From a0d8222dce363985e93c41b7b715883a2fb06f8b Mon Sep 17 00:00:00 2001 From: JupyterHub User <p42uwoeo@jupyter.rwth-aachen.de> Date: Fri, 22 Oct 2021 23:21:12 +0000 Subject: [PATCH] Add information and change things in V10_kalmanfilter_demonstration.ipynb --- .../V10_kalmanfilter_demonstration.ipynb | 98 +++++++++--------- notebooks/bilder/v10_kalmanfilter.png | Bin 53779 -> 53557 bytes notebooks/bilder/v10_roboter.png | Bin 103011 -> 110735 bytes 3 files changed, 48 insertions(+), 50 deletions(-) diff --git a/notebooks/V10_kalmanfilter_demonstration.ipynb b/notebooks/V10_kalmanfilter_demonstration.ipynb index ddbb7d3..9a3f243 100644 --- a/notebooks/V10_kalmanfilter_demonstration.ipynb +++ b/notebooks/V10_kalmanfilter_demonstration.ipynb @@ -5,12 +5,12 @@ "id": "fifteen-reward", "metadata": {}, "source": [ - "# <span style='color:OrangeRed'>V10 - Kalmanfilter Demonstration</span>" + "# <span style='color:OrangeRed'>V10 - Kalman-Filter Demonstration</span>" ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "id": "tough-category", "metadata": {}, "outputs": [], @@ -30,18 +30,15 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "id": "respective-writer", "metadata": { - "jupyter": { - "source_hidden": true - }, "tags": [] }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "<Figure size 720x480 with 1 Axes>" ] @@ -53,8 +50,8 @@ } ], "source": [ - "scw = Schema(0,2,0.01,2) # Instance of the simulation schematic\n", - "w1 = UnknownWaveSource(1,0,0.5,2*pi,0);#TransferFunction(inp,out,num,den)\n", + "scw = Schema(0,12,0.1,2) # Instance of the simulation schematic\n", + "w1 = UnknownWaveSource(1,0,0.5,1,0) # Wellen-Funktion\n", "scw.AddListComponents(np.array([w1]));\n", "outw = scw.Run(np.array([1]))\n", "\n", @@ -73,8 +70,8 @@ "source": [ "<div style=\"font-family: 'times'; font-size: 13pt; text-align: justify\">\n", "<img src=\"bilder/v10_roboter.png\"/><br>\n", - "Die Sensoren des Roboters erfassen den Verlauf der Wellen, aber leider ist deren Ausgabe ungenau.\n", - "Zusätzlich lässt sich der Verlauf der Wellen mathematisch durch eine Sinus-Funktion annähern. Wir versuchen den Verlauf der Wellen-Funktion durch eine Drehmatrix vorherzusagen:" + "Die Sensoren des Roboters erfassen den Verlauf der Wellen (b.z.w. die Höhe der Wellen), aber leider ist deren Ausgabe ungenau. <br><br>\n", + "Zusätzlich lässt sich der Verlauf der Wellen mathematisch durch eine Sinus-Funktion vorhersagen b.z.w. nähern. Eine <b> mathematische Näherung entspricht nicht immer ganz der Wirklichkeit </b> und so ist die uns unbekannte Wellenfunktion keine Sinus-Funktion, aber wir hoffen, dass unsere Näherung später gut genug ist, damit sie (zusammen mit der Ausgabe der Sensoren und dem Kalman-Filter) zufriedenstellende Ergebnisse liefert." ] }, { @@ -83,18 +80,20 @@ "metadata": {}, "source": [ "<div style=\"font-family: 'times'; font-size: 13pt; text-align: justify\">\n", - "Zustandsvorhersage: <code>x = F × x + G × u</code> mit <code>F</code> als Drehmatrix und <code>x[0]</code> als Höhe der Welle" + "Die mathematische Vorhersage/Näherung wird durch Matrizen und Vektoren ausgedrückt (in diesem Fall mit einer Drehmatrix).<br><br>\n", + "Zustandsvorhersage: <code>x = F × x + G × u</code> mit <code>F</code> als Drehmatrix und <code>x</code> als Zustandsvektor.\n", + "<br><br>Dabei interessiert uns hier nur der erste Eintrag im x-Vektor <code>x[0]</code>, welcher als Messvorhersage dient und ungefähr die momentane Höhe der Welle angeben soll, also das was wir auch von den Sensoren als Messung erwarten." ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 5, "id": "radio-swing", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "<Figure size 720x480 with 1 Axes>" ] @@ -106,30 +105,34 @@ } ], "source": [ - "om = 0.01*2*pi\n", + "om = 0.1\n", "\n", "F = np.array([[cos(om),sin(om)],\n", " [-sin(om),cos(om)]])\n", "x = np.array([0,0.5])\n", "\n", - "y1 = [x[0]]\n", - "y2 = [x[1]]\n", + "C=np.array([1,0])\n", + "\n", + "y = [dot(C,x)]\n", "\n", "# Zustandsvorhersage:\n", "# x^ = F*x + G*u\n", - "# Hier mit G=0 und u=0\n", - "for i in range(0,199):\n", - " x = (dot(F,x))\n", - " y1.append(x[0])\n", - " y2.append(x[1])\n", + "# Hier mit G*u=0\n", + "\n", + "# Messvorhersage:\n", + "# z = C*x^\n", + "\n", + "for i in range(0,119):\n", + " x = (dot(F,x)) # Zustandsvorhersage\n", + " z = dot(C,x) # Messvorhersage (hier z = dot(C,x) = x[0])\n", + " y.append(z)\n", "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(1, 1, 1)\n", "fig.set_dpi(120)\n", - "ax.plot(np.arange(0.0, 200*0.01, 0.01),y2,'lightgray',np.arange(0.0, 200*0.01, 0.01),y1,'darkblue',\n", - " outw[0,:],outw[1,:],'blue')\n", + "ax.plot(np.arange(0.0, 120*0.1, 0.1),y,'darkblue',outw[0,:],outw[1,:],'blue')\n", "ax.grid()\n", - "ax.legend(['Cosinusfunktion','Sinusfunktion','Wellen-Funktion'])\n", + "ax.legend(['Sinus-Funktion (Messvorhersage)','Wellen-Funktion'])\n", "plt.show()" ] }, @@ -139,18 +142,19 @@ "metadata": {}, "source": [ "<div style=\"font-family: 'times'; font-size: 13pt; text-align: justify\">\n", - "Der Kalmanfilter hilft uns nun unsere mathematische Annäherung und die Ausgabe der Sensoren so zu kombinieren, dass der Verlauf der Wellen möglichst gut beschrieben werden kann, obwohl unser mathematisches Modell und die Sensoren des Roboters die Wirklichkeit nicht perfekt beschreiben. Wir übergeben unsere mathematische Vorhersage (die Matrix <code>F</code> und der Vektor <code>xo</code>) an den Kalmanfilter, welcher zusätzlich mit den Daten der Sensoren gefüttert wird." + "Der Kalman-Filter hilft uns nun unsere mathematische Annäherung und die Ausgabe der Sensoren so zu kombinieren, dass der Verlauf der Wellen möglichst gut beschrieben werden kann, obwohl unser mathematisches Modell und die Sensoren des Roboters die Wirklichkeit nicht perfekt beschreiben. Wir übergeben unsere mathematische Vorhersage (die Matrix <code>F</code> und der Vektor <code>xo</code>) an den Kalman-Filter, welcher zusätzlich mit den Daten der Sensoren gefüttert wird.<br><br>\n", + "Andere Matrizen, die an den Kalman-Filter übergeben werden (<code>Q</code>,<code>R</code>und<code>Pk</code>), beeinflussen wie stark sich die mathematische Vorhersage und die Messung auf die Ausgabe des Filters auswirken." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 10, "id": "chief-cemetery", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "<Figure size 720x480 with 1 Axes>" ] @@ -163,45 +167,41 @@ ], "source": [ "tini = 0 # Start time\n", - "tfinal = 35 # End time\n", + "tfinal = 25 # End time\n", "dt = 0.01 # Time Step\n", "nflows = 7 # Number of data flows in the schematic\n", "Ts = 0.1 # Sampling time for discrete time\n", "\n", "sc = Schema(tini,tfinal,dt,nflows) # Instance of the simulation schematic\n", "\n", - "om = 0.01*1\n", + "om = Ts\n", "F = np.array([[cos(om),sin(om)],\n", " [-sin(om),cos(om)]])\n", - "G=np.array([[1,0],[0,1]])\n", - "C=np.array([[1,0],[0,1]])\n", - "Q=np.array([[3.25e-06, 