Zum Inhalt springen
Zuletzt geändert von Holger Engels am 2026/10/17 14:38
Von Version 60.1
bearbeitet von Holger Engels
am 2026/10/12 10:17
Änderungskommentar: Neues Bild Gefäß.svg hochladen
Auf Version 53.2
bearbeitet von Holger Engels
am 2026/10/09 14:26
Änderungskommentar: Es gibt keinen Kommentar für diese Version

Zusammenfassung

Details

Seiteneigenschaften
Inhalt
... ... @@ -12,8 +12,13 @@
12 12  Siehe dazu [[Rekonstruktion einer Größe>>https://kmap.eu/app/browser/Mathematik/Integralrechnung/Rekonstruktion%20einer%20Gr%C3%B6%C3%9Fe]] und [[Obersumme/Untersumme interaktiv>>https://kmap.eu/app/browser/Mathematik/Integralrechnung/Obersumme%20und%20Untersumme#erkunden]]
13 13  {{/lernende}}
14 14  
15 -== Bestandsrekonstruktion ==
15 +--Deu­tung des be­stimm­ten In­te­grals (Be­stands­re­kon­struk­ti­on, z. B. zu­rück­ge­leg­te Stre­cke bei ver­än­der­li­cher Ge­schwin­dig­keit, Flä­che)--
16 +--ge­krümm­te Rand­funk­ti­on--
17 +--Nä­he­rungs­wei­se Be­rech­nung von In­te­gra­len (z. B. Käst­chen­zäh­len, Ober- und Un­ter­sum­me)--
18 +Ori­en­tier­ter Flä­chen­in­halt (z. B. Zu- und Ab­fluss­men­ge)
19 +Ei­gen­schaf­ten des be­stimm­ten In­te­grals (In­ter­val­l­ad­di­ti­vi­tät, Li­nea­ri­tät des In­te­grals, In­te­gral­wert ist Null bei un­ge­ra­den Funk­tio­nen und zu x=0 sym­me­tri­schen In­te­gra­ti­ons­gren­zen)
16 16  
21 +== Bestandsrekonstruktion ==
17 17  {{aufgabe id="Gefäß" afb="I" kompetenzen="K4" quelle="[[KMap>>https://kmap.eu/app/browser/Mathematik/Integralrechnung/Rekonstruktion%20einer%20Gr%C3%B6%C3%9Fe]]" zeit="5"}}
18 18  Ein Gefäß sei zu Beginn der Beobachtung mit //10 l// gefüllt. Es wird folgender Zufluss/ Abluss beobachtet:
19 19  
... ... @@ -45,68 +45,33 @@
45 45  {{/aufgabe}}
46 46  
47 47  {{aufgabe id="Streifenmethode" afb="II" kompetenzen="" quelle="Holger Engels, Stefanie Walz" zeit=""}}
48 -[[image:Streifenmethode.svg||width=250 class=right]]Das Schaubild zeigt die Normalparabel {{formula}}f(x)= x^2{{/formula}} und die Streifen der Untersumme für //n =4// Streifen und einer Streifenbreite von {{formula}}\frac{b}{n}=\frac{1}{4}{{/formula}}. Allgemein bestimmt sich sich die Untersumme für die Streifen folgendermaßen:
53 +[[Streifenmethode.svg||width=300 class=right]]Das Schaubild zeigt die Normalparabel {{formula}}f(x)= x^2{{/formula}}. Für //n// Streifen und einer Streifenbreite von {{formula}}\frac{b}{n}{{/formula}} ergibt sich die Untersumme folgendermaßen:
49 49  
50 50  {{formula}}
51 -\begin{aligned}
52 -U_n &= \Delta x \cdot f(0\cdot\Delta x) + \Delta x \cdot f(1\cdot\Delta x) + ... + \Delta x \cdot f((n-1)\cdot\Delta x) \\
53 -\text{} &= \Delta x \cdot (0\cdot \Delta x)^2 + \Delta x \cdot (1\cdot \Delta x)^2 + ... + \Delta x \cdot ((n-1)\cdot \Delta x)^2
54 -\end{aligned}
56 +\begin{align*}
57 +U_n = \Delta x \cdot f(1\cdot\Delta x) + \Delta x \cdot f(2\cdot\Delta x) + ... + \Delta x \cdot f(n\cdot\Delta x)
58 +&= \Delta x \cdot (1\cdot \Delta x)^2 + \Delta x \cdot (2\cdot \Delta x)^2 + ... + \Delta x \cdot (n\cdot \Delta x)^2
59 +\end{align*}
55 55  {{/formula}}
56 -
57 -.. führt nach einigen Umformungen schließlich zu:
58 -
59 -{{formula}}U_n = b^3\frac16(2-\frac3n+\frac1{n^2}){{/formula}}
60 -
61 -Analog ergibt sich für die Obersumme:
62 -
63 -{{formula}}O_n = b^3\frac16(2+\frac3n+\frac1{n^2}){{/formula}}
64 -
65 -(%class=abc%)
66 -1. (((Berechne den Wert dieser Summen für unterschiedliche //n//.
