{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Co-refinement of multiple contrast datasets"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A demonstration of how to do co-refinement of several datasets with *refnx*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "from importlib import resources\n",
    "\n",
    "from refnx.dataset import ReflectDataset\n",
    "from refnx.analysis import Transform, CurveFitter, Objective, GlobalObjective, Parameter\n",
    "from refnx.reflect import SLD, ReflectModel\n",
    "import refnx\n",
    "\n",
    "import scipy\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "refnx: 0.1.53.dev0+19c4b26\n",
      "scipy: 1.15.2\n",
      "numpy: 2.1.3\n"
     ]
    }
   ],
   "source": [
    "print(f'refnx: {refnx.version.version}\\nscipy: {scipy.version.version}\\nnumpy: {np.version.version}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "These are datasets used in refnx testing, distributed with every refnx install."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "pth = resources.files(refnx.analysis)\n",
    "e361 = ReflectDataset(pth / 'tests' / 'e361r.txt')\n",
    "e365 = ReflectDataset(pth / 'tests' / 'e365r.txt')\n",
    "e366 = ReflectDataset(pth / 'tests' / 'e366r.txt')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Make some `SLD` objects to represent all the materials."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "si = SLD(2.07, 'Si')\n",
    "sio2 = SLD(3.47, 'SiO2')\n",
    "polymer = SLD(2.0, 'polymer')\n",
    "d2o = SLD(6.36, 'D2O')\n",
    "h2o = SLD(-0.56, 'H2O')\n",
    "cm3 = SLD(3.5, 'cm3.5')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `SLD`s are used to create `Slab`s."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "sio2_l = sio2(30, 3)\n",
    "polymer_l = polymer(250, 3)\n",
    "\n",
    "# we're going to share the water/polymer roughness across all 3 datasets\n",
    "water_poly_rough = Parameter(3, 'water_poly_rough')\n",
    "d2o_l = d2o(0, water_poly_rough)\n",
    "h2o_l = h2o(0, water_poly_rough)\n",
    "cm3_l = cm3(0, water_poly_rough)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the limits for the parameters we wish to vary. Each contrast uses the same polymer SLD. We account for contrast change using the volume fraction of solvent."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "sio2_l.thick.setp(vary=True, bounds=(1, 50))\n",
    "\n",
    "polymer_l.thick.setp(vary=True, bounds=(200, 300))\n",
    "polymer_l.sld.real.setp(vary=True, bounds=(0.1, 2))\n",
    "polymer_l.vfsolv.setp(vary=True, bounds=(0, 1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We create a different `Structure` for each contrast of interest. It's important to note here that the `Structure`s all share the same `si`, `sio2_l`, `polymer_l` objects. This means the `Structure`s all share the same parameters. The only thing that's different is the solvent contrast. By default the `Structure` object solvates with the SLD of the last slab. This behaviour can be modified by changing the `Structure.solvent` attribute."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "structure361 = si | sio2_l | polymer_l | d2o_l\n",
    "structure365 = si | sio2_l | polymer_l | cm3_l\n",
    "structure366 = si | sio2_l | polymer_l | h2o_l"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create a `ReflectModel` from the `Structure`. These are responsible for calculating the generative model, doing resolution smearing, applying a scale factor, and adding a Q-independent constant background."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "model361 = ReflectModel(structure361)\n",
    "model365 = ReflectModel(structure365)\n",
    "model366 = ReflectModel(structure366)\n",
    "\n",
    "model361.scale.setp(vary=True, bounds=(0.9, 1.1))\n",
    "model361.bkg.setp(vary=True, bounds=(0.9e-8, 3e-5))\n",
    "model365.scale.setp(vary=True, bounds=(0.9, 1.1))\n",
    "model365.bkg.setp(vary=True, bounds=(0.9e-8, 3e-5))\n",
    "model366.bkg.setp(vary=True, bounds=(0.9e-8, 3e-5))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`Objective`s are created from the datasets and the model. Here we also add a `Transform` to fit as logR vs Q."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "objective361 = Objective(model361, e361, transform=Transform('logY'))\n",
    "objective365 = Objective(model365, e365, transform=Transform('logY'))\n",
    "objective366 = Objective(model366, e366, transform=Transform('logY'))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A `GlobalObjective` is formed from the individual `Objective`s. This means that they're all analysed together."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "global_objective = GlobalObjective([objective361, objective365, objective366])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create the `CurveFitter` and fit with differential evolution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "-185.7522343032894: : 47it [00:07,  6.37it/s] \n"
     ]
    }
   ],
   "source": [
    "# create the fit instance\n",
    "fitter = CurveFitter(global_objective)\n",
