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<Startup-Code startupcode="macro(SP = DocumentTools:-SetProperty, GP = DocumentTools:-GetProperty);\012\012BinarySignals := module()\012\012\009export Initialize, SignalPlot, BinaryPlot, StartStop, Add, Final, Reset, EncodingChange, OffState, OnState;\012\009local loc, opts, binarysequence, finished, descriptiontable, bg, highlight, line, grid, grid2, bplot, splot, lplot, mplot, prev, amiprev;\012\012\009Initialize := proc()\012\012\009\009local i;\012\009\009\012\009\009descriptiontable:= table([\012\009\009\009&quot;Unipolar&quot; = &quot;In unipolar encoding, 1 is represented by a positive voltage and 0 is represented by zero voltage. Due to a potential for a long period of the same voltage level, a unipolar encoding can easily desynchronize.&quot;,\012\009\009\009&quot;Bipolar&quot; = &quot;In bipolar encoding, 1 is represented by a positive voltage and 0 is represented by a negative voltage. This can help to prevent a build up of direct current (DC) since the positives and negatives cancel out to some extent.&quot;,\012\009\009\009&quot;Return To Zero&quot; = &quot;In a return to zero (RZ) encoding, bits are represented similar to a bipolar encoding except that the voltage returns to zero before the next bit. As a result, this signal is self clocking and does not need a separate clock for synchronization.&quot;,\012\009\009\009&quot;Manchester&quot; = &quot;In a Manchester type encoding, 0 is represented by a positive voltage that changes to a negative voltage and 1 is represented by a negative voltage that changes to a positive voltage. The transition takes place in the middle of the bit period.&quot;,\012\009\009\009&quot;Alternate Mark Inversion&quot; = &quot;In an alternate mark inversion encoding 1 is represented the same way as a return to zero encoding except that each successive 1 alternates between positive and negative voltage. 0 is represented by zero voltage.&quot;\012\009\009]);\012\012\009\009bg[1] := plottools:-rectangle([0,100],[1000,0], 'color' = &quot;Black&quot;);\012\009\009highlight[1] := plottools:-rectangle([loc*40,100],[(loc+1)*40,0], 'color' = &quot;SteelBlue&quot;, 'transparency' = 0.7);\012\009\009line[1] := plottools:-line([0,50],[1000,50], 'color' = &quot;LightGray&quot;, 'thickness' = 2);\012\009\009line[2] := plottools:-line([40,0],[40,100], 'color' = &quot;LightGray&quot;, 'thickness' = 2);\012\009\009opts := 'color' = &quot;Lime&quot;, 'thickness' = 2;\012\009\009amiprev := -1;\012\012\009\009bg[2] := plottools:-rectangle([0,100],[1000,0], 'color' = &quot;FloralWhite&quot;);\012\009\009highlight[2] := plottools:-rectangle([loc*40,100],[(loc+1)*40,0], 'color' = &quot;SteelBlue&quot;, 'transparency' = 0.3);\012\012\009\009grid := Array(1..24);\012\009\009grid2 := Array(1..24);\012\012\009\009for i to 24 do\012\009\009\009grid[i] := plottools:-line([i*40,0],[i*40,100], 'color' = &quot;Black&quot;);\012\009\009\009grid2[i] := plottools:-line([i*40,0],[i*40,100], 'color' = &quot;Gray&quot;, 'linestyle' = &quot;dash&quot;);\012\009\009end do;\012\012\009\009SP('Encoding', 'value', &quot;Unipolar&quot;);\012\009\009SP('Output', 'value', &quot;&quot;);\012\009\009SP('EncodingDescription', 'value', descriptiontable[GP('Encoding', 'value')]);\012\012\009\009OffState();\012\009\009Reset();\012\009end proc; #Initialize\012\012\009Reset := proc()\012\009\009\012\009\009local i;\012\009\009\012\009\009loc := 1;\012\009\009finished := false;\012\009\009\012\009\009bplot := Array(1..24);\012\009\009splot := Array(1..48);\012\009\009lplot := Array(1..24);\012\009\009mplot := Array(1..24);\012\009\009binarysequence := Array(1..24);\012\012\009\009for i to 24 do\012\009\009\009bplot[i] := NULL;\012\009\009\009splot[i] := NULL;\012\009\009\009splot[i+24] := NULL;\012\009\009\009lplot[i] := NULL;\012\009\009\009mplot[i] := NULL;\012\009\009\009binarysequence[i] := NULL;\012\009\009end do;\012\012\009\009SP('Output', 'value', &quot;&quot;);\012\009\009SP('StartStop', 'enabled', &quot;true&quot;);\012\009\009SP('ResetButton', 'enabled', &quot;false&quot;);\012\009\009SP('Encoding', 