diff --git a/docs/notebooks/YawMisalignment.ipynb b/docs/notebooks/YawMisalignment.ipynb
index 1655746341400b96156f984c9b007ffbb1ac9a59..008503f149dba89b97aebf0d179564b44ce3693c 100644
--- a/docs/notebooks/YawMisalignment.ipynb
+++ b/docs/notebooks/YawMisalignment.ipynb
@@ -1,473 +1,490 @@
 {
-    "cells": [
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "# WT operating under yaw misalignment\n",
-                "\n",
-                "In case the wind turbine rotor is not perpendicular to the inflow, its operation and effects on the flow field will be different. In general it is a quite complicated process. In PyWake the effects are divided into four subeffects that are handled invididually:\n",
-                "\n",
-                "1. Change of operation due to reduced inflow wind speed\n",
-                "2. Reduced deficit, <font style=\"color:red\">$deficit_{normal}$</font>, due to reduced inflow wind speed\n",
-                "3. Reduced deficit, <font style=\"color:#CCCC00\">$deficit_{downwind}$</font>, due to misalignment between thrust and downwind direction\n",
-                "4. Deflection of wake deficit, <font style=\"color:green\">$deficit_{deflected}$</font>, due to traversal thrust component reaction\n",
-                "\n",
-                "<img src=\"../_static/wt_in_yaw.svg\" alt=\"drawing\" width=\"700\"/>\n"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 0,
-            "metadata": {},
-            "outputs": [],
-            "source": "# Install PyWake if needed\ntry:\n    import py_wake\nexcept ModuleNotFoundError:\n    !pip install git+https://gitlab.windenergy.dtu.dk/TOPFARM/PyWake.git"
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 1,
-            "metadata": {},
-            "outputs": [],
-            "source": [
-                "import numpy as np\n",
-                "import matplotlib.pyplot as plt\n",
-                "from py_wake.examples.data.hornsrev1 import V80\n",
-                "from py_wake.flow_map import HorizontalGrid\n",
-                "from py_wake.tests.test_files import tfp\n",
-                "from py_wake.wind_farm_models import PropagateDownwind\n",
-                "from py_wake.deficit_models import FugaYawDeficit\n",
-                "from py_wake.deflection_models import FugaDeflection\n",
-                "from py_wake.examples.data.hornsrev1 import Hornsrev1Site\n",
-                "from py_wake.flow_map import XYGrid\n",
-                "\n",
-                "\n",
-                "from ipywidgets import interact\n",
-                "from ipywidgets import IntSlider\n",
-                "wt = V80()\n",
-                "site = Hornsrev1Site()"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "## Change of operation due to reduced inflow wind speed\n",
-                "\n",
-                "The inflow perpendicular to the rotor is reduced by $cos\\theta$.\n",
-                "\n",
-                "This means that the pitch and rotor speed setting of the WT will be different. In PyWake the WT operation (pitch and rotor speed settings) is modeled in terms of the Power and CT curves which must be looked up for the reduced wind speed. \n",
-                "\n",
-                "Note, that below rated rotor speed, the CT curve is typically rather flat and reducing the wind speed has therefore limited effect on the CT value in this region. The power, on the other hand, is limited by the maximum power and therefore only affected in the region below rated wind speed (rated wind speed will increase with yaw misalignment)"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 30,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "text/plain": [
-                            "Text(0, 0.5, 'Power [W]')"
-                        ]
-                    },
-                    "execution_count": 30,
-                    "metadata": {},
-                    "output_type": "execute_result"
-                },
-                {
-                    "data": {
-                        "image/png": 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\n",
-                        "text/plain": [
-                            "<Figure size 1080x360 with 2 Axes>"
-                        ]
-                    },
-                    "metadata": {
-                        "needs_background": "light"
-                    },
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "u = np.arange(3,25,.1)\n",
-                "ax1,ax2 = plt.subplots(1,2, figsize=(15,5))[1]\n",