    "fitter.fit('differential_evolution');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "global_objective.plot()\n",
    "plt.legend()\n",
    "plt.xlabel('Q')\n",
    "plt.ylabel('logR');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "________________________________________________________________________________\n",
      "\n",
      "\n",
      "--Global Objective--\n",
      "________________________________________________________________________________\n",
      "Objective - 4673437776\n",
      "Dataset = e361r\n",
      "datapoints = 99\n",
      "chi2 = 552.9546248326391\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=1.01888 +/- 0.00239, bounds=[0.9, 1.1]>\n",
      "<Parameter:     'bkg'     , value=1.51116e-05 +/- 3.05e-07, bounds=[9e-09, 3e-05]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=8.22502 +/- 0.276, bounds=[1.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - thick', value=211.257 +/- 0.212, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - sld', value=0.253132 +/- 0.00631, bounds=[0.1, 2.0]>\n",
      "<Parameter:'polymer - isld', value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - volfrac solvent', value=0.0389526 +/- 0.00216, bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'D2O'     \n",
      "<Parameter: 'D2O - thick' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'D2O'     \n",
      "<Parameter:  'D2O - sld'  , value=6.36  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'D2O - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'water_poly_rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'D2O - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "\n",
      "\n",
      "________________________________________________________________________________\n",
      "Objective - 4673260112\n",
      "Dataset = e365r\n",
      "datapoints = 99\n",
      "chi2 = 400.7510922157482\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=0.956538 +/- 0.00385, bounds=[0.9, 1.1]>\n",
      "<Parameter:     'bkg'     , value=2.1245e-05 +/- 2.47e-07, bounds=[9e-09, 3e-05]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=8.22502 +/- 0.276, bounds=[1.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - thick', value=211.257 +/- 0.212, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - sld', value=0.253132 +/- 0.00631, bounds=[0.1, 2.0]>\n",
      "<Parameter:'polymer - isld', value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - volfrac solvent', value=0.0389526 +/- 0.00216, bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'cm3.5'    \n",
      "<Parameter:'cm3.5 - thick', value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'cm3.5'    \n",
      "<Parameter: 'cm3.5 - sld' , value=3.5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'cm3.5 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'water_poly_rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'cm3.5 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "\n",
      "\n",
      "________________________________________________________________________________\n",
      "Objective - 4673260752\n",
      "Dataset = e366r\n",
      "datapoints = 99\n",
      "chi2 = 376.89103792013174\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=1  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:     'bkg'     , value=2.16429e-05 +/- 2.52e-07, bounds=[9e-09, 3e-05]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=8.22502 +/- 0.276, bounds=[1.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - thick', value=211.257 +/- 0.212, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:    'polymer'   \n",
      "<Parameter:'polymer - sld', value=0.253132 +/- 0.00631, bounds=[0.1, 2.0]>\n",
      "<Parameter:'polymer - isld', value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'polymer - volfrac solvent', value=0.0389526 +/- 0.00216, bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'H2O'     \n",
      "<Parameter: 'H2O - thick' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'H2O'     \n",
      "<Parameter:  'H2O - sld'  , value=-0.56  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'H2O - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'water_poly_rough', value=3  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'H2O - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(global_objective)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we're going to do some MCMC sampling. We discard the first 400 steps, then save 1 in every 100 steps, for a total of 30 saved steps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 400/400 [00:26<00:00, 15.37it/s]\n",
      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 3000/3000 [03:16<00:00, 15.27it/s]\n"
     ]
    }
   ],
   "source": [
    "fitter.sample(400, random_state=1)\n",
    "fitter.sampler.reset()\n",
    "fitter.sample(30, nthin=100, random_state=1);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "<Figure size 2020x2020 with 81 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "global_objective.corner();"
   ]
  }
 ],
 "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",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