'enabled', &quot;true&quot;);\012\012\009\009SignalPlot();\012\009\009BinaryPlot();\009\012\009end proc; #Reset\012\012\009OffState := proc()\012\009\009SP('HighButton', 'enabled', &quot;false&quot;);\012\009\009SP('LowButton', 'enabled', &quot;false&quot;);\012\009\009SP('StartStop', 'caption', &quot;Start&quot;);\012\009\009SP('StartStop', 'value', &quot;false&quot;);\012\009\009SP('ResetButton', 'enabled', &quot;true&quot;);\012\009end proc; #OffState\012\012\009OnState := proc()\012\009\009SP('HighButton', 'enabled', &quot;true&quot;);\012\009\009SP('LowButton', 'enabled', &quot;true&quot;);\012\009\009SP('StartStop', 'caption', &quot;Stop&quot;);\012\009\009SP('ResetButton', 'enabled', &quot;false&quot;);\012\009\009SP('Encoding', 'enabled', &quot;false&quot;);\012\009end proc; #OnState\012\012\009StartStop := proc()\012\009\009#possible to reduce this?\012\009\009if GP('StartStop', 'value') = &quot;true&quot; then\012\009\009\009OnState();\012\009\009else\012\009\009\009OffState();\009\009\009\012\009\009\009finished := true;\012\009\009\009Final();\012\009\009end if;\012\009end proc; #StartStop\012\012\009Add := proc(n :: integer)\012\012\009\009local encoding, high, low, mid;\012\012\009\009encoding := GP('Encoding', 'value');\012\009\009bplot[loc] := plots:-textplot([loc*40+20, 50, n], 'color' = &quot;Black&quot;, 'font' = [&quot;Times New Roman&quot;, 12, &quot;bold&quot;]);\012\012\009\009high, low := 75, 25;\012\009\009mid := (high + low) / 2;\012\009\009\012\009\009if encoding = &quot;Unipolar&quot; then high, low := 75, 50; end if;\012\012\009\009if n = 1 then\012\009\009\009if encoding = &quot;Manchester&quot; then mid := 75; high := 25; end if;\012\009\009\009if encoding = &quot;Unipolar&quot; or encoding = &quot;Bipolar&quot; then\012\009\009\009\009splot[loc] := plottools:-line([loc*40, high], [(loc+1)*40, high], opts);\012\009\009\009elif encoding = &quot;Return To Zero&quot; or encoding = &quot;Manchester&quot; then\012\009\009\009\009splot[loc] := plottools:-line([loc*40, high], [(loc+0.5)*40, high], opts);\012\009\009\009\009mplot[loc] := plottools:-line([(loc+0.5)*40, high], [(loc+0.5)*40, mid], opts);\012\009\009\009\009splot[loc+24] := plottools:-line([(loc+0.5)*40, mid], [(loc+1)*40, mid], opts);\012\009\009\009else #ami\012\009\009\009\009if amiprev = -1 then\012\009\009\009\009\009splot[loc] := plottools:-line([loc*40, high], [(loc+1)*40, high], opts);\012\009\009\009\009\009amiprev := 1;\012\009\009\009\009else #amiprev = 1\012\009\009\009\009\009splot[loc] := plottools:-line([loc*40, low], [(loc+1)*40, low], opts);\012\009\009\009\009\009amiprev := -1;\012\009\009\009\009end if;\012\009\009\009end if;\012\009\009else #n = 0\012\009\009\009if encoding = &quot;Manchester&quot; then mid := 25; low := 75; end if;\012\009\009\009if encoding = &quot;Unipolar&quot; or encoding = &quot;Bipolar&quot; then\012\009\009\009\009splot[loc] := plottools:-line([loc*40, low], [(loc+1)*40, low], opts);\012\009\009\009elif encoding = &quot;Return To Zero&quot; or encoding = &quot;Manchester&quot; then\012\009\009\009\009splot[loc] := plottools:-line([loc*40, low], [(loc+0.5)*40, low], opts);\012\009\009\009\009mplot[loc] := plottools:-line([(loc+0.5)*40, low], [(loc+0.5)*40, mid], opts);\012\009\009\009\009splot[loc+24] := plottools:-line([(loc+0.5)*40, mid], [(loc+1)*40, mid], opts);\012\009\009\009else #ami\012\009\009\009\009splot[loc] := plottools:-line([loc*40, mid], [(loc+1)*40, mid], opts);\012\009\009\009end if;\012\009\009end if;\012\012\009\009if encoding = &quot;Unipolar&quot; or encoding = &quot;Bipolar&quot; then\012\009\009\009if n &lt;&gt; prev and loc &gt; 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, low], [loc*40, high], opts);\012\009\009\009end if;\012\009\009elif encoding = &quot;Return To Zero&quot; then\012\009\009\009if n &lt; prev and loc &gt; 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, low], [loc*40, mid], opts);\012\009\009\009elif n &gt; prev and loc &gt; 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, high], [loc*40, mid], opts);\012\009\009\009elif n = prev and loc &gt; 1 and prev = 