", FontSize -> 18, FontFamily -> "Arial"]}}], {{$CellContext`frecuencia, 550, "Frecuencia"}, 350, 750}], Background -> GrayLevel[0.8]]]}, Center]}]}]}], RoundingRadius -> 5, FrameMargins -> Large, Background -> RGBColor[0.10980392156862745`, 0.23921568627450981`, 0.42745098039215684`]], $CellContext`op32$$ = OpenerView[{ Style[ "3.1 El espectro visible", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 24], Column[{ TextCell[ "\nHay 3 caracteristias muy relacionadas y con las cuales las \ estudiamos: el periodo, la frecuencia y la longitud de onda.\nPrimero \ idemtifiquemos una cresta y un valle, la posici\[OAcute]n m\[AAcute]xima de \ una onda es una cresta, la posici\[OAcute]n minima de una onda es el valle, \ piensa en ellas como una monta\[NTilde]a el pico lo mas alto es la cresta y \ lo mas bajo es el valle.\nUna onda es un fenomeno que se repite cada \ determinado tienpo, al tiempo en que se tarda en repetir lo llamamos periodo.\ \nLa cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo.\nLa longitud de una onda es la distancia de \ una cresta a cresta siguiente.\nLa luz viaja atravez de ondas \ electromagneticas, si hacemos variar la longitud de las ondas esto repercute \ en la cantidad de energia que lleva la onda y en su frecuencias. Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], Style[ Framed[ Manipulate[ Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano no \ logra ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia/ 60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x, $CellContext`y}, If[$CellContext`x ($CellContext`frecuencia/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) (60/$CellContext`frecuencia), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text["Periodo", {Pi (60/$CellContext`frecuencia), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][1100 - $CellContext`frecuencia]]}, ImageSize -> Medium, PlotRange -> 2]}, { TextCell[ "La longitud se mide de cresta a cresta", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "La luz solo es visible entre las frecuencias 400nm y 750.", FontSize -> 18, FontFamily -> "Arial"]}, { TextCell[ TraditionalForm[ "La frecuencia es igual a \!\(\*FractionBox[\(\(\\ \)\(1\)\), \ \(periodo\)]\)"], FontSize -> 18, FontFamily -> "Arial"], TextCell[ "Las frecuencias menores se llaman infrarojas y las mayores se \ llaman ultravioletas ", FontSize -> 18, FontFamily -> "Arial"]}}], {{$CellContext`frecuencia, 550, "Frecuencia"}, 350, 750}], Background -> GrayLevel[0.8]]]}, Center]}], $CellContext`sim32$$ = Style[ Framed[ Manipulate[ Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano no logra \ ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia/60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x, $CellContext`y}, If[$CellContext`x ($CellContext`frecuencia/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) (60/$CellContext`frecuencia), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text["Periodo", {Pi (60/$CellContext`frecuencia), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][1100 - $CellContext`frecuencia]]}, ImageSize -> Medium, PlotRange -> 2]}, { TextCell[ "La longitud se mide de cresta a cresta", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "La luz solo es visible entre las frecuencias 400nm y 750.", FontSize -> 18, FontFamily -> "Arial"]}, { TextCell[ TraditionalForm[ "La frecuencia es igual a \!\(\*FractionBox[\(\(\\ \)\(1\)\), \ \(periodo\)]\)"], FontSize -> 18, FontFamily -> "Arial"], TextCell[ "Las frecuencias menores se llaman infrarojas y las mayores se llaman \ ultravioletas ", FontSize -> 18, FontFamily -> "Arial"]}}], {{$CellContext`frecuencia, 550, "Frecuencia"}, 350, 750}], Background -> GrayLevel[0.8]]]}, FrameBox[ TagBox[ DynamicModuleBox[{Typeset`var$$ = True}, InterpretationBox[ StyleBox[ PaneSelectorBox[{False->GridBox[{ { OpenerBox[Dynamic[Typeset`var$$], Appearance->Automatic, AutoAction->False, ContinuousAction->False, Enabled->Automatic], StyleBox["\<\"3. 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Tambien veremos que es periodo, frecuencia y longitud de onda. \ \>", TextJustification->1, FontFamily->"Times New Roman", FontSize->16, FontColor->GrayLevel[1],ExpressionUUID-> "13464a06-50a9-4cd3-a3be-50668b8c8bf1"], TextCell[ "\n\nLas ondas electromagneticas son ondas que varian entre \ los campos magnetico y electrico. Algunas de ellas las utilizamos \ cotidianamente como las ondas de radio, las de la televisi\[OAcute]n y la \ luz. Estudiaremos esta ultima aqui.