VicsekModelCode-binder.ipynb

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        "id": "view-in-github",
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      "source": [
        "<a href=\"https://colab.research.google.com/github/patherlkd/ActiveMatterIn2Science/blob/main/VicsekModelCode-binder.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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    {
      "cell_type": "markdown",
      "id": "f11fd8f1",
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        "id": "f11fd8f1"
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      "source": [
        "# Vicsek Model Simulation: Exploring active aligning particles"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "55af0c3b",
      "metadata": {
        "id": "55af0c3b"
      },
      "source": [
        "## Written by Dr Luke K. Davis\n",
        "### University College London Department of Mathematics\n",
        "E: luke.davis@ucl.ac.uk"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "23b2234d",
      "metadata": {
        "id": "23b2234d"
      },
      "source": [
        "Based on code initially written by Francesco Turci"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Running the interactive simulation\n",
        "\n",
        "1. Click \"Runtime\" then \"Run all\", which will run the whole notebook ready for you to start playing with.\n",
        "\n",
        "2. Scroll down to the last cell and run it as per instructions. Click the ``Run Interact`` button to run a simulation.\n",
        "\n",
        "Note: The simulations are not instantaneous, your are running full-fledged active matter simulation(!), though should not take too long (~1-3 minutes for moderate parameters)\n",
        "\n",
        "3. Play with the sliders:\n",
        "  \n",
        "  \n",
        "![Alt text](./sliders.png?raw=true \"What the simulation looks like\")\n",
        "\n",
        "### Guiding questions/pointers to help you explore the active matter simulations\n",
        "\n",
        "The main thing is for you to explore the system, code, and setup to get a feel of running computational simulations. So, follow you curiosity. If you want some nudges of what to look at then see below.\n",
        "\n",
        "These questions/pointers typically get more difficult as you progress through them.\n",
        "\n",
        "+ For each slider, investigate what they do [check at least three values] and how they affect the runtime of the simulation.\n",
        "+ How can I get all the arrows aligned? There might be more than one way to do this, so write them down!\n",
        "+ How can I get all the arrows to be disordered?\n",
        "+ Is the transition between disordered and all-aligned gradual or sharp?\n",
        "+ How does the number of particles affect what you see?\n",
        "+ How does the initial condition of the particles change things?\n",
        "+ What could be the problem of only looking at short simulation \"Iterations\"?\n",
        "+ From the code cells, extract and explain the lines of code implementing periodic boundary conditions? Research why are they used?\n",
        "+ From the code cells, extract and explain the lines of code implementing the equations of motion. Write down the equations and show that discretising them allows for their numerical solution.\n",
        "+ How could you edit the code to implement (isotropic) repulsion between the particles?\n",
        "+ Edit the code so that the self-propulsion can be changed using a slider.\n",
        "+ Edit the code to compute (and then plot) the average alignment of particles as a function of time.\n",
        "+ Edit the code to include obstacles for the particles.\n",
        "+ Edit the code to incorporate non-reciprocal interactions."
      ],
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      "cell_type": "markdown",
      "id": "96889ee1",
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        "id": "96889ee1"
      },
      "source": [
        "## Preamble (Import packages and setup plotting things)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "0814ccfd",
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      "source": [
        "%%capture\n",
        "#!conda install -y -q ffmpeg\n",
        "#%matplotlib widget\n",
        "import sys\n",
        "import numpy as np\n",
        "import scipy as sp\n",
        "from scipy import sparse\n",
        "from scipy.spatial import cKDTree\n",
        "import matplotlib as mplt\n",
        "import matplotlib.pyplot as plt\n",
        "from matplotlib.animation import FuncAnimation\n",
        "import matplotlib.animation as animation # animation (video)\n",
        "import matplotlib.gridspec as gridspec # fancy subplots\n",
        "from IPython.display import HTML # shows animation in jupyter\n",
        "from IPython.display import display\n",
        "import ipywidgets as widgets\n",
        "from ipywidgets import interact, interactive, fixed, interact_manual\n",
        "\n",
        "\n"
      ]
    },
    {
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      "execution_count": null,
      "id": "f9f341e7",
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        "id": "f9f341e7",
        "outputId": "b40f6db8-00f9-4f4e-8eff-94301e53a303",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 17
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ],
            "text/html": [
              "<style>.container { width:100% !important; }</style>"
            ]
          },
          "metadata": {}
        }
      ],
      "source": [