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, high], [loc*40, mid], opts);\012\009\009\009elif n = prev and loc &gt; 1 and prev = 0 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, low], [loc*40, mid], opts);\012\009\009\009end if;\012\009\009elif encoding = &quot;Manchester&quot; then\012\009\009\009if n = prev and loc &gt; 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, 75], [loc*40, 25], opts);\012\009\009\009end if;\012\009\009else #ami\012\009\009\009if n = prev and loc &gt; 1 and prev = 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, high], [loc*40, low], opts);\012\009\009\009elif n &lt;&gt; prev and loc &gt; 1 and amiprev = -1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, mid], [loc*40, low], opts);\012\009\009\009elif n &lt;&gt; prev and loc &gt; 1 and amiprev = 1 then\012\009\009\009\009lplot[loc] := plottools:-line([loc*40, mid], [loc*40, high], opts);\012\009\009\009end if;\012\009\009end if;\012\012\009\009binarysequence[loc] := n;\012\009\009prev := n;\012\009\009loc := loc + 1;\012\009\009SignalPlot();\012\009\009BinaryPlot();\012\012\009\009if loc = 25 then\012\009\009\009SP('StartStop', 'enabled', &quot;false&quot;);\012\009\009\009SP('ResetButton', 'enabled', &quot;true&quot;);\012\009\009\009finished := true;\012\009\009\009OffState();\012\009\009\009Final();\012\009\009end if;\012\009\009\012\009end proc; #Add\012\012\009EncodingChange := proc()\012\009\009SignalPlot();\012\009\009SP('EncodingDescription', 'value', descriptiontable[GP('Encoding', 'value')]);\012\009\009if finished then Final(); end if;\012\009end proc; #EncodingChange\012\012\009Final := proc()\012\009\009local in_binary, i;\012\009\009in_binary := cat(seq(op([i], convert(binarysequence, 'list')), i=1..loc-1));\012\009\009SP('Output', 'value', sprintf(&quot;You have written the binary number %a using a %a signal!&quot;, convert(in_binary, 'decimal', 'binary'), GP('Encoding', 'value')));\012\009end proc; #Final\012\009\012\009BinaryPlot := proc()\012\009\009local my_plot;\012\009\009my_plot := plots:-display(convert(bplot, 'list'), convert(grid, 'list'), highlight[2], bg[2], 'view' = [0..1000, 0..100], 'axes' = &quot;none&quot;);\012\009\009SP('BinaryPlot', 'value', my_plot, 'refresh');\012\009end proc; #BinaryPlot\012\009\012\009SignalPlot := proc()\012\009\009local my_plot;\012\009\009my_plot := plots:-display(highlight[1], bg[1], line[1], line[2], convert(grid2, 'list'), convert(lplot, 'list'), convert(mplot, 'list'), convert(splot, 'list'), 'view' = [0..1000, 0..100], 'axes' = &quot;none&quot;, 'caption' = 'typeset'(&quot;Amplitude vs. Time&quot;), 'font' = [&quot;Times New Roman&quot;, 10, &quot;italics&quot;]);\012\009\009SP('SignalPlot', 'value', my_plot, 'refresh');\012\009end proc; #SignalPlot\012\012end module; #BinarySignals\012\012BinarySignals:-Initialize();"/>
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<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">A base para comunica\303\247\303\265es de dispositivos digitais s\303\243o os n\303\272meros bin\303\241rios, 1s e 0s. Mas como esses n\303\272meros bin\303\241rios s\303\243o usados \342\200\213\342\200\213para que dispositivos, como telefones, por exemplo, possam nos permitir a comunica\303\247\303\243o a longas dist\303\242ncias, ou o pressionamento de uma tecla no teclado diga ao computador para digitar aquele caractere espec\303\255fico na tela? A resposta \303\251 que podemos transmitir sinais bin\303\241rios por meio de um meio e ter a informa\303\247\303\243o recebida por um receptor que sabe o que fazer com os dados. Para o exemplo do telefone digital, o sinal bin\303\241rio pode ser pulsos de luz gerados por um laser que viaja atrav\303\251s do meio do cabo de fibra \303\263ptica para o receptor, que traduz o c\303\263digo bin\303\241rio (por exemplo, 1 para um pulso de luz e 0 para nenhum pulso de luz) em uma conversa que a outra pessoa possa ouvir.</Font></Text-field>