\n\nTambien veremos que es periodo, \ frecuencia y longitud de onda.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1]]}, { TagBox[ DynamicModuleBox[{Typeset`var$$ = True}, InterpretationBox[ StyleBox[ PaneSelectorBox[{False->GridBox[{ { OpenerBox[Dynamic[Typeset`var$$], Appearance->Automatic, AutoAction->False, ContinuousAction->False, Enabled->Automatic], StyleBox["\<\"3.1 El espectro visible\"\>", StripOnInput->False, FontFamily->"Times New Roman", FontSize->24, FontColor->GrayLevel[1]]} }, AutoDelete->False, BaselinePosition->{1, 1}, GridBoxAlignment->{"Columns" -> {{Left}}}, GridBoxBackground->{"Columns" -> {{Automatic}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{ "Columns" -> {{0.2}}, "Rows" -> {{0.5}}}], True-> GridBox[{ { OpenerBox[Dynamic[Typeset`var$$], Appearance->Automatic, AutoAction->False, ContinuousAction->False, Enabled->Automatic], StyleBox["\<\"3.1 El espectro visible\"\>", StripOnInput->False, FontFamily->"Times New Roman", FontSize->24, FontColor->GrayLevel[1]]}, {"", PaneBox[ TagBox[GridBox[{ { InterpretationBox[Cell["\<\ Hay 3 caracteristias muy relacionadas y con las cuales las estudiamos: el \ periodo, la frecuencia y la longitud de onda. Primero idemtifiquemos una cresta y un valle, la posici\[OAcute]n \ m\[AAcute]xima de una onda es una cresta, la posici\[OAcute]n minima de una \ onda es el valle, piensa en ellas como una monta\[NTilde]a el pico lo mas \ alto es la cresta y lo mas bajo es el valle. Una onda es un fenomeno que se repite cada determinado tienpo, al tiempo en \ que se tarda en repetir lo llamamos periodo. La cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo. La longitud de una onda es la distancia de una cresta a cresta siguiente. La luz viaja atravez de ondas electromagneticas, si hacemos variar la \ longitud de las ondas esto repercute en la cantidad de energia que lleva la \ onda y en su frecuencias. Pero \[DownQuestion]hasta que punto podemos ver la \ luz? Con el siguiente simulador vamos a dar cuenta de que el espectro visible del \ ser humano es algo corto. Pero no fue sino hasta 1939 que Maxwell unifico las ondas electromagneticas \ con la luz y por ende el espectro visible, todo gracias a una nueva visi\ \[OAcute]n, modificacion y reunion de diferentes experimentos como el \ experimento de Faraday y el experimento de Oesterd. \ \>", TextJustification->1, FontFamily->"Times New Roman", FontSize->16, FontColor->GrayLevel[1],ExpressionUUID-> "fdebd4a6-a6d5-4971-9693-9606260566d6"], TextCell[ "\nHay 3 caracteristias muy relacionadas y con las cuales \ las estudiamos: el periodo, la frecuencia y la longitud de onda.\nPrimero \ idemtifiquemos una cresta y un valle, la posici\[OAcute]n m\[AAcute]xima de \ una onda es una cresta, la posici\[OAcute]n minima de una onda es el valle, \ piensa en ellas como una monta\[NTilde]a el pico lo mas alto es la cresta y \ lo mas bajo es el valle.\nUna onda es un fenomeno que se repite cada \ determinado tienpo, al tiempo en que se tarda en repetir lo llamamos periodo.\ \nLa cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo.\nLa longitud de una onda es la distancia de \ una cresta a cresta siguiente.\nLa luz viaja atravez de ondas \ electromagneticas, si hacemos variar la longitud de las ondas esto repercute \ en la cantidad de energia que lleva la onda y en su frecuencias. Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1]]}, { FrameBox[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`frecuencia$$ = 550, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{{ Hold[$CellContext`frecuencia$$], 550, "Frecuencia"}, 350, 750}}, Typeset`size$$ = {1032., {236.5, 243.5}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`frecuencia$234353$$ = 0}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`frecuencia$$ = 550}, "ControllerVariables" :> { Hold[$CellContext`frecuencia$$, \ $CellContext`frecuencia$234353$$, 0]}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano \ no logra ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia$$/ 60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x$, $CellContext`y$}, If[$CellContext`x$ ($CellContext`frecuencia$$/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia$$), 