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<!DOCTYPE html>
<html>
<head>
<title>Reise in die Quantenzeit 01</title>
<meta charset="utf-8" />
<meta name="viewport" content="width=device-width,initial-scale=1.0" />
<meta name="description" content="Quantum computing in your browser." />
<meta name="copyright" content="Stefan Seegerer, Stewart Smith 2019–2021" />
<meta
name="keywords"
content="
Q, Q.js, Q-js, Qjs, quantum JavaScript,
quantum, quantum physics, quantum mechanics, superposition,
quantum computer, quantum computer programming, quantum computing, QC,
quantum simulator, quantum computer simulator,
qubit, qbit, gate, Hadamard, Bloch, Bloch Sphere,
Web, Web site, website, Web browser, browser, HTML, HTML5, JavaScript, ES6, CSS,
Chrome, Firefox, Safari, Opera, Brave, Edge, WebKit, Blink, Gecko, Mozilla,
Stewart Smith, Stewart, Stew, Stuart, Steven, Steve, Stewdio, stewartsmith, stew_rtsmith, @stew_rtsmith,
Moar, Moar Technologies Corp, MTC,
Google, IBM, Microsoft, Amazon, NASA, DWave, D-Wave,
Quil, OpenQASM,
ProjectQ, Qiskit,
Quantum Development Kit, Cirq, Strawberry Fields, t|ket>,
QCL, Quantum pseudocode, Q#, Q|SI>, Q language, qGCL, QFC, QML, LIQUi|>, Quipper,
Stanford CS 269 Q: Quantum Computer Programming"
/>
<meta name="twitter:card" content="summary_large_image" />
<meta name="twitter:site" content="@stew_rtsmith" />
<meta name="twitter:creator" content="@stew_rtsmith" />
<meta name="twitter:title" content="Q ⟩ Curriculum 01" />
<meta
name="twitter:description"
content="Quantum computing in your browser."
/>
<meta
name="twitter:image"
content="https://quantumjavascript.app/assets/Q-website-preview.jpg"
/>
<meta property="og:type" content="website" />
<meta property="og:title" content="Q ⟩ Curriculum 01" />
<meta
property="og:description"
content="Quantum computing in your browser."
/>
<meta
property="og:image"
content="https://quantumjavascript.app/assets/Q-website-preview.jpg"
/>
<meta
property="og:url"
content="https://quantumjavascript.app/Circuit.html"
/>
<link rel="canonical" href="https://quantumjavascript.app/Circuit.html" />
<link href="assets/Q-favicon-064.png" rel="icon" type="image/png" />
<link href="assets/Q-favicon-144.png" rel="apple-touch-icon" />
<link rel="stylesheet" href="Q/Q.css" />
<link rel="stylesheet" href="Q/Q-Circuit-Editor.css" />
<link rel="stylesheet" href="assets/documentation.css" />
<link rel="stylesheet" href="curriculum/curriculum.css" />
<script src="Q/Q.js"></script>
<script src="Q/Q-ComplexNumber.js"></script>
<script src="Q/Q-Matrix.js"></script>
<script src="Q/Q-Qubit.js"></script>
<script src="Q/Q-Gate.js"></script>
<script src="Q/Q-History.js"></script>
<script src="Q/Q-Circuit.js"></script>
<script src="Q/Q-Circuit-Editor.js"></script>
<script src="curriculum/navigation.js"></script>
<script src="curriculum/Q-Curriculum-helper.js"></script>
</head>
<body>
<main class="home">
<h3>Herkömmliche Computer</h3>
<p>
Wie du vielleicht bereits gehört hast, arbeiten herkömmliche Computer
mit nur zwei Zuständen: 0 und 1. Wir sprechen auch von <b>Bits</b>. Dazu
nutzen sie elektrische Signale: Ist der Strom aus, wird das als 0
interpretiert, ist der Strom an als 1. Ein Bit lässt sich aber im
Prinzip durch alles darstellen, was zwei Zustände hat: Bei Münzen durch
Kopf(0) / Zahl (1), bei einem Lichtschalter durch Licht aus (0) / Licht
an (1) oder bei einer Kugel entweder durch Pfeil vorne (0) / Pfeil
hinten (1) oder durch Pfeil hoch (0) / Pfeil runter (1).
</p>
<img src="curriculum/bits.svg" style="margin: 1rem" />
<!--Gatter-->
<h4>Gatter</h4>
<p>
Mithilfe von Bits codieren Computer Informationen wie beispielsweise
Bilder, Texte oder Videos. Auch eine Glühbirne kann ein Bit darstellen.
Fließt Strom, brennt die Glühbirne, fließt kein Strom, bleibt sie aus.