61 +... führt schließlich zu ...
62 +{{formula}}U_n = b^3\frac16(2+\frac3n+\frac1{n^2}){{/formula}}
63 +Berechne den Wert der Summe für unterschiedliche //n//.
67 67  (%class="border slim"%)
68 -|=//n//| 4 | 8 | 100
65 +|=n| 4 | 8 | 100
69 69  |={{formula}}U_n{{/formula}}|||
70 -|={{formula}}O_n{{/formula}}|||
71 -)))
72 -1. Betrachte die Terme und begründe, gegen welchen Wert beide für {{formula}}n\rightarrow\infty{{/formula}} streben.
67 +Betrachte den Term und begründe, gegen welchen Wert er für {{formula}}n\rightarrow\infty{{/formula}} strebt.
73 73  {{/aufgabe}}
74 74  
75 75  == Bestimmtes Integral ==
76 76  
77 -{{aufgabe id="Bestimmtes Integral" afb="I" kompetenzen="K5" quelle="Holger Engels" zeit="7"}}
78 -Bestimme den Wert des Integrals:
79 -(%class="abc horiz"%)
80 -1. ((({{formula}}\int_0^\pi \sin(x) \, dx{{/formula}})))
81 -1. ((({{formula}}\int_0^{2\pi} \sin(x) \, dx{{/formula}})))
82 -1. ((({{formula}}\int_0^1 e^x \, dx{{/formula}})))
83 -{{/aufgabe}}
84 -
85 -{{aufgabe id="Bestimmtes Integral vs Fläche" afb="I" kompetenzen="K1, K6" quelle="Holger Engels" zeit="5"}}
86 -Gegeben ist der Graph einer Funktion //f//, der die x-Achse bei {{formula}}x = 2{{/formula}} schneidet. Die Teilfläche unterhalb der x-Achse im Intervall {{formula}}[0; 2]{{/formula}} beträgt 3 FE, die Teilfläche oberhalb im Intervall {{formula}}[2; 5]{{/formula}} beträgt 7 FE.
87 -(%class=abc%)
88 -1. Bestimme den Wert des Integrals {{formula}}\int_{0}^{5} f(x)\,dx{{/formula}}.
89 -1. Bestimme den geometrischen Flächeninhalt, den der Graph von f mit der x-Achse über {{formula}}[0; 5]{{/formula}} einschließt.
90 -1. Erkläre den Unterschied zwischen dem Wert des bestimmten Integrals und dem Flächeninhalt zwischen Graph und x-Achse.