-                "for yaw in [0,15,30]:\n",
-                "    ax1.plot(u,wt.ct(u*np.cos(np.deg2rad(yaw))), label='%d deg yaw misalignment'%yaw)\n",
-                "    ax2.plot(u,wt.power(u*np.cos(np.deg2rad(yaw))), label='%d deg yaw misalignment'%yaw)\n",
-                "for ax in (ax1, ax2):\n",
-                "    ax.legend()\n",
-                "    ax.set_xlabel('Wind speed [m/s]')\n",
-                "ax1.set_ylabel('CT')\n",
-                "ax2.set_ylabel('Power [W]')"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "Furthermore, misalignemnt between the thrust force (axial induction) and the inflow leads to higher wind speed at the rotor plane which also affects the WT operation. This effect, however, is not considered in PyWake"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "## Reduced deficit due to reduced inflow wind speed\n",
-                "\n",
-                "The wake deficit is caused by a reaction to the thrust force which slows down the inflow.\n",
-                "\n",
-                "In non-aligned inflow, the thrust force is reduced as the wind speed component normal to the rotor is reduced\n",
-                "\n",
-                "\\begin{align}\n",
-                "T & =\\frac{1}{2}\\rho C_T A (U cos\\theta)^2\n",
-                "\\end{align}\n",
-                "\n",
-                "The engineering models, however, scale their deficit with the inputs, U and CT. The reduction in deficit is therefore modeled by applying a reduced $C_T$ value, $C_{T,yaw}$, that gives the same reduction in thrust, i.e. it satisfies:\n",
-                "\n",
-                "\\begin{align}\n",
-                "\\frac{1}{2}\\rho C_{T,yaw} A U^2 & = \\frac{1}{2}\\rho C_T A (U cos\\theta)^2 \\\\\n",
-                "C_{T,yaw} & = C_T cos^2\\theta\\\\\n",
-                "\\end{align}\n",
-                "\n",
-                "The `WindTurbines` object is responsible for computing the reduced $C_T$ values and the default model, just multipy the normal ct function value with $cos^2\\theta$\n"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "## Reduced deficit due to misalignment between thrust and downwind direction\n",
-                "\n",
-                "Most engineering models calculate the deficit normal to the rotor plane, while the deficit impacting downstream WT is the deficit in the downstream direction.\n",
-                "\n",
-                "In case of yaw misalignment, the deficit is therefore mapped to downstream direction by\n",
-                "\n",
-                "$deficit_{downwind} = deficit_{normal} cos \\theta$"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "### FugaYawDeficit\n",
-                "\n",
-                "The `FugaYawDeficit` model implicitly models this effect. This model requires two sets of look-up tabels, namely `UL` and `UT`. These tables describes the normalized deficit in the downwind, `U` direction caused by a unit forcing in the longitudinal, `L` and transveral, `T` directions."
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 31,
-            "metadata": {
-                "scrolled": true
-            },
-            "outputs": [],
-            "source": [
-                "fuga = FugaYawDeficit(tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/')\n",
-                "D = 80\n",
-                "R = D/2\n",
-                "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n",
-                "xi0 = int(512-x0/(fuga.dx/D))\n",
-                "xi1 = int(512+x1/(fuga.dx/D))+1\n",
-                "yi = int(y/(fuga.dy/D))+1\n",
-                "UL, UT = [fuga.mirror(v,anti_symmetric=a) for v, a in zip(fuga.load_luts()[:2,0,:yi, xi0:xi1], (False,True))]"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 45,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "image/png": 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\n",
-                        "text/plain": [
-                            "<Figure size 1080x864 with 4 Axes>"
-                        ]
-                    },
-                    "metadata": {
-                        "needs_background": "light"
-                    },
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "axes = plt.subplots(2,1, figsize=(15,12))[1]\n",
-                "X, Y = np.meshgrid(fuga.x[xi0:xi1], fuga.mirror(fuga.y[:yi], anti_symmetric=True))\n",
-                "wtL = np.array([[0,0],[-D/2,D/2]])\n",