6.50e-05],\n", + "G = np.array([[0,0],[0,0]])\n", + "C = np.array([[1,0],[0,0]]) # hier 4-Dimensional, aber erfüllt die gleiche Aufgabe wie C im oberen Code-Block\n", + "Q = np.array([[3.25e-06, 6.50e-05], # höhere Werte => geringere Berücksichtigung der Messung\n", " [6.50e-05, 1.30e-03]])\n", - "R=np.array([[0.1]])\n", + "R = np.array([[0.01,0],[0,0.01]]) # höhere Werte => geringere Berücksichtigung der Messung\n", "xo = np.array([0,0.5])\n", - "Pk=np.array([[100,0],[0,100]])\n", + "Pk = np.array([[100,0],[0,100]]) # höhere Werte => geringere Berücksichtigung des Ausgangszustandes xo\n", "\n", "c1 = UnknownWaveSource(1,0,0.5,1,0) # Wellen-Funktion\n", - "# Wellen-Funktion um pi/2 verschoben um eine cosinus-ähnliche Funktion zu erhalten:\n", - "c2 = UnknownWaveSource(2,0,0.5,1,pi/2)\n", + "c2 = Noise(1,2,0.4) # Ausgabe Sensor\n", + "c3 = KalmanFilter([2],[3],0,1,F,G,C,Q,R,xo,Pk,Ts) # Kalman-Filter\n", "\n", - "c3 = Noise(1,3,0.4) # Ausgabe Sensor sinus-ähnlich\n", - "c4 = Noise(2,4,0.4) # Ausgabe Sensor cosinus-ähnlich\n", "\n", - "c5 = KalmanFilter([3,4],[5,6],0,2,F,G,C,Q,R,xo,Pk,0.01)\n", "\n", - "\n", - "sc.AddListComponents(np.array([c1,c2,c3,c4,c5]));\n", + "sc.AddListComponents(np.array([c1,c2,c3]));\n", "\n", "#Run the schematic and plot:\n", - "out = sc.Run(np.array([1, 2, 3, 4,5]))\n", + "out = sc.Run(np.array([1, 2, 3]))\n", "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(1, 1, 1)\n", "fig.set_dpi(120)\n", - "ax.plot(out[0,:],out[4,:],'lightgrey',out[0,:],out[3,:],'lightblue',out[0,:],out[1,:],'blue',out[0,:],out[5,:],'green')\n", + "ax.plot(out[0,:],out[2,:],'lightblue',out[0,:],out[1,:],'blue',out[0,:],out[3,:],'green')\n", "ax.grid()\n", - "ax.legend(['Sensor','Sensor','Original','Ausgabe Kalmanfilter'])\n", + "ax.legend(['Sensor','Original','Ausgabe Kalman-Filter'])\n", "plt.show()" ] }, @@ -211,7 +211,7 @@ "metadata": {}, "source": [ "<div style=\"font-family: 'times'; font-size: 13pt; text-align: justify\">\n", - "Es ist zu sehen, dass der Kalmanfilter es schafft, aus unserer mathematischen Vorhersage und den Daten der Sensoren, eine Ausgabe zu erzeugen, welche den Verlauf der Wellen nahekommt. Dies kann nun genutzt werden, um den Roboter möglichst gut zu balancieren." + "Es ist zu sehen, dass der Kalman-Filter es schafft, aus unserer mathematischen Vorhersage und den Daten der Sensoren, eine Ausgabe zu erzeugen, welche den Verlauf der Wellen nahekommt. Dies kann nun genutzt werden, um den Roboter möglichst gut zu balancieren." ] }, { @@ -219,7 +219,7 @@ "id": "anonymous-franklin", "metadata": {}, "source": [ - "## Nähere Erklärung zum verwendeten Kalmanfilter:" + "## Nähere Erklärung zum verwendeten Kalman-Filter:" ] }, { @@ -269,9 +269,7 @@ "x = x + (Kk × v)\n", "<br><br>\n", "Ausgabe des Zustandsvektors:<br>\n", - "Ausgabe = x\n", - "<br><br>\n", - "<h3>Ende</h3>" + "Ausgabe = x" ] } ], diff --git a/notebooks/bilder/v10_kalmanfilter.png b/notebooks/bilder/v10_kalmanfilter.png index 9a88897a4d2117f358d543f2e1812438b225a265..620302aaab86d07631e1bdd4c8fa358a81a5baf6 100644 GIT binary patch delta 36007 zcmbQdgn8>C<_TJc&I}6~9?V<dbCQ99fwRCPvY3HEPZ@+6E0)@qF)%Q&mw5WRvOnb# z6EorZcKU0?#%Kwb`g4!7eE$D$+}{`ERMs~0adOLvpkz(qo1%tgQm=iCd6cqMRH9Z0 z7^|JmSSE2YNHV+E$t_F8>DaWbD-9OLzFztIyZim(|GUob^nY!+a?kvJ_kQ>1aqEBY zdjEUQ?_KL(SH(9rGIX(XPuCS#wQ{ARj*d^kY$wwODJiKLR;5~f^7i$8(cAMreyjZc zE>^~(fMM6JU3=0>gOWB%l$Dhg6c<mPy?jlL!l`PGyzA>^b8>PFYJL>t+}|hr|M&g> 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