91 -{{/aufgabe}}
92 -
93 93  == Eigenschaften ==
94 -
95 -{{aufgabe id="Eigenschaften erläutern" afb="II" kompetenzen="K6" quelle="" zeit="6"}}
96 -Veranschauliche und begründe anhand einer Skizze oder anhand der Flächenbilanz, warum folgende Rechenregeln für stetige Funktionen gelten:
97 -(%class="abc horiz"%)
98 -1. ((({{formula}}\int_{a}^{b} f(x)\,dx + \int_{b}^{c} f(x)\,dx = \int_{a}^{c} f(x)\,dx{{/formula}})))
99 -1. ((({{formula}}\int_{a}^{b} c \cdot f(x)\,dx = c \cdot \int_{a}^{b} f(x)\,dx{{/formula}})))
100 -{{/aufgabe}}
101 -
102 102  {{aufgabe id="Integraleigenschaften" afb="II" kompetenzen="K1" quelle="Debora Kemm, Benjamin Kaiser" zeit="10"}}
103 -Ermittle eine aufsteigende Reihenfolge für den Wert der folgenden Integrale
104 -(% style="display:flex"%)(((
105 -((({{formula}}\int_{-5}^{5} e^{x+4} \, dx{{/formula}})))
106 -((({{formula}}\int_{-5}^{5} e^{x-4} \, dx{{/formula}})))
107 -((({{formula}}\int_{-5}^{5} (-x^5 + 4x^3-2x)\, dx{{/formula}})))
108 -((({{formula}}\int_{-5}^{5} (\cos(\frac{1}{2}x)-3)\, dx{{/formula}})))
109 -)))
74 +Ermittle eine aufgsteigende Reihenfolge für den Wert der folgenden Integrale
75 +(%class=abc%)
76 +1. {{formula}}\int_{-5}^{5} e^{x+4} \, dx{{/formula}}
77 +1. {{formula}}\int_{-5}^{5} e^{x-4} \, dx{{/formula}}
78 +1. {{formula}}\int_{-5}^{5} (-x^5 + 4x^3-2x)\, dx{{/formula}}
79 +1. {{formula}}\int_{-5}^{5} (\cos(\frac{1}{2}x)-3)\, dx {{/formula}}
110 110  {{/aufgabe}}
111 111  
112 112  {{aufgabe id="Bilanz null" afb="II" kompetenzen="K2, K5" quelle="Holger Engels" zeit="8"}}
Gefäß.svg
Größe
... ... @@ -1,1 +1,1 @@
1 -19.0 KB
1 +22.8 KB
Inhalt
... ... @@ -1,75 +1,1 @@
1 -<?xml version="1.0" encoding="UTF-8"?>
2 -<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="720" height="292" viewBox="0 0 720 292">
3 - <defs>
4 - <clipPath id="umtzuxiXCZZB">
5 - <path fill="none" stroke="none" d="M 0 0 L 720 0 L 720 292 L 0 292 Z"/>
6 - </clipPath>
7 - </defs>
8 - <g transform="scale(1,1)" clip-path="url(#umtzuxiXCZZB)">
9 - <g transform="translate(-190.33,-223.0)">
10 - <!-- Hintergrund -->
11 - <rect fill="rgb(255,255,255)" stroke="none" x="0" y="0" width="1200" height="800" fill-opacity="1"/>
12 -
13 - <!-- Gitter -->
14 - <path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 2.5 0.5 L 2.5 728.5 M 2.5 0.5 L 2.5 728.5 M 33.5 0.5 L 33.5 728.5 M 65.5 0.5 L 65.5 728.5 M 96.5 0.5 L 96.5 728.5 M 127.5 0.5 L 127.5 728.5 M 159.5 0.5 L 159.5 728.5 M 190.5 0.5 L 190.5 728.5 M 252.5 0.5 L 252.5 728.5 M 284.5 0.5 L 284.5 728.5 M 315.5 0.5 L 315.5 728.5 M 346.5 0.5 L 346.5 728.5 M 378.5 0.5 L 378.5 728.5 M 409.5 0.5 L 409.5 728.5 M 440.5 0.5 L 440.5 728.5 M 472.5 0.5 L 472.5 728.5 M 503.5 0.5 L 503.5 728.5 M 534.5 0.5 L 534.5 728.5 M 566.5 0.5 L 566.5 728.5 M 597.5 0.5 L 597.5 728.5 M 628.5 0.5 L 628.5 728.5 M 660.5 0.5 L 660.5 728.5 M 691.5 0.5 L 691.5 728.5 M 722.5 0.5 L 722.5 728.5 M 753.5 0.5 L 753.5 728.5 M 785.5 0.5 L 785.5 728.5 M 816.5 0.5 L 816.5 728.5 M 847.5 0.5 L 847.5 728.5 M 879.5 0.5 L 879.5 728.5 M 910.5 0.5 L 910.5 728.5 M 941.5 0.5 L 941.5 728.5 M 973.5 0.5 L 973.5 728.5 M 1004.5 0.5 L 1004.5 728.5 M 1035.5 0.5 L 1035.5 728.5 M 1067.5 0.5 L 1067.5 728.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/>
15 - <path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 0.5 0.5 L 1086.5 0.5 M 0.5 0.5 L 1086.5 0.5 M 0.5 42.5 L 1086.5 42.5 M 0.5 84.5 L 1086.5 84.5 M 0.5 127.5 L 1086.5 127.5 M 0.5 169.5 L 1086.5 169.5 M 0.5 211.5 L 1086.5 211.5 M 0.5 253.5 L 1086.5 253.5 M 0.5 296.5 L 1086.5 296.5 M 0.5 338.5 L 1086.5 338.5 M 0.5 423.5 L 1086.5 423.5 M 0.5 465.5 L 1086.5 465.5 M 0.5 507.5 L 1086.5 507.5 M 0.5 550.5 L 1086.5 550.5 M 0.5 592.5 L 1086.5 592.5 M 0.5 634.5 L 1086.5 634.5 M 0.5 677.5 L 1086.5 677.5 M 0.5 719.5 L 1086.5 719.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/>
16 -
17 - <!-- Vertikale Achse (y-Achse) & Pfeil nach oben -->
18 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 221.5 227.5 L 221.5 515.5" stroke-opacity="1" stroke-miterlimit="10"/>
19 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 221.5 227.5 L 217.5 231.5" stroke-opacity="1" stroke-miterlimit="10"/>
20 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 221.5 227.5 L 225.5 231.5" stroke-opacity="1" stroke-miterlimit="10"/>
21 -
22 - <!-- Horizontale Achse (t-Achse) & Pfeil nach rechts -->
23 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 190.5 380.5 L 904.5 380.5" stroke-opacity="1" stroke-miterlimit="10"/>
24 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 904.5 380.5 L 900.5 376.5" stroke-opacity="1" stroke-miterlimit="10"/>
25 - <path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d="M 904.5 380.5 L 900.5 384.5" stroke-opacity="1" stroke-miterlimit="10"/>
26 -
27 - <!-- T-Achsen-Zahlen -->
28 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="28" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–6</text>