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<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">Os m\303\251todos de transmiss\303\243o podem incluir pulsos de laser, n\303\255veis de voltagem variados (por exemplo, 5V representa um bin\303\241rio 1 e 0V representa um bin\303\241rio 0), n\303\255veis de corrente variados e pulsos / intensidades de som. Os meios de transmiss\303\243o podem incluir v\303\241rios tipos de cabos (como coaxial ou fibra \303\263tica) e l\303\255quidos e gases (comunica\303\247\303\265es sem fio).</Font></Text-field>
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<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">A codifica\303\247\303\243o refere-se a como o sinal \303\251 representado e \303\251 um fator muito importante na maneira como o receptor interpreta o sinal. Os crit\303\251rios para codifica\303\247\303\243o de sinal incluem:</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> Taxa de transfer\303\252ncia de dados: uma taxa de transfer\303\252ncia de dados mais alta significa sinal de comunica\303\247\303\243o mais eficiente, mas tamb\303\251m pode aumentar a taxa de erro.</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> Rela\303\247\303\243o sinal / ru\303\255do: A rela\303\247\303\243o sinal / ru\303\255do alta diminui a taxa de erro.</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> Facilidade de sincroniza\303\247\303\243o: Qu\303\243o f\303\241cil \303\251 determinar o in\303\255cio e o fim de cada bit e, assim, o receptor sincronizar com o sinal.</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">Largura de banda: a largura de banda \303\251 a taxa m\303\241xima de transfer\303\252ncia de dados vi\303\241vel.</Font></Text-field>
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<Text-field style="Text" layout="Normal"><Font bold="true" encoding="UTF-8">A atividade a seguir demonstra algumas das v\303\241rias t\303\251cnicas de codifica\303\247\303\243o e fornece algumas informa\303\247\303\265es sobre cada uma. Voc\303\252 pode gerar um n\303\272mero bin\303\241rio de at\303\251 24 bits enviando pulsos de alta e baixa voltagem. O oscilosc\303\263pio mostrar\303\241 como \303\251 um sinal perfeito no tipo de codifica\303\247\303\243o selecionado. Depois disso, voc\303\252 pode ver o equivalente decimal do n\303\272mero bin\303\241rio que gerou.</Font></Text-field>
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<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">Claro e direto: tudo acima de um certo limite \303\251 alto e tudo abaixo desse mesmo limite \303\251 baixo</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> F\303\241cil e simples</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> Os padr\303\265es podem ser usados para representar qualquer coisa: letras, n\303\272meros, s\303\255mbolos, etc.</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8"> Pode ser interpretado corretamente, apesar de muito ru\303\255do</Font></Text-field>
<Text-field style="Text" layout="Normal" bullet="dot"><Font encoding="UTF-8">Mesmo que o sinal n\303\243o seja perfeitamente horizontal, desde que esteja acima do limite, ele \303\251 considerado 1.</Font></Text-field>
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<Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Este aplicativo de matem\303\241tica fornece uma breve introdu\303\247\303\243o aos sinais e comunica\303\247\303\265es entre dispositivos eletr\303\264nicos. A pr\303\263xima quest\303\243o que pode vir \303\240 mente \303\251 quais opera\303\247\303\265es podem ser realizadas nesses sinais? Al\303\251m disso, como os dispositivos eletr\303\264nicos, como computadores, podem realizar c\303\241lculos usando esses sinais? Esta discuss\303\243o leva ao t\303\263pico das portas l\303\263gicas. Essas portas l\303\263gicas podem receber v\303\241rios sinais como suas entradas e produzir um sinal de sa\303\255da executando uma opera\303\247\303\243o nas entradas. Al\303\251m disso, combina\303\247\303\265es dessas portas l\303\263gicas podem ser usadas para realizar c\303\241lculos (como adi\303\247\303\243o bin\303\241ria b\303\241sica). Confira o aplicativo Logic Gates Math para mais informa\303\247\303\265es.</Font></Text-field>
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