-                "for ax, v, l in zip(axes.flatten(), [UL, UT], ['UL','UT']):\n",
-                "    c = ax.contourf(X, Y, v)\n",
-                "    plt.colorbar(c, ax=ax, label=r'Downwind deficit $\\left[\\frac{1}{U CT}\\right]$')\n",
-                "    s = (slice(None,None,2),slice(None,None,5))\n",
-                "    ax.quiver(X[s], Y[s], v[s]*(l[0]=='U'), v[s]*(l[0]=='V'))\n",
-                "    ax.plot([0,0],[-D/2,D/2],'r')\n",
-                "    if l[1]=='L':\n",
-                "        ax.arrow(-10,0,-20,0,color='r', width=10,head_length=30)\n",
-                "        ax.arrow(60,0,-20,0,color='r', width=10,head_length=30)\n",
-                "    else:\n",
-                "        ax.arrow(-30,-25,0,20,color='r', width=10,head_length=30)\n",
-                "        ax.arrow(30,-25,0,20,color='r', width=10,head_length=30)\n",
-                "        \n",
-                "    ax.axis('equal')\n",
-                "    ax.set_xlim([-D,10*D])\n",
-                "    ax.set_ylim([-D,D])\n",
-                "    ax.set_title(l) "
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "As Fuga is a linear model, the deficit in the downstream direction can simply be calculated by the linear superposition of `UL` and `UT`:\n",
-                "\n",
-                "$deficit = (UL \\cdot cos\\theta + UT \\cdot sin\\theta) \\cdot U \\cdot CT$\n",
-                "\n",
-                "You can move the slider below to see the deficit fields for different yaw-misalignment angles\n"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 72,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "application/vnd.jupyter.widget-view+json": {
-                            "model_id": "1056f222f10f4d0ba366a22481b98be3",
-                            "version_major": 2,
-                            "version_minor": 0
-                        },
-                        "text/plain": [
-                            "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output\u2026"
-                        ]
-                    },
-                    "metadata": {},
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "def plot(yaw):\n",
-                "    plt.figure(figsize=(18,5))\n",
-                "    theta = np.deg2rad(yaw)\n",
-                "    co, si = np.cos(theta), np.sin(theta)\n",
-                "    deficit = co**2*(UL*co + UT*si)\n",
-                "    c = plt.contourf(X, Y, deficit, levels=np.arange(-.4,.1,.05))\n",
-                "    plt.colorbar(c, label=r'Downwind deficit $\\left[\\frac{1}{U CT}\\right]$')\n",
-                "    s = (slice(None,None,2),slice(None,None,5))\n",
-                "    plt.quiver(X[s], Y[s], deficit[s], deficit[s]*0, width=.002, scale=2)\n",
-                "    plt.plot([-si*R, si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n",
-                "    plt.arrow(-0,0,-100*co,0,color='r', width=5,head_length=10,length_includes_head=True)\n",
-                "    plt.arrow(-0,-0,0,100*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
-                "    plt.axis('equal')\n",
-                "    plt.xlim([-D,10*D])\n",
-                "    plt.ylim([-D,D])\n",
-                "    ax.set_title(l) \n",
-                "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "## Wake deflection due to traversal thrust component reaction\n",
-                "\n",
-                "Wake deflection is modeled by a `DeflectionModel` which modifies the downwind, horizontal crosswind and vertical distance between wind turbines. "
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "### FugaDeflection\n",
-                "\n",
-                "FugaDeflection is capable of modeling the wake deflection if the `VL` and `VT` is present. These tables describes the normalized deficit in the crosswind, `V` direction caused by a unit forcing in the longitudinal, `L` and transveral, `T` directions."
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 34,
-            "metadata": {},
-            "outputs": [],
-            "source": [
-                "fugaDeflection = FugaDeflection(tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/')\n",
-                "D = 80\n",
-                "R = D/2\n",
-                "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n",
-                "xi0 = int(512-x0/(fugaDeflection.dx/D))\n",
-                "xi1 = int(512+x1/(fugaDeflection.dx/D))+1\n",
-                "yi = int(y/(fugaDeflection.dy/D))+1\n",
-                "\n",