1}, {((9/2) Pi) (60/$CellContext`frecuencia$$), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia$$), 1}, {((9/2) Pi) (60/$CellContext`frecuencia$$), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) ( 60/$CellContext`frecuencia$$), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text[ "Periodo", {Pi (60/$CellContext`frecuencia$$), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][ 1100 - 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Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], Style[ Framed[ Manipulate[ Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano \ no logra ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia/ 60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x, $CellContext`y}, If[$CellContext`x ($CellContext`frecuencia/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) ( 60/$CellContext`frecuencia), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text["Periodo", {Pi (60/$CellContext`frecuencia), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][ 1100 - $CellContext`frecuencia]]}, ImageSize -> Medium, PlotRange -> 2]}, { TextCell[ "La longitud se mide de cresta a cresta", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "La luz solo es visible entre las frecuencias 400nm y \ 750.", FontSize -> 18, FontFamily -> "Arial"]}, { TextCell[ TraditionalForm[ "La frecuencia es igual a \!\(\*FractionBox[\(\(\\ \ \)\(1\)\), \(periodo\)]\)"], FontSize -> 18, FontFamily -> "Arial"], TextCell[ "Las frecuencias menores se llaman infrarojas y las \ mayores se llaman ultravioletas ", FontSize -> 18, FontFamily -> "Arial"]}}], {{$CellContext`frecuencia, 550, "Frecuencia"}, 350, 750}], Background -> GrayLevel[0.8]]]}, Center]}, False]], DynamicModuleValues:>{}], Setting[#, {0}]& ]} }, DefaultBaseStyle->"Column", GridBoxAlignment->{"Columns" -> {{Left}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Column"], ImageMargins->0]} }, AutoDelete->False, BaselinePosition->{1, 1}, GridBoxAlignment->{"Columns" -> {{Left}}}, GridBoxBackground->{"Columns" -> {{Automatic}}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{"Columns" -> {{0.2}}, "Rows" -> {{0.5}}}]}, Dynamic[Typeset`var$$], Alignment->Automatic, BaseStyle->{}, BaselinePosition->Baseline, DefaultBaseStyle->"OpenerView", ImageMargins->0, ImageSize->Automatic], Deployed->False, StripOnInput->False], OpenerView[{ Style[ "3. La luz como onda electromagnetica", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 24], Column[{ TextCell[ "\n\nLas ondas electromagneticas son ondas que varian entre los \ campos magnetico y electrico. Algunas de ellas las utilizamos cotidianamente \ como las ondas de radio, las de la televisi\[OAcute]n y la luz. Estudiaremos \ esta ultima aqui.\n\nTambien veremos que es periodo, frecuencia y longitud de \ onda.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], OpenerView[{ Style[ "3.1 El espectro visible", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 24], Column[{ TextCell[ "\nHay 3 caracteristias muy relacionadas y con las cuales las \ estudiamos: el periodo, la frecuencia y la longitud de onda.\nPrimero \ idemtifiquemos una cresta y un valle, la posici\[OAcute]n m\[AAcute]xima de \ una onda es una cresta, la posici\[OAcute]n minima de una onda es el valle, \ piensa en ellas como una monta\[NTilde]a el pico lo mas alto es la cresta y \ lo mas bajo es el valle.\nUna onda es un fenomeno que se repite cada \ determinado tienpo, al tiempo en que se tarda en repetir lo llamamos periodo.\ \nLa cantidad de veces que pasa una onda por un punto en un segundo es la \ frecuencia, en formas rapidas es que tantas veces se repite el \ fen\[OAcute]meno en un segundo.\nLa longitud de una onda es la distancia de \ una cresta a cresta siguiente.\nLa luz viaja atravez de ondas \ electromagneticas, si hacemos variar la longitud de las ondas esto repercute \ en la cantidad de energia que lleva la onda y en su frecuencias. Pero \ \[DownQuestion]hasta que punto podemos ver la luz?\nCon el siguiente \ simulador vamos a dar cuenta de que el espectro visible del ser humano es \ algo corto.\n\n Pero no fue sino hasta 1939 que Maxwell unifico las ondas \ electromagneticas con la luz y por ende el espectro visible, todo gracias a \ una nueva visi\[OAcute]n, modificacion y reunion de diferentes experimentos \ como el experimento de Faraday y el experimento de Oesterd.