29 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="60" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–5</text>
30 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="91" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–4</text>
31 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="122" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text>
32 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="154" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text>
33 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="250" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text>
34 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="282" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text>
35 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="313" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text>
36 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="344" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text>
37 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="376" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">5</text>
38 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="407" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">6</text>
39 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="438" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">7</text>
40 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="470" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">8</text>
41 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="501" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">9</text>
42 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="529" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">10</text>
43 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="561" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">11</text>
44 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="592" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">12</text>
45 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="623" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">13</text>
46 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="655" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">14</text>
47 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="686" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">15</text>
48 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="717" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">16</text>
49 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="748" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">17</text>
50 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="780" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">18</text>
51 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="811" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">19</text>
52 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="842" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">20</text>
53 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="874" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">21</text>
54 -
55 - <!-- Y-Achsen-Zahlen -->
56 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="512" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text>
57 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="470" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text>
58 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="428" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text>
59 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="343" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text>
60 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="301" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text>
61 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="258" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text>
62 - <text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">0</text>
63 -
64 - <!-- Funktionsgraph -->
65 - <path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 221.64351048715196 296.28049171813984 L 224.8359375 296.28049171813984 M 224.8359375 296.28049171813984 L 229.078125 296.28049171813984 M 229.078125 296.28049171813984 L 233.3203125 296.28049171813984 L 237.5625 296.28049171813984 M 237.5625 296.28049171813984 L 241.8046875 296.28049171813984 L 246.046875 296.28049171813984 L 250.2890625 296.28049171813984 L 254.53125 296.28049171813984 L 258.7734375 296.28049171813984 L 263.015625 296.28049171813984 L 267.2578125 296.28049171813984 L 271.5 296.28049171813984 M 271.5 296.28049171813984 L 275.7421875 296.28049171813984 L 279.984375 296.28049171813984 L 284.2265625 296.28049171813984 L 288.46875 296.28049171813984 L 292.7109375 296.28049171813984 L 296.953125 296.28049171813984 L 301.1953125 296.28049171813984 L 305.4375 296.28049171813984 L 309.6796875 296.28049171813984 L 313.921875 296.28049171813984 L 318.1640625 296.28049171813984 L 322.40625 