-                "# VL is antisymmetric, VT is symmetric\n",
-                "VL, VT = [fugaDeflection.mirror(v,anti_symmetric=a) for v, a in zip(fugaDeflection.load_luts()[2:4,0,:yi, xi0:xi1], (True, False))]"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 76,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "image/png": 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\n",
-                        "text/plain": [
-                            "<Figure size 1080x864 with 4 Axes>"
-                        ]
-                    },
-                    "metadata": {
-                        "needs_background": "light"
-                    },
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "axes = plt.subplots(2,1, figsize=(15,12))[1]\n",
-                "X, Y = np.meshgrid(fugaDeflection.x[xi0:xi1], fugaDeflection.mirror(fugaDeflection.y[:yi], anti_symmetric=True))\n",
-                "for ax, v, l in zip(axes.flatten(), [VL, -VT], ['VL','VT']):\n",
-                "    c = ax.contourf(X, Y, v)\n",
-                "    plt.colorbar(c, ax=ax, label=r'$WS_{Crosswind} \\left[\\frac{1}{U CT}\\right]$')\n",
-                "    s = (slice(None,None,10),slice(None,None,1))\n",
-                "    ax.quiver(X[s], Y[s], 0, v[s], scale=(.3,3)[l[1]=='T'])\n",
-                "    ax.plot([0,0],[-D/2,D/2],'r')\n",
-                "    if l[1]=='L':\n",
-                "        ax.arrow(-10,0,-20,0,color='r', width=10,head_length=30)\n",
-                "        ax.arrow(60,0,-20,0,color='r', width=10,head_length=30)\n",
-                "    else:\n",
-                "        ax.arrow(-30,-25,0,20,color='r', width=10,head_length=30)\n",
-                "        ax.arrow(30,-25,0,20,color='r', width=10,head_length=30)\n",
-                "        \n",
-                "    ax.axis('equal')\n",
-                "    ax.set_xlim([-D,10*D])\n",
-                "    ax.set_ylim([-D,D])\n",
-                "    ax.set_title(l) "
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "As Fuga is a linear model, the effects in the crosswind direction can simply be calculated by the linear superposition of `VL` and `VT`:\n",
-                "\n",
-                "$WS_{crosswind} = cos(VL \\cdot cos\\theta + VT \\cdot sin\\theta) \\cdot U \\cdot CT$\n",
-                "\n",
-                "You can move the slider below to see the crosswind wind speed field for different yaw-misalignment angles. Futhermore, the integrated deflection is shown with solid lines"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 77,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "application/vnd.jupyter.widget-view+json": {
-                            "model_id": "72222270b61b432a84f6b752465cd74c",
-                            "version_major": 2,
-                            "version_minor": 0
-                        },
-                        "text/plain": [
-                            "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output\u2026"
-                        ]
-                    },
-                    "metadata": {},
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "def plot(yaw):\n",
-                "    plt.figure(figsize=(18,5))\n",
-                "    theta = np.deg2rad(yaw)\n",
-                "    co, si = np.cos(theta), np.sin(theta)\n",
-                "    deficit = co**2*(VL*co + -VT*si)\n",
-                "    c = plt.contourf(X, Y, deficit, levels=np.arange(-.09,.1,.01))\n",
-                "    plt.colorbar(c, label=r'$WS_{crosswind} \\left[\\frac{1}{U CT}\\right]$')\n",
-                "    s = (slice(None,None,6),slice(None,None,1))\n",
-                "    plt.quiver(X[s], Y[s], deficit[s]*0, -deficit[s], width=.002, scale=2)\n",
-                "    fugaDeflection.plot_deflection_grid(yaw,ct=1,WS=1,WS_eff=1, xSlice=slice(256-29,256+29,4))\n",
-                "    plt.plot([si*R, -si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n",
-                "    plt.arrow(-0,0,-50*co,0,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
-                "    plt.arrow(-0,-0,0,-50*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
-                "    plt.axis('equal')\n",
-                "    plt.xlim([-D,10*D])\n",
-                "    plt.ylim([-D,D])\n",
-                "    ax.set_title(l) \n",
-                "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))"
-            ]
-        },
-        {
-            "cell_type": "markdown",