        "display(HTML(\"<style>.container { width:100% !important; }</style>\"))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9eb3403c",
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        "id": "9eb3403c",
        "outputId": "f70fb30b-8e7a-4619-b118-70f9617baea8",
        "colab": {
          "base_uri": "https://localhost:8080/"
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      "outputs": [
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          "output_type": "stream",
          "name": "stdout",
          "text": [
            "3.10.12 (main, Jun 11 2023, 05:26:28) [GCC 11.4.0]\n",
            "Numpy version: 1.23.5\n",
            "Scipy version: 1.10.1\n",
            "Matplotlib version: 3.7.1\n",
            "ipywidgets version: 7.7.1\n"
          ]
        }
      ],
      "source": [
        "print(sys.version)\n",
        "print(\"Numpy version: \"+np.__version__)\n",
        "print(\"Scipy version: \"+sp.__version__)\n",
        "print(\"Matplotlib version: \"+mplt.__version__)\n",
        "print(\"ipywidgets version: \"+widgets.__version__)"
      ]
    },
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      "cell_type": "code",
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      "id": "e19ce57a",
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        "ff = 2\n",
        "space         = ff*0.07\n",
        "nb_lines      = ff*1\n",
        "fig_width_pt  = 246.\n",
        "inches_per_pt = 1./72.\n",
        "golden_mean   = .66\n",
        "fig_width     = fig_width_pt*inches_per_pt\n",
        "fig_height    = (fig_width*golden_mean)+space\n",
        "fig_size      = [ff*fig_width, ff*fig_height]\n",
        "params = {'font.family': \"Serif\",\n",
        "        'legend.fontsize': ff*7,\n",
        "          'axes.linewidth': ff*5e-1,\n",
        "          'axes.labelsize': ff*10,\n",
        "          #'text.fontsize': ff*7,\n",
        "          'xtick.labelsize': ff*7,\n",
        "          'ytick.labelsize': ff*7,\n",
        "          'text.usetex': False,\n",
        "          'text.latex.preamble':\"\\\\usepackage{color}\",\n",
        "          'figure.figsize': fig_size}\n",
        "\n",
        "plt.rcParams.update(params)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "a534e634",
      "metadata": {
        "id": "a534e634"
      },
      "source": [
        "## Define the Vicsek simulation class"
      ]
    },
    {
      "cell_type": "code",
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      "id": "1e7aef48",
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        "id": "1e7aef48"
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      "source": [
        "\n",
        "class VicsekSimulation:\n",
        "\n",
        "\n",
        "    def __init__(self,rho,eta):\n",
        "        # Some constants\n",
        "        self.cnt =1 # Simulation label\n",
        "        self.L = 32.0 # Box length\n",
        "        self.factor = 0.5 # factor of propulsion\n",
        "        self.deltat = 1.0 # Delta t for integration dynamics\n",
        "\n",
        "\n",
        "\n",
        "    def run(self,rho,eta,r0,pi_frac=1.0,L_frac=1.0,move=True,iterations=250):\n",
        "\n",
        "        # Some code to label the video screen and organize plot\n",
        "        print(\"Simulation number: \"+str(self.cnt))\n",
        "        print(\"Click on the video to pause or resume it. The different colors represent orientations.\")\n",
        "        plt.close('all')\n",
        "        self.fig, self.ax= plt.subplots()\n",
        "        self.ax.set_title('Vicsek Model Simulation')\n",
        "        self.ax.set_xlim(0.0,32)\n",
        "        self.ax.set_ylim(0.0,32)\n",
        "        self.ax.set(xlabel='x',ylabel='y')\n",
        "        self.ax.tick_params(which='both',labelsize=25,direction='in',left=True,right=True,top=True,bottom=True)\n",
        "        self.time_text = self.ax.text(0.02, 1.0, '', transform=self.ax.transAxes,fontsize='x-large')\n",
        "\n",
        "        # Assign function arguments to class variables\n",
        "        self.iterations= iterations # number of total iterations of integrating dynamics\n",
        "        self.rho = rho # density\n",
        "        self.eta=eta # orientational noise strength\n",
        "        self.r0 = r0 # interaction range\n",
        "        if move:\n",
        "            self.factor = 0.5 # factor of propulsion\n",
        "        else:\n",
        "            self.factor = 0.0\n",
        "\n",
        "        self.N = int(self.rho*self.L**2) # Total number of particles\n",
        "        self.v0 = self.factor/self.deltat # propulsion\n",
        "\n",
        "        # Initialize positions and orientations of the particles\n",
        "        self.pos = np.random.uniform(0,L_frac*self.L,size=(self.N,2))\n",
        "        self.orient = np.random.uniform(-np.pi, pi_frac*np.pi,size=self.N)\n",
        "\n",
        "        # Initiatiate the matplotlib quiver object (that nicely displays arrows)\n",
        "        self.qv = self.ax.quiver(self.pos[:,0], self.pos[:,1], np.cos(self.orient[0]), np.sin(self.orient), self.orient, clim=[-np.pi, np.pi])\n",
        "        self.fig.tight_layout(pad=1.0)\n",
        "        # Animate the plot\n",
        "        self.anim = FuncAnimation(self.fig,self.update,frames=self.iterations,interval=100, blit=True,repeat=False)\n",
        "        #self.paused = False\n",
        "\n",
        "        # Some video/notebook specific things\n",
        "        #self.fig.canvas.mpl_connect('button_press_event', self.toggle_pause)\n",