</p>
<div class="curriculum-exercise">
<div class="curriculum-exercise-icon">!</div>
<div>Betätige den Lichtschalter, um zu sehen, was passiert!</div>
</div>
<iframe
src="curriculum/lightbulb.html"
height="100%"
width="100%"
title="Light bulb and switch"
style="overflow: hidden"
></iframe>
<p>
Damit Computer nützliche Ergebnisse liefern und Programme ausführen
können, brauchen sie eine Möglichkeit, diese Bits zu verarbeiten. Dafür
verfügen Computer über sogenannte Gatter. Solch ein Gatter hat einen
oder mehrere Eingänge, an denen es Signale entgegennimmt und Ausgänge,
an denen es Signale weitergibt. Wie ein Gatter funktioniert, lässt sich
am Beispiel des NICHT-Gatters und dem Lichtschalter verdeutlichen.
</p>
<div class="curriculum-exercise">
<div class="curriculum-exercise-icon">!</div>
<div>
Betätige auch diesmal den Lichtschalter, um zu sehen, was passiert!
</div>
</div>
<iframe
src="curriculum/lightbulb-not.html"
height="100%"
width="100%"
title="Light bulb and switch"
style="overflow: hidden"
></iframe>
<!-- TODO: SVG-Animation mit Zoom in Rechner -->
<h4>Schaltkreise</h4>
<p>
Mehrere Gatter bilden zusammen einen Schaltkreis und sind so die Basis
für Computer, wie wir sie kennen. Ein Algorithmus, der von einem
Computer ausgeführt werden kann, ist dann nichts anderes als eine
präzise Beschreibung, wann welches Gatter angewendet werden muss. Um zu
verstehen, wie ein herkömmlicher Computer im Innersten arbeitet, ist es
daher hilfreich zu verstehen, wie diese Gatter funktionieren.
</p>
<p>
Schaltkreise können ähnlich wie Musiknoten in Diagrammen dargestellt
werden. Eine Musikerin bzw. ein Musiker beginnt links im Moment Null und
geht in der Zeit vorwärts, indem sie oder er nach rechts liest. Am
Notenschlüssel ist zu erkennen, wie die Noten zu interpretieren sind.
</p>
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<p>
In ähnlicher Weise stellen Schaltkreise Gatteroperationen als eine Reihe
von Momenten in der Zeit dar. Wie der Notenschlüssel ist das Diagramm
beginnend beim Moment Null von links nach rechts zu lesen. Hier haben
wir einen Schaltkreis, der 3 Momente lang ist und mit 2 Bits arbeitet:
</p>
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font-size: 15px;
fill: rgb(221, 221, 221);
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>
Bit 1
</text>
</g>
<g transform="matrix(1,0,0,1,97.7877,31.8425)">
<text
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y="102.839px"
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font-size: 15px;
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>
Bit 2
</text>
</g>
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<circle cx="280" cy="130" r="5" />
</g>
<g class="beat doh">
<rect x="260" y="50" rx="3" width="40" height="40" />
</g>
<g class="beat ray">
<g transform="matrix(1,0,0,2.50074,-60,-225.111)">
<path
d="M420,111.6C420,110.717 418.208,110 416,110L384,110C381.792,110 380,110.717 380,111.6L380,148.4C380,149.283 381.792,150 384,150L416,150C418.208,150 420,149.283 420,148.4L420,111.6Z"
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<p>
Beim Lesen von links nach rechts können wir beobachten, was in den
einzelnen Momenten passiert. Wir beginnen im Moment Null (Spalte 0) mit
den beiden Anfangswerten
<span class="curriculum-input-description">0</span>. Im ersten Moment
wird ein Gatter nur auf das erste Bit angewandt. Mit dem zweiten Bit
passiert nichts (manchmal wird das auch – wie hier – durch einen kleinen
Kreis auf dem Schaltdraht dargestellt). Das Gatter im zweiten Schritt
verarbeitet Bit 1 und 2 und liefert zwei Ausgaben. Im dritten Schritt
wird auf die beiden Bits separat jeweils ein Gatter angewendet.
</p>
<div class="curriculum-spacer"></div>
<!--NICHT-Gatter-->
<h4>NICHT-Gatter</h4>
<p>Im Folgenden wollen wir uns nun ein paar Gatter näher ansehen.</p>
<div class="curriculum-exercise">
<div class="curriculum-exercise-icon">!</div>
<div>
Ein bekanntes Gatter ist das NICHT-Gatter. Rufe das Gatter mit den
Eingaben <span class="curriculum-input-description">0</span> und
<span class="curriculum-input-description">1</span>, indem du auf die
Zahl am Anfang der Zeile und dann auf Auswerten klickst!