296.28049171813984 L 326.6484375 296.28049171813984 L 330.890625 296.28049171813984 L 335.1328125 296.28049171813984 L 339.375 296.28049171813984 L 343.6171875 296.28049171813984 L 347.859375 296.28049171813984 L 352.1015625 296.28049171813984 L 356.34375 296.28049171813984 L 360.5859375 296.28049171813984 L 364.828125 296.28049171813984 L 369.0703125 296.28049171813984 L 373.3125 296.28049171813984 L 377.5546875 296.28049171813984 L 381.796875 296.28049171813984 L 386.0390625 296.28049171813984 L 390.28124999999994 296.28049171813984 L 394.5234375 296.28049171813984 L 398.765625 296.28049171813984 L 403.0078125 296.28049171813984 L 407.25 296.28049171813984 M 407.25 296.28049171813984 L 411.4921875 296.28049171813984 L 415.734375 296.28049171813984 L 419.9765625 296.28049171813984 L 424.21875 296.28049171813984 L 428.4609375 296.28049171813984 L 432.703125 296.28049171813984 L 436.9453125 296.28049171813984 L 441.1875 296.28049171813984 L 445.4296875 296.28049171813984 L 449.671875 296.28049171813984 L 453.9140625 296.28049171813984 L 458.15625 296.28049171813984 L 462.3984375 296.28049171813984 L 466.640625 296.28049171813984 L 470.8828125 296.28049171813984 L 475.125 296.28049171813984 M 475.125 296.28049171813984 L 479.3671875 296.28049171813984 L 483.609375 296.28049171813984 L 487.8515625 296.28049171813984 L 492.09375 296.28049171813984 L 496.3359375 296.28049171813984 L 500.578125 296.28049171813984 L 504.8203125 296.28049171813984 L 509.0625 296.28049171813984 M 509.0625 296.28049171813984 L 513.3046875 296.28049171813984 L 517.546875 296.28049171813984 L 521.7890625 296.28049171813984 L 526.03125 296.28049171813984 M 526.03125 296.28049171813984 L 530.2734375 296.28049171813984 L 534.515625 296.28049171813984 M 534.515625 296.28049171813984 L 534.7688179643912 296.28049171813984" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/>
66 - <path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 534.7688173381407 338.5995382571303 L 538.7578125 338.5995382571303 M 538.7578125 338.5995382571303 L 543 338.5995382571303 M 543 338.5995382571303 L 547.2421875 338.5995382571303 L 551.484375 338.5995382571303 L 555.7265625 338.5995382571303 L 559.96875 338.5995382571303 L 564.2109375 338.5995382571303 L 568.453125 338.5995382571303 L 572.6953125 338.5995382571303 L 576.9375 338.5995382571303 L 581.1796875 338.5995382571303 L 585.421875 338.5995382571303 L 589.6640625 338.5995382571303 L 593.90625 338.5995382571303 L 598.1484374999999 338.5995382571303 L 602.390625 338.5995382571303 L 606.6328125 338.5995382571303 L 610.875 338.5995382571303 L 615.1171875 338.5995382571303 L 619.359375 338.5995382571303 L 623.6015624999999 338.5995382571303 L 627.8437499999999 338.5995382571303 L 632.0859375 338.5995382571303 L 636.328125 338.5995382571303 L 640.5703124999999 338.5995382571303 L 644.8125 338.5995382571303 L 649.0546874999999 338.5995382571303 L 653.2968749999999 338.5995382571303 L 657.5390625 338.5995382571303 L 661.78125 338.5995382571303 L 666.0234374999999 338.5995382571303 L 670.2656249999999 338.5995382571303 L 674.5078124999999 338.5995382571303 L 678.7499999999999 338.5995382571303 M 678.7499999999999 338.5995382571303 L 682.9921875 338.5995382571303 L 687.2343749999999 338.5995382571303 M 687.2343749999999 338.5995382571303 L 691.3314713898856 338.5995382571303" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/>
67 - <path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 691.331470763635 465.5566778741015 L 691.4765624999999 465.5566778741015 M 691.4765624999999 465.5566778741015 L 695.7187499999999 465.5566778741015 M 695.7187499999999 465.5566778741015 L 699.9609374999999 465.5566778741015 L 704.2031249999999 465.5566778741015 L 708.4453124999999 465.5566778741015 L 712.6874999999999 465.5566778741015 M 712.6874999999999 465.5566778741015 L 716.9296874999999 465.5566778741015 L 721.1718749999999 465.5566778741015 L 725.4140624999999 465.5566778741015 L 729.6562499999999 465.5566778741015 L 733.8984374999999 465.5566778741015 L 738.1406249999998 465.5566778741015 L 742.3828124999999 465.5566778741015 L 746.6249999999999 465.5566778741015 M 746.6249999999999 465.5566778741015 L 750.8671874999999 465.5566778741015 L 755.1093749999999 465.5566778741015 L 759.3515624999999 465.5566778741015 L 763.5937499999999 465.5566778741015 L 767.8359374999998 465.5566778741015 L 772.0781249999999 465.5566778741015 L 776.3203124999999 465.5566778741015 L 780.5624999999999 465.5566778741015 L 784.8046874999999 465.5566778741015 L 789.0468749999999 465.5566778741015 L 793.2890624999999 465.5566778741015 L 797.5312499999999 465.5566778741015 L 801.7734374999999 465.5566778741015 L 806.0156249999999 465.5566778741015 L 810.2578124999999 465.5566778741015 L 814.4999999999999 465.5566778741015 M 814.4999999999999 465.5566778741015 L 818.7421874999999 465.5566778741015 L 822.984375 465.5566778741015 L 827.2265625 465.5566778741015 L 831.46875 465.5566778741015 M 831.46875 465.5566778741015 L 835.7109375 465.5566778741015 L 839.953125 465.5566778741015 M 839.953125 465.5566778741015 L 844.1953124999999 465.5566778741015 M 844.1953124999999 465.5566778741015 L 847.8941248153799 465.5566778741015" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/>