-            "metadata": {},
-            "source": [
-                "Finally, all effects are put together. You can move the slider below to see the effects on the deficit behind a WT"
-            ]
-        },
-        {
-            "cell_type": "code",
-            "execution_count": 12,
-            "metadata": {},
-            "outputs": [
-                {
-                    "data": {
-                        "application/vnd.jupyter.widget-view+json": {
-                            "model_id": "e59e32605edc489ea205ce08bf18c7fc",
-                            "version_major": 2,
-                            "version_minor": 0
-                        },
-                        "text/plain": [
-                            "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output\u2026"
-                        ]
-                    },
-                    "metadata": {},
-                    "output_type": "display_data"
-                }
-            ],
-            "source": [
-                "path = tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/'\n",
-                "wfm = PropagateDownwind(site,wt,FugaYawDeficit(path), deflectionModel=FugaDeflection(path))\n",
-                "def plot(yaw):\n",
-                "    plt.figure(figsize=(18,5))\n",
-                "    fm = wfm([0],[0],ws=10,wd=270, yaw_ilk=[[[yaw]]]).flow_map(XYGrid(x=np.arange(-100,800,10), y=np.arange(-150,150,10)))\n",
-                "    fm.plot_wake_map()\n",
-                "    max_deficit_line = fm.min_WS_eff(x=np.arange(10,800,10))\n",
-                "    max_deficit_line.plot(color='k', label='Max deficit line')\n",
-                "    plt.axhline(0, label='Center line')\n",
-                "    plt.legend()\n",
-                "    \n",
-                "    \n",
-                "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))    "
-            ]
-        }
-    ],
-    "metadata": {
-        "kernelspec": {
-            "display_name": "Python 3",
-            "language": "python",
-            "name": "python3"
-        },
-        "language_info": {
-            "codemirror_mode": {
-                "name": "ipython",
-                "version": 3
-            },
-            "file_extension": ".py",
-            "mimetype": "text/x-python",
-            "name": "python",
-            "nbconvert_exporter": "python",
-            "pygments_lexer": "ipython3",
-            "version": "3.8.2"
-        },
-        "toc": {
-            "base_numbering": 1,
-            "nav_menu": {},
-            "number_sections": true,
-            "sideBar": true,
-            "skip_h1_title": false,
-            "title_cell": "Table of Contents",
-            "title_sidebar": "Contents",
-            "toc_cell": false,
-            "toc_position": {},
-            "toc_section_display": true,
-            "toc_window_display": true
-        }
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# WT operating under yaw misalignment\n",
+    "\n",
+    "In case the wind turbine rotor is not perpendicular to the inflow, its operation and effects on the flow field will be different. In general it is a quite complicated process. In PyWake the effects are divided into four subeffects that are handled invididually:\n",
+    "\n",
+    "1. Change of operation due to reduced inflow wind speed\n",
+    "2. Reduced deficit, <font style=\"color:red\">$deficit_{normal}$</font>, due to reduced inflow wind speed\n",
+    "3. Reduced deficit, <font style=\"color:#CCCC00\">$deficit_{downwind}$</font>, due to misalignment between thrust and downwind direction\n",
+    "4. Deflection of wake deficit, <font style=\"color:green\">$deficit_{deflected}$</font>, due to traversal thrust component reaction\n",
+    "\n",
+    "<img src=\"../_static/wt_in_yaw.svg\" alt=\"drawing\" width=\"700\"/>\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Install PyWake if needed\n",
+    "try:\n",
+    "    import py_wake\n",
+    "except ModuleNotFoundError:\n",
+    "    !pip install git+https://gitlab.windenergy.dtu.dk/TOPFARM/PyWake.git"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "from py_wake.examples.data.hornsrev1 import V80\n",
+    "from py_wake.flow_map import HorizontalGrid\n",
+    "from py_wake.tests.test_files import tfp\n",
+    "from py_wake.wind_farm_models import PropagateDownwind\n",
+    "from py_wake.deficit_models import FugaYawDeficit\n",
+    "from py_wake.deflection_models import FugaDeflection\n",