        "        #HTML(self.anim.to_jshtml())\n",
        "        #print(\">> Video about to show >>\")\n",
        "        display(HTML(self.anim.to_html5_video()))\n",
        "        # Update the simulation label (useful for keeping track of many simulations run in the window)\n",
        "        self.cnt+= 1\n",
        "\n",
        "    def toggle_pause(self, *args, **kwargs):\n",
        "        ## Function to implement pausing of video upon button click\n",
        "        if self.paused:\n",
        "            self.anim.resume()\n",
        "        else:\n",
        "            self.anim.pause()\n",
        "        self.paused = not self.paused\n",
        "\n",
        "    def update(self,i):\n",
        "\n",
        "        # Show simulation progress\n",
        "        #self.time_text.set_text(\"Progress: \"+str(round(i/self.iterations,2)))\n",
        "        if i%50==0:\n",
        "          print(\">>LOADING\",end=\">>\")\n",
        "          if i%200==0:\n",
        "            print(\"\")\n",
        "\n",
        "        # Nearest neighbour lookup\n",
        "        tree = cKDTree(self.pos,boxsize=[self.L,self.L])\n",
        "        dist = tree.sparse_distance_matrix(tree, max_distance=self.r0,output_type='coo_matrix')\n",
        "\n",
        "        #important 3 lines: we evaluate a quantity for every column j\n",
        "        data = np.exp(self.orient[dist.col]*1j)\n",
        "        # construct  a new sparse marix with entries in the same places ij of the dist matrix\n",
        "        neigh = sparse.coo_matrix((data,(dist.row,dist.col)), shape=dist.get_shape())\n",
        "        # and sum along the columns (sum over j)\n",
        "        S = np.squeeze(np.asarray(neigh.tocsr().sum(axis=1)))\n",
        "\n",
        "        # Re-assign the orientation vector (based on alignment [first term] and noise [second term])\n",
        "        self.orient = np.angle(S)+self.eta*np.random.uniform(-np.pi, np.pi, size=self.N)\n",
        "\n",
        "        # Update the positions\n",
        "        cos, sin= np.cos(self.orient), np.sin(self.orient)\n",
        "        self.pos[:,0] += cos*self.v0*self.deltat\n",
        "        self.pos[:,1] += sin*self.v0*self.deltat\n",
        "\n",
        "        # Apply periodic boundary conditions\n",
        "        self.pos[self.pos>self.L] -= self.L\n",
        "        self.pos[self.pos<0] += self.L\n",
        "\n",
        "        # Update the plot\n",
        "        self.qv.set_offsets(self.pos)\n",
        "        self.qv.set_UVC(cos, sin,self.orient)\n",
        "\n",
        "        return self.qv,\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "97c73ab3",
      "metadata": {
        "id": "97c73ab3"
      },
      "source": [
        "## Run the interactive simulation"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "2b868d67",
      "metadata": {
        "id": "2b868d67"
      },
      "source": [
        "You should run the cell below to initiate the sliders, that will change specific parameters to run a simulation of the Vicsek model.\n",
        "\n",
        "Please click the\n",
        "\n",
        "``Run Interact``\n",
        "\n",
        "button below each time you want to visualize the simulation. You should -- ideally -- wait for the simulation video to finish before you run the next one. You can pause, maximize, and save (right-click (i think)) the video.\n",
        "\n",
        "**PLEASE _WAIT_ FOR VIDEO TO SHOW. The >>LOADING>> messages means it is loading and not yet ready.**"
      ]
    },
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              "interactive(children=(FloatSlider(value=3.0, description='Density: ', layout=Layout(width='25%'), max=3.0, min…"
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            "text/plain": [
              "<Figure size 682x478 with 1 Axes>"
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            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Make an instance of the simulation\n",
        "v=VicsekSimulation(3.0,0.15)\n",
        "\n",
        "# Make the simulation 'interactive'\n",
        "style = {'description_width': 'initial'}\n",
        "interact_manual(v.run,rho=widgets.FloatSlider(description='Density: ',value=3.0,min=0.5,max=3,step=0.1,style=style,layout=widgets.Layout(width='25%')),eta=widgets.FloatSlider(description='Noise: ', value=0.15,min=0.0,max=1,step=0.1,style=style),\n",
        "               r0=widgets.FloatSlider(description='Interaction range: ', value=1.0,min=0.0,max=3.0,step=0.5,style=style),\n",
        "                pi_frac=widgets.FloatSlider(description='Initial degree of alignment [e.g. 1.0 = random, -0.1 = more aligned]: ', value=1.0,min=-0.1,max=1.0,step=0.1,style=style,layout=widgets.Layout(width='35%')),\n",
        "                L_frac=widgets.FloatSlider(description='Initial coverage of box [e.g. 1.0 = cover all box, 0.5 = cover (0.5^2 = 0.25) of box]: ', value=1.0,min=0.1,max=1.0,step=0.1,style=style,layout=widgets.Layout(width='40%')),\n",
        "                move=widgets.Checkbox(description='Arrows move',value=True),\n",
        "               iterations=widgets.IntSlider(description='Iterations: ', value=250,min=50,max=500,style=style,layout=widgets.Layout(width='30%')))\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "08ebbfd3",
      "metadata": {
        "id": "08ebbfd3"
      },
      "outputs": [],
      "source": []
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3 (ipykernel)",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
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