68 -
69 - <!-- Achsenbeschriftungen -->
70 - <text fill="rgb(0,0,0)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="227" y="238" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">Q [l/min]</text>
71 - <text fill="rgb(0,0,0)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="855" y="368" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">t [min]</text>
72 - </g>
73 - </g>
74 -</svg>
75 -
1 +<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="722" height="298"><defs><clipPath id="umtzuxiXCZZB"><path fill="none" stroke="none" d=" M 0 0 L 722 0 L 722 298 L 0 298 L 0 0 Z"/></clipPath></defs><g transform="scale(1,1)" clip-path="url(#umtzuxiXCZZB)"><g transform="translate(-190.3309801151784,-211.64239864015906)"><rect fill="rgb(255,255,255)" stroke="none" x="0" y="0" width="1087" height="729" fill-opacity="1"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 2.5 0.5 L 2.5 728.5 M 2.5 0.5 L 2.5 728.5 M 33.5 0.5 L 33.5 728.5 M 65.5 0.5 L 65.5 728.5 M 96.5 0.5 L 96.5 728.5 M 127.5 0.5 L 127.5 728.5 M 159.5 0.5 L 159.5 728.5 M 190.5 0.5 L 190.5 728.5 M 252.5 0.5 L 252.5 728.5 M 284.5 0.5 L 284.5 728.5 M 315.5 0.5 L 315.5 728.5 M 346.5 0.5 L 346.5 728.5 M 378.5 0.5 L 378.5 728.5 M 409.5 0.5 L 409.5 728.5 M 440.5 0.5 L 440.5 728.5 M 472.5 0.5 L 472.5 728.5 M 503.5 0.5 L 503.5 728.5 M 534.5 0.5 L 534.5 728.5 M 566.5 0.5 L 566.5 728.5 M 597.5 0.5 L 597.5 728.5 M 628.5 0.5 L 628.5 728.5 M 660.5 0.5 L 660.5 728.5 M 691.5 0.5 L 691.5 728.5 M 722.5 0.5 L 722.5 728.5 M 753.5 0.5 L 753.5 728.5 M 785.5 0.5 L 785.5 728.5 M 816.5 0.5 L 816.5 728.5 M 847.5 0.5 L 847.5 728.5 M 879.5 0.5 L 879.5 728.5 M 910.5 0.5 L 910.5 728.5 M 941.5 0.5 L 941.5 728.5 M 973.5 0.5 L 973.5 728.5 M 1004.5 0.5 L 1004.5 728.5 M 1035.5 0.5 L 1035.5 728.5 M 1067.5 0.5 L 1067.5 728.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d="" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 0.5 0.5 L 1086.5 0.5 M 0.5 0.5 L 1086.5 0.5 M 0.5 42.5 L 1086.5 42.5 M 0.5 84.5 L 1086.5 84.5 M 0.5 127.5 L 1086.5 127.5 M 0.5 169.5 L 1086.5 169.5 M 0.5 211.5 L 1086.5 211.5 M 0.5 253.5 L 1086.5 253.5 M 0.5 296.5 L 1086.5 296.5 M 0.5 338.5 L 1086.5 338.5 M 0.5 423.5 L 1086.5 423.5 M 0.5 465.5 L 1086.5 465.5 M 0.5 507.5 L 1086.5 507.5 M 0.5 550.5 L 1086.5 550.5 M 0.5 592.5 L 1086.5 592.5 M 0.5 634.5 L 1086.5 634.5 M 0.5 677.5 L 1086.5 677.5 M 0.5 719.5 L 1086.5 719.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d="" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 221.5 2.5 L 221.5 728.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 221.5 1.5 L 217.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 221.5 1.5 L 225.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 0.5 380.5 L 1084.5 380.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 1085.5 380.5 L 1081.5 376.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 1085.5 380.5 L 1081.5 384.5" stroke-opacity="1" stroke-miterlimit="10"/><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="28" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–6</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="60" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–5</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="91" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–4</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="122" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="154" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="185" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="250" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="282" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="313" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="344" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="376" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">5</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="407" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">6</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="438" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">7</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="470" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">8</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="501" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">9</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="529" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">10</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="561" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">11</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="592" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