+    "from py_wake.examples.data.hornsrev1 import Hornsrev1Site\n",
+    "from py_wake.flow_map import XYGrid\n",
+    "\n",
+    "\n",
+    "from ipywidgets import interact\n",
+    "from ipywidgets import IntSlider\n",
+    "wt = V80()\n",
+    "site = Hornsrev1Site()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Change of operation due to reduced inflow wind speed\n",
+    "\n",
+    "The inflow perpendicular to the rotor is reduced by $cos\\theta$.\n",
+    "\n",
+    "This means that the pitch and rotor speed setting of the WT will be different. In PyWake the WT operation (pitch and rotor speed settings) is modeled in terms of the Power and CT curves which must be looked up for the reduced wind speed. \n",
+    "\n",
+    "Note, that below rated rotor speed, the CT curve is typically rather flat and reducing the wind speed has therefore limited effect on the CT value in this region. The power, on the other hand, is limited by the maximum power and therefore only affected in the region below rated wind speed (rated wind speed will increase with yaw misalignment)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Text(0, 0.5, 'Power [W]')"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
     },
-    "nbformat": 4,
-    "nbformat_minor": 4
-}
\ No newline at end of file
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1080x360 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "u = np.arange(3,25,.1)\n",
+    "ax1,ax2 = plt.subplots(1,2, figsize=(15,5))[1]\n",
+    "for yaw in [0,15,30]:\n",
+    "    ax1.plot(u,wt.ct(u*np.cos(np.deg2rad(yaw))), label='%d deg yaw misalignment'%yaw)\n",
+    "    ax2.plot(u,wt.power(u*np.cos(np.deg2rad(yaw))), label='%d deg yaw misalignment'%yaw)\n",
+    "for ax in (ax1, ax2):\n",
+    "    ax.legend()\n",
+    "    ax.set_xlabel('Wind speed [m/s]')\n",
+    "ax1.set_ylabel('CT')\n",
+    "ax2.set_ylabel('Power [W]')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Furthermore, misalignemnt between the thrust force (axial induction) and the inflow leads to higher wind speed at the rotor plane which also affects the WT operation. This effect, however, is not considered in PyWake"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Reduced deficit due to reduced inflow wind speed\n",
+    "\n",
+    "The wake deficit is caused by a reaction to the thrust force which slows down the inflow.\n",
+    "\n",
+    "In non-aligned inflow, the thrust force is reduced as the wind speed component normal to the rotor is reduced\n",
+    "\n",
+    "\\begin{align}\n",
+    "T & =\\frac{1}{2}\\rho C_T A (U cos\\theta)^2\n",
+    "\\end{align}\n",
+    "\n",
+    "The engineering models, however, scale their deficit with the inputs, U and CT. The reduction in deficit is therefore modeled by applying a reduced $C_T$ value, $C_{T,yaw}$, that gives the same reduction in thrust, i.e. it satisfies:\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\frac{1}{2}\\rho C_{T,yaw} A U^2 & = \\frac{1}{2}\\rho C_T A (U cos\\theta)^2 \\\\\n",
+    "C_{T,yaw} & = C_T cos^2\\theta\\\\\n",
+    "\\end{align}\n",
+    "\n",
+    "The `WindTurbines` object is responsible for computing the reduced $C_T$ values and the default model, just multipy the normal ct function value with $cos^2\\theta$\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Reduced deficit due to misalignment between thrust and downwind direction\n",
+    "\n",
+    "Most engineering models calculate the deficit normal to the rotor plane, while the deficit impacting downstream WT is the deficit in the downstream direction.\n",
+    "\n",
+    "In case of yaw misalignment, the deficit is therefore mapped to downstream direction by\n",
+    "\n",
+    "$deficit_{downwind} = deficit_{normal} cos \\theta$"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### FugaYawDeficit\n",
+    "\n",
+    "The `FugaYawDeficit` model implicitly models this effect. This model requires two sets of look-up tabels, namely `UL` and `UT`. These tables describes the normalized deficit in the downwind, `U` direction caused by a unit forcing in the longitudinal, `L` and transveral, `T` directions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [],
+   "source": [
+    "fuga = FugaYawDeficit(tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/')\n",
+    "D = 80\n",
+    "R = D/2\n",
+    "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n",
+    "xi0 = int(512-x0/(fuga.dx/D))\n",
+    "xi1 = int(512+x1/(fuga.dx/D))+1\n",
+    "yi = int(y/(fuga.dy/D))+1\n",