</div>
</div>
<p></p>
<div>
<svg
width="100%"
height="100%"
viewBox="0 0 1397 401"
version="1.1"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:serif="http://www.serif.com/"
style="
fill-rule: evenodd;
clip-rule: evenodd;
stroke-linejoin: round;
stroke-miterlimit: 1.5;
"
>
<g id="NOT" transform="matrix(4.16667,0,0,4.16667,-391.071,-708.313)">
<g transform="matrix(0.24,0,0,0.24,1.80858,1.65656)">
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font-family: 'RobotoMono-Bold', 'Roboto Mono', monospace;
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>
0
</text>
</g>
<g
id="NOTBild1"
transform="matrix(0.0736747,0,0,0.0736747,388.573,223.142)"
>
<use
xlink:href="#_Image1"
x="0"
y="0"
width="550px"
height="546px"
/>
</g>
<g
id="NOTBild0"
transform="matrix(0.0675142,0,0,0.0675142,388.667,223.409)"
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<use
xlink:href="#_Image2"
x="0"
y="0"
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height="588px"
/>
</g>
<g id="Rahmen">
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1
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<g transform="matrix(0.24,0,0,0.24,49.3337,1.81585)">
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Nr. 1
</text>
</g>
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<text
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3
</text>
</g>
<g transform="matrix(0.24,0,0,0.24,0,0)">
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<g transform="matrix(0.157669,0,0,0.157669,65.4089,58.4532)">
<path
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</g>
<g
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</g>
<g transform="matrix(0.380294,0,0,0.24,-111.692,0)">
<path
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style="
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</g>
<g transform="matrix(0.24,0,0,0.24,146.189,2.00236)">
<text
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4
</text>
</g>
<g transform="matrix(0.24,0,0,0.243353,0,-3.06251)">
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<g
transform="matrix(0.24,-1.643e-17,2.33626e-17,0.24,-9.65364,-15.0832)"
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<tspan x="1267.82px " y="1094px ">NICHT</tspan>
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</g>
</g>
</g>
</svg>
<button
class="Q-button curriculum-classic-color"
id="evaluate-button"
type="button"
onclick="auswertenNOT(); this.blur();"
>
Auswerten
</button>
</div>
<div class="curriculum-spacer"></div>
<p>
Eine Möglichkeit, sich die Funktionsweise von Gattern zu verdeutlichen,
sind sogenannte Wahrheitstabellen. Eine Wahrheitstabelle beschreibt, wie
sich ein Gatter für alle Eingaben verhält. Dazu notiert man
typischerweise für jede mögliche Eingabekombination die zugehörige
Ausgabe.
</p>
<p>
Da es nur ein Bit als Eingabe entgegennimmt, besteht die
Wahrheitstabelle des NICHT-Gatters nur aus zwei Zeilen:
</p>
<table class="curriculum-classic-table" rules="all">
<thead>
<tr>
<td>Eingabe</td>
<td>Ausgabe</td>
</tr>
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<td>0</td>
<td>1</td>
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<tr>
<td>1</td>
<td>0</td>
</tr>
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</table>
<p>
Liegt am Eingang 0 an, geht der Ausgang an (wird also 1) und andersrum.
</p>
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<!-- AND Gatter-->
<h4><span class="curriculum-gate-description">&</span>-Gatter</h4>
<div class="curriculum-exercise">
<div class="curriculum-exercise-icon">!</div>
<div>
Finde heraus, welche Funktion das Gatter
<span class="curriculum-gate-description">&</span> hat, indem Du
verschiedene Eingabewerte ausprobierst und mehrere Messungen
durchführst!
</div>
</div>
<h6>Hinweise</h6>
<ul>
<li>
Jede Zeile stellt ein Bit dar. Verändere die Eingabewerte, indem Du
auf die Zahl am Anfang einer Zeile klickst.
</li>
<li>
Führe eine Messung durch, indem du auf <i>Auswerten</i> klickst.
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"
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<button
class="Q-button curriculum-classic-color"
id="evaluate-button"
type="button"
onclick="auswertenAND(); this.blur();"
>
Auswerten
</button>
</div>
<div class="curriculum-spacer"></div>
<h2>Meine Messungen</h2>
<div id="measurement-history-and" class="measurement-history-container">
<button
class="measurement-history-action-button"
onclick="resetHistory()"
>
Reset
</button>
</div>
<div class="curriculum-spacer"></div>
<!-- OR AUFGABE -->
<h4>
<span class="curriculum-gate-description" style="width: 1.9rem"
>≥1</span
>-Gatter
</h4>
<div class="curriculum-exercise">
<div class="curriculum-exercise-icon">!</div>
<div>
Finde heraus, welche Funktion das Gatter
<span class="curriculum-gate-description">≥1</span> hat, indem Du
verschiedene Eingabewerte ausprobierst und mehrere Messungen
durchführst!
</div>
</div>
<h6>Hinweise</h6>
<ul>
<li>
Jede Zeile stellt ein Bit dar. Verändere die Eingabewerte, indem Du
auf die Zahl am Anfang einer Zeile klickst.
</li>
<li>
Führe eine Messung durch, indem du auf <i>Auswerten</i> klickst.
</li>
</ul>
<div class="curriculum-spacer"></div>
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