">12</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="623" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">13</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="655" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">14</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="686" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">15</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="717" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">16</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="748" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">17</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="780" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">18</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="811" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">19</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="842" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">20</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="874" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">21</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="905" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">22</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="936" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">23</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="968" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">24</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="999" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">25</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="1030" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">26</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="1062" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">27</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="682" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–7</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="639" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–6</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="597" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–5</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="555" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–4</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="512" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="470" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="201" y="428" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="343" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="301" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="258" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="216" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="174" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">5</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="132" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">6</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="89" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">7</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="47" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">8</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="207" y="396" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">0</text><path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 221.64351048715196 296.28049171813984 L 224.8359375 296.28049171813984 M 224.8359375 296.28049171813984 L 229.078125 296.28049171813984 M 229.078125 296.28049171813984 L 233.3203125 296.28049171813984 L 237.5625 296.28049171813984 M 237.5625 296.28049171813984 L 241.8046875 296.28049171813984 L 246.046875 296.28049171813984 L 250.2890625 296.28049171813984 L 254.53125 296.28049171813984 L 258.7734375 296.28049171813984 L 263.015625 296.28049171813984 L 267.2578125 296.28049171813984 L 271.5 296.28049171813984 M 271.5 296.28049171813984 L 275.7421875 296.28049171813984 L 279.984375 296.28049171813984 L 284.2265625 296.28049171813984 L 288.46875 296.28049171813984 L 292.7109375 296.28049171813984 L 296.953125 296.28049171813984 L 301.1953125 296.28049171813984 L 305.4375 296.28049171813984 L 309.6796875 296.28049171813984 L 313.921875 296.28049171813984 L 318.1640625 296.28049171813984 L 322.40625 296.28049171813984 L 326.6484375 296.28049171813984 L 330.890625 296.28049171813984 L 335.1328125 296.28049171813984 L 339.375 296.28049171813984 L 343.6171875 296.28049171813984 L 347.859375 296.28049171813984 L 352.1015625 296.28049171813984 L 356.34375 296.28049171813984 L 360.5859375 296.28049171813984 L 364.828125 296.28049171813984 L 369.0703125 296.28049171813984 L 373.3125 296.28049171813984 L 377.5546875 296.28049171813984 L 381.796875 296.28049171813984 L 386.0390625 296.28049171813984 L 390.28124999999994 296.28049171813984 L 394.5234375 296.28049171813984 L 398.765625 296.28049171813984 L 403.0078125 296.28049171813984 L 407.25 296.28049171813984 M 407.25 