+    "UL, UT = [fuga.mirror(v,anti_symmetric=a) for v, a in zip(fuga.load_luts()[:2,0,:yi, xi0:xi1], (False,True))]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1080x864 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "axes = plt.subplots(2,1, figsize=(15,12))[1]\n",
+    "X, Y = np.meshgrid(fuga.x[xi0:xi1], fuga.mirror(fuga.y[:yi], anti_symmetric=True))\n",
+    "wtL = np.array([[0,0],[-D/2,D/2]])\n",
+    "for ax, v, l in zip(axes.flatten(), [UL, UT], ['UL','UT']):\n",
+    "    c = ax.contourf(X, Y, v)\n",
+    "    plt.colorbar(c, ax=ax, label=r'Downwind deficit $\\left[\\frac{1}{U CT}\\right]$')\n",
+    "    s = (slice(None,None,2),slice(None,None,5))\n",
+    "    ax.quiver(X[s], Y[s], v[s]*(l[0]=='U'), v[s]*(l[0]=='V'))\n",
+    "    ax.plot([0,0],[-D/2,D/2],'r')\n",
+    "    if l[1]=='L':\n",
+    "        ax.arrow(-10,0,-20,0,color='r', width=10,head_length=30)\n",
+    "        ax.arrow(60,0,-20,0,color='r', width=10,head_length=30)\n",
+    "    else:\n",
+    "        ax.arrow(-30,-25,0,20,color='r', width=10,head_length=30)\n",
+    "        ax.arrow(30,-25,0,20,color='r', width=10,head_length=30)\n",
+    "        \n",
+    "    ax.axis('equal')\n",
+    "    ax.set_xlim([-D,10*D])\n",
+    "    ax.set_ylim([-D,D])\n",
+    "    ax.set_title(l) "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As Fuga is a linear model, the deficit in the downstream direction can simply be calculated by the linear superposition of `UL` and `UT`:\n",
+    "\n",
+    "$deficit = (UL \\cdot cos\\theta + UT \\cdot sin\\theta) \\cdot U \\cdot CT$\n",
+    "\n",
+    "You can move the slider below to see the deficit fields for different yaw-misalignment angles\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "be319886ef544012973e2b2593a8c252",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output…"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def plot(yaw):\n",
+    "    plt.figure(figsize=(18,5))\n",
+    "    theta = np.deg2rad(yaw)\n",
+    "    co, si = np.cos(theta), np.sin(theta)\n",
+    "    deficit = co**2*(UL*co + UT*si)\n",
+    "    c = plt.contourf(X, Y, deficit, levels=np.arange(-.4,.1,.05))\n",
+    "    plt.colorbar(c, label=r'Downwind deficit $\\left[\\frac{1}{U CT}\\right]$')\n",
+    "    s = (slice(None,None,2),slice(None,None,5))\n",
+    "    plt.quiver(X[s], Y[s], deficit[s], deficit[s]*0, width=.002, scale=2)\n",
+    "    plt.plot([-si*R, si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n",
+    "    plt.arrow(-0,0,-100*co,0,color='r', width=5,head_length=10,length_includes_head=True)\n",
+    "    plt.arrow(-0,-0,0,100*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
+    "    plt.axis('equal')\n",
+    "    plt.xlim([-D,10*D])\n",
+    "    plt.ylim([-D,D])\n",
+    "    ax.set_title(l) \n",
+    "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Wake deflection due to traversal thrust component reaction\n",
+    "\n",
+    "Wake deflection is modeled by a `DeflectionModel` which modifies the downwind, horizontal crosswind and vertical distance between wind turbines. "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### FugaDeflection\n",
+    "\n",
+    "FugaDeflection is capable of modeling the wake deflection if the `VL` and `VT` is present. These tables describes the normalized deficit in the crosswind, `V` direction caused by a unit forcing in the longitudinal, `L` and transveral, `T` directions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fugaDeflection = FugaDeflection(tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/')\n",
+    "D = 80\n",
+    "R = D/2\n",
+    "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n",
+    "xi0 = int(512-x0/(fugaDeflection.dx/D))\n",
+    "xi1 = int(512+x1/(fugaDeflection.dx/D))+1\n",
+    "yi = int(y/(fugaDeflection.dy/D))+1\n",
+    "\n",
+    "# VL is antisymmetric, VT is symmetric\n",
+    "VL, VT = [fugaDeflection.mirror(v,anti_symmetric=a) for v, a in zip(fugaDeflection.load_luts()[2:4,0,:yi, xi0:xi1], (True, False))]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1080x864 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "axes = plt.subplots(2,1, figsize=(15,12))[1]\n",
+    "X, Y = np.meshgrid(fugaDeflection.x[xi0:xi1], fugaDeflection.mirror(fugaDeflection.y[:yi], anti_symmetric=True))\n",
+    "for ax, v, l in zip(axes.flatten(), [VL, -VT], ['VL','VT']):\n",
+    "    c = ax.contourf(X, Y, v)\n",
+    "    plt.colorbar(c, ax=ax, label=r'$WS_{Crosswind} \\left[\\frac{1}{U CT}\\right]$')\n",