\n", FontColor -> GrayLevel[1], FontFamily -> "Times New Roman", 16, TextJustification -> 1], Style[ Framed[ Manipulate[ Grid[{{ TextCell[ "El comportamiento de la onda", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "El rango para ver del humano\n(Es negro cuando el humano \ no logra ver)", FontSize -> 18, FontFamily -> "Arial"]}, { Show[ Plot[{ Sin[$CellContext`x ($CellContext`frecuencia/ 60)]}, {$CellContext`x, 0, 10}, Axes -> False, ColorFunction -> Function[{$CellContext`x, $CellContext`y}, If[$CellContext`x ($CellContext`frecuencia/60) < 2 Pi, Red, RGBColor[1, 0.7, 0]]], ColorFunctionScaling -> False, PlotStyle -> Thick], Graphics[{ Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Line[{{((5/2) Pi) (60/$CellContext`frecuencia), 1}, {((9/2) Pi) (60/$CellContext`frecuencia), 1}}], RGBColor[0, 0.7, 0.7], Thickness[0.008]], Style[ Text[ "Longitud de onda", {((7/2) Pi) ( 60/$CellContext`frecuencia), 1.2}], RGBColor[0, 0.7, 0.7], FontSize -> 18], Style[ Text["Periodo", {Pi (60/$CellContext`frecuencia), -1.2}], RGBColor[0.72, 0.1, 0.1], FontSize -> 18]}], ImageSize -> Medium, PlotRange -> {{0, 5}, {-1.5, 1.5}}], Graphics[{ Style[ Disk[], ColorData["VisibleSpectrum"][ 1100 - $CellContext`frecuencia]]}, ImageSize -> Medium, PlotRange -> 2]}, { TextCell[ "La longitud se mide de cresta a cresta", FontSize -> 18, FontFamily -> "Arial"], TextCell[ "La luz solo es visible entre las frecuencias 400nm y \ 750.", FontSize -> 18, FontFamily -> "Arial"]}, { TextCell[ TraditionalForm[ "La frecuencia es igual a \!\(\*FractionBox[\(\(\\ \ \)\(1\)\), \(periodo\)]\)"], FontSize -> 18, FontFamily -> "Arial"], TextCell[ "Las frecuencias menores se llaman infrarojas y las \ mayores se llaman ultravioletas ", FontSize -> 18, FontFamily -> "Arial"]}}], {{$CellContext`frecuencia, 550, "Frecuencia"}, 350, 750}], Background -> GrayLevel[0.8]]]}, Center]}]}]}, False]], DynamicModuleValues:>{}], Setting[#, {0}]& ], Background->RGBColor[ 0.10980392156862745`, 0.23921568627450981`, 0.42745098039215684`], FrameMargins->Large, RoundingRadius->5, StripOnInput->False], DynamicModuleValues:>{}]], "Output", CellChangeTimes->{{3.750886242223752*^9, 3.750886247003174*^9}, { 3.750886381413973*^9, 3.750886385202676*^9}, {3.7508864659508247`*^9, 3.75088663723704*^9}, {3.75088684986167*^9, 3.7508868532506733`*^9}, { 3.7508868971690702`*^9, 3.750886901516815*^9}, {3.750886964622772*^9, 3.750886968565805*^9}, {3.750887065415867*^9, 3.750887068706768*^9}, { 3.750887114165481*^9, 3.750887117021266*^9}, {3.750887158067082*^9, 3.750887162704111*^9}, {3.750887223481215*^9, 3.750887227610958*^9}, { 3.7508873415471163`*^9, 3.750887346546084*^9}, {3.750887390940583*^9, 3.7508873946949883`*^9}, {3.7508874361500893`*^9, 3.7508874397957087`*^9}, {3.750887577195735*^9, 3.750887579025581*^9}, 3.750887622003483*^9, {3.750888033132659*^9, 3.750888037819178*^9}, { 3.750888138883606*^9, 3.750888142241246*^9}, {3.750888178866768*^9, 3.7508882151593657`*^9}, {3.750888503675602*^9, 3.750888510018998*^9}, { 3.7508899465082273`*^9, 3.750889950961849*^9}, {3.7508901092346897`*^9, 3.75089011357618*^9}, {3.7508903074547977`*^9, 3.750890311713979*^9}, { 3.750890342015078*^9, 3.750890345911726*^9}, {3.750890506879294*^9, 3.7508905106110163`*^9}},ExpressionUUID->"72467760-9547-40c2-9189-\ 87380fbedfa1"] }, {2}]], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzt3bEJAjEUgOGgFpauYOsEtpa2Jw5wh/GwiZATxM6RHCfbaBawvRP8Pt4f yBsiWXfX5jwLIQzLejTtfZdz+zis6uWYhkuf4mmfbrGPedvN63JTey1CqAMA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH+hlPKUJEmS JEmSfri3JEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSNGJTv78lSZIkSZIk fW3q/w8BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAM HySjoQA= "], {{0, 42}, {1200, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag[ "Byte", ColorSpace -> "RGB", Interleaving -> True, MetaInformation -> Association["Comments" -> Association["Software" -> "Adobe ImageReady"]]], Selectable->False], DefaultBaseStyle->"ImageGraphics", ImageSizeRaw->{1200, 42}, PlotRange->{{0, 1200}, {0, 42}}]], "Input", TextAlignment->Center,ExpressionUUID->"a5850b1f-769e-4579-8df4-e4e4a25aabbf"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Framed", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"OpenerView", "[", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"TextCell", "[", RowBox[{"\"\<4. 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