296.28049171813984 L 411.4921875 296.28049171813984 L 415.734375 296.28049171813984 L 419.9765625 296.28049171813984 L 424.21875 296.28049171813984 L 428.4609375 296.28049171813984 L 432.703125 296.28049171813984 L 436.9453125 296.28049171813984 L 441.1875 296.28049171813984 L 445.4296875 296.28049171813984 L 449.671875 296.28049171813984 L 453.9140625 296.28049171813984 L 458.15625 296.28049171813984 L 462.3984375 296.28049171813984 L 466.640625 296.28049171813984 L 470.8828125 296.28049171813984 L 475.125 296.28049171813984 M 475.125 296.28049171813984 L 479.3671875 296.28049171813984 L 483.609375 296.28049171813984 L 487.8515625 296.28049171813984 L 492.09375 296.28049171813984 L 496.3359375 296.28049171813984 L 500.578125 296.28049171813984 L 504.8203125 296.28049171813984 L 509.0625 296.28049171813984 M 509.0625 296.28049171813984 L 513.3046875 296.28049171813984 L 517.546875 296.28049171813984 L 521.7890625 296.28049171813984 L 526.03125 296.28049171813984 M 526.03125 296.28049171813984 L 530.2734375 296.28049171813984 L 534.515625 296.28049171813984 M 534.515625 296.28049171813984 L 534.7688179643912 296.28049171813984" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/><path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 534.7688173381407 338.5995382571303 L 538.7578125 338.5995382571303 M 538.7578125 338.5995382571303 L 543 338.5995382571303 M 543 338.5995382571303 L 547.2421875 338.5995382571303 L 551.484375 338.5995382571303 L 555.7265625 338.5995382571303 L 559.96875 338.5995382571303 L 564.2109375 338.5995382571303 L 568.453125 338.5995382571303 L 572.6953125 338.5995382571303 L 576.9375 338.5995382571303 L 581.1796875 338.5995382571303 L 585.421875 338.5995382571303 L 589.6640625 338.5995382571303 L 593.90625 338.5995382571303 L 598.1484374999999 338.5995382571303 L 602.390625 338.5995382571303 L 606.6328125 338.5995382571303 L 610.875 338.5995382571303 L 615.1171875 338.5995382571303 L 619.359375 338.5995382571303 L 623.6015624999999 338.5995382571303 L 627.8437499999999 338.5995382571303 L 632.0859375 338.5995382571303 L 636.328125 338.5995382571303 L 640.5703124999999 338.5995382571303 L 644.8125 338.5995382571303 L 649.0546874999999 338.5995382571303 L 653.2968749999999 338.5995382571303 L 657.5390625 338.5995382571303 L 661.78125 338.5995382571303 L 666.0234374999999 338.5995382571303 L 670.2656249999999 338.5995382571303 L 674.5078124999999 338.5995382571303 L 678.7499999999999 338.5995382571303 M 678.7499999999999 338.5995382571303 L 682.9921875 338.5995382571303 L 687.2343749999999 338.5995382571303 M 687.2343749999999 338.5995382571303 L 691.3314713898856 338.5995382571303" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/><path fill="none" stroke="rgb(20,62,146)" paint-order="fill stroke markers" d=" M 691.331470763635 465.5566778741015 L 691.4765624999999 465.5566778741015 M 691.4765624999999 465.5566778741015 L 695.7187499999999 465.5566778741015 M 695.7187499999999 465.5566778741015 L 699.9609374999999 465.5566778741015 L 704.2031249999999 465.5566778741015 L 708.4453124999999 465.5566778741015 L 712.6874999999999 465.5566778741015 M 712.6874999999999 465.5566778741015 L 716.9296874999999 465.5566778741015 L 721.1718749999999 465.5566778741015 L 725.4140624999999 465.5566778741015 L 729.6562499999999 465.5566778741015 L 733.8984374999999 465.5566778741015 L 738.1406249999998 465.5566778741015 L 742.3828124999999 465.5566778741015 L 746.6249999999999 465.5566778741015 M 746.6249999999999 465.5566778741015 L 750.8671874999999 465.5566778741015 L 755.1093749999999 465.5566778741015 L 759.3515624999999 465.5566778741015 L 763.5937499999999 465.5566778741015 L 767.8359374999998 465.5566778741015 L 772.0781249999999 465.5566778741015 L 776.3203124999999 465.5566778741015 L 780.5624999999999 465.5566778741015 L 784.8046874999999 465.5566778741015 L 789.0468749999999 465.5566778741015 L 793.2890624999999 465.5566778741015 L 797.5312499999999 465.5566778741015 L 801.7734374999999 465.5566778741015 L 806.0156249999999 465.5566778741015 L 810.2578124999999 465.5566778741015 L 814.4999999999999 465.5566778741015 M 814.4999999999999 465.5566778741015 L 818.7421874999999 465.5566778741015 L 822.984375 465.5566778741015 L 827.2265625 465.5566778741015 L 831.46875 465.5566778741015 M 831.46875 465.5566778741015 L 835.7109375 465.5566778741015 L 839.953125 465.5566778741015 M 839.953125 465.5566778741015 L 844.1953124999999 465.5566778741015 M 844.1953124999999 465.5566778741015 L 847.8941248153799 465.5566778741015" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="3.5"/><text fill="rgb(0,0,0)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="227" y="256" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">y [l/min]</text><text fill="rgb(0,0,0)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="841" y="368" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">t [min]</text></g></g></svg>