+    "    s = (slice(None,None,10),slice(None,None,1))\n",
+    "    ax.quiver(X[s], Y[s], 0, v[s], scale=(.3,3)[l[1]=='T'])\n",
+    "    ax.plot([0,0],[-D/2,D/2],'r')\n",
+    "    if l[1]=='L':\n",
+    "        ax.arrow(-10,0,-20,0,color='r', width=10,head_length=30)\n",
+    "        ax.arrow(60,0,-20,0,color='r', width=10,head_length=30)\n",
+    "    else:\n",
+    "        ax.arrow(-30,-25,0,20,color='r', width=10,head_length=30)\n",
+    "        ax.arrow(30,-25,0,20,color='r', width=10,head_length=30)\n",
+    "        \n",
+    "    ax.axis('equal')\n",
+    "    ax.set_xlim([-D,10*D])\n",
+    "    ax.set_ylim([-D,D])\n",
+    "    ax.set_title(l) "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As Fuga is a linear model, the effects in the crosswind direction can simply be calculated by the linear superposition of `VL` and `VT`:\n",
+    "\n",
+    "$WS_{crosswind} = cos(VL \\cdot cos\\theta + VT \\cdot sin\\theta) \\cdot U \\cdot CT$\n",
+    "\n",
+    "You can move the slider below to see the crosswind wind speed field for different yaw-misalignment angles. Futhermore, the integrated deflection is shown with solid lines"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "6a14f501840e4654a59434bf1f9b4137",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output…"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def plot(yaw):\n",
+    "    plt.figure(figsize=(18,5))\n",
+    "    theta = np.deg2rad(yaw)\n",
+    "    co, si = np.cos(theta), np.sin(theta)\n",
+    "    deficit = co**2*(VL*co + -VT*si)\n",
+    "    X, Y = np.meshgrid(fugaDeflection.x[xi0:xi1], fugaDeflection.mirror(fugaDeflection.y[:yi], anti_symmetric=True))\n",
+    "    c = plt.contourf(X, Y, deficit, levels=np.arange(-.09,.1,.01))\n",
+    "    plt.colorbar(c, label=r'$WS_{crosswind} \\left[\\frac{1}{U CT}\\right]$')\n",
+    "    s = (slice(None,None,6),slice(None,None,1))\n",
+    "    plt.quiver(X[s], Y[s], deficit[s]*0, -deficit[s], width=.002, scale=2)\n",
+    "    \n",
+    "    # plot deflection lines\n",
+    "    fL, fT = fugaDeflection.fLT.V.T[:,256-yi:255+yi, xi0:xi1]\n",
+    "    lambda1 = co**2 * (fL * co + fT * si)\n",
+    "    Yp = Y + lambda1\n",
+    "    plt.plot(X[yi, :], Y[yi, :], 'grey', lw=3)\n",
+    "    for x, y, yp in zip(X[1::4], Y[1::4], Yp[1::4]):\n",
+    "        plt.plot(x, y, 'grey', lw=1, zorder=-32)\n",
+    "        plt.plot(x, yp, 'k', lw=1)\n",
+    "    plt.plot(X[yi, :], Yp[yi, :], 'k', lw=3)\n",
+    "    \n",
+    "    plt.plot([si*R, -si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n",
+    "    plt.arrow(-0,0,-50*co,0,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
+    "    plt.arrow(-0,-0,0,-50*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n",
+    "    plt.axis('equal')\n",
+    "    plt.xlim([-D,10*D])\n",
+    "    plt.ylim([-D,D])\n",
+    "    ax.set_title(l) \n",
+    "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Finally, all effects are put together. You can move the slider below to see the effects on the deficit behind a WT"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "bf37131eeea54f68ac877e1a70282546",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "interactive(children=(IntSlider(value=20, continuous_update=False, description='yaw', max=90, min=-90), Output…"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "path = tfp + 'fuga/2MW/Z0=0.00014617Zi=00399Zeta0=0.00E+0/'\n",
+    "wfm = PropagateDownwind(site,wt,FugaYawDeficit(path), deflectionModel=FugaDeflection(path))\n",
+    "def plot(yaw):\n",
+    "    plt.figure(figsize=(18,5))\n",
+    "    fm = wfm([0],[0],ws=10,wd=270, yaw_ilk=[[[yaw]]]).flow_map(XYGrid(x=np.arange(-100,800,10), y=np.arange(-150,150,10)))\n",
+    "    fm.plot_wake_map()\n",
+    "    max_deficit_line = fm.min_WS_eff(x=np.arange(10,800,10))\n",
+    "    max_deficit_line.plot(color='k', label='Max deficit line')\n",
+    "    plt.axhline(0, label='Center line')\n",
+    "    plt.legend()\n",
+    "    \n",
+    "    \n",
+    "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))    "
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.2"
+  },
+  "toc": {
+   "base_numbering": 1,
+   "nav_menu": {},
+   "number_sections": true,
+   "sideBar": true,
+   "skip_h1_title": false,
+   "title_cell": "Table of Contents",
+   "title_sidebar": "Contents",
+   "toc_cell": false,
+   "toc_position": {},
+   "toc_section_display": true,
+   "toc_window_display": true
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}