{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a0a91d7f-296d-4304-83fc-cb74c2ae99cf",
   "metadata": {},
   "source": [
    "Quenching a Random Product State\n",
    "==================\n",
    "\n",
    "First we'll set up a 20 qubit random product state, and a sparse heisenberg hamiltonian to evolve it with:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1a415279-9ca1-46ce-ad36-22af6c4fe0ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "import quimb as qu\n",
    "\n",
    "n = 20\n",
    "H = qu.ham_heis(n, sparse=True)\n",
    "psi0 = qu.rand_product_state(n)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ed19f25-0e50-4ddd-b4b0-f3d915df9f55",
   "metadata": {},
   "source": [
    "We can do a few checks on the system like $\\langle \\psi | \\psi \\rangle$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "2a821cab-89d8-49fc-b8ab-30b5b8d4b07e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.9999999999999987"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# check normalization\n",
    "qu.expectation(psi0, psi0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62b35a0c-68a5-46ad-a648-97d19f6885da",
   "metadata": {},
   "source": [
    "and $\\langle \\psi | H | \\psi \\rangle$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "98e69cfe-69fd-45b5-845c-faf7ae4eee99",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.3002436137794859"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# find the initial energy\n",
    "qu.expec(H, psi0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c61b45b6-06bc-405e-9a33-1ffcece5eb99",
   "metadata": {},
   "source": [
    "or $\\langle \\psi | H^2 | \\psi \\rangle$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "155bd2a5-6c4a-421a-99f6-6cd4b1e9bfcb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "11.30918741947443"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# find the initial variance in energy\n",
    "Hpsi = H @ psi0\n",
    "qu.expec(Hpsi, Hpsi)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "749a7516-bf20-4b94-b1da-e7a2f058ce03",
   "metadata": {},
   "source": [
    "Let's compare this to the total energy spectrum of the Hamiltonian ``H``:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b5ed5413-c8ee-44e4-9854-727c50c3184a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Highest energy: 4.749999999999985\n",
      "Lowest energy: -8.682473334398967\n",
      "CPU times: user 2min 48s, sys: 2min 16s, total: 5min 5s\n",
      "Wall time: 45.9 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "en_low, en_high = qu.bound_spectrum(H)\n",
    "\n",
    "print(\"Highest energy:\", en_high)\n",
    "print(\"Lowest energy:\", en_low)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7db7abd-0d8e-492e-8657-49b2b974ffd6",
   "metadata": {},
   "source": [
    "From which we can infer that our initial state has roughly has overlap between many states in the centre of the spectrum."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7446eab3-a7a2-4476-9ab1-35a67a055bf8",
   "metadata": {},
   "source": [
    "Evolution\n",
    "---------\n",
    "\n",
    "Now let's set up some things we want to compute while we evolve with the hamiltonian. Namely the logarithmic negativity and mutual information between neighbouring qubits. Since we'll use the default adaptive integrating scheme, we'll return the current time as well:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "95d0a1b3-2722-45d0-b0e0-ce2927feec28",
   "metadata": {},
   "outputs": [],
   "source": [
    "def compute(t, pt):\n",
    "    \"\"\"Perform computation at time ``t`` with state ``pt``.\n",
    "    \"\"\"\n",
    "    dims = [2] * n\n",
    "    lns = [qu.logneg_subsys(pt, dims, i, i + 1) for i in range(n - 1)]\n",
    "    mis = [qu.mutinf_subsys(pt, dims, i, i + 1) for i in range(n - 1)]\n",
    "    return t, lns, mis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f7ab0c1-c885-448c-acfe-76efddde0e8b",
   "metadata": {},
   "source": [
    "Set up the evolution with the initial state, hamiltonian and the compute dict:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "a5531553-e2c2-4555-b380-4ed4f559fe2d",
   "metadata": {},
   "outputs": [],
   "source": [
    "evo = qu.Evolution(psi0, H, compute=compute, progbar=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0cb97f6a-5537-42cb-89db-1d56038a3c5f",
   "metadata": {},
   "source": [
    "Update the evolution to ``t=5``. The functions in ``compute`` will be called at each step the integrator uses. If we had set ``method='solve'`` or ``method='expm'``, we should use the generator ``evo.at_times(ts)`` to specify the time steps when computation takes place."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "51099d72-dacb-4648-9fbf-83c30f73a35f",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|##########| 100/100 [00:37<00:00,  2.66%/s]\n"
     ]
    }
   ],
   "source": [
    "evo.update_to(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "78cdb746-07e3-49af-9c59-437b2fa16ecf",
   "metadata": {},
   "source": [
    "We can extract the results of the computation from ``evo.results`` and plot them:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "85559192-0440-4833-87be-844c7f4a3296",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      ],
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "ts, lns, mis = zip(*evo.results)\n",
    "\n",
    "with plt.style.context(qu.NEUTRAL_STYLE):\n",
    "    fig, axs = plt.subplots(2, 1, sharex=True)\n",
    "    axs[0].plot(ts, lns, '-');\n",
    "    axs[0].set_title(\"Logarithmic Negativity\")\n",
    "    axs[1].plot(ts, mis, '-');\n",
    "    axs[1].set_title(\"Mutual Information\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1f3ead3-b8c2-4318-b055-dd3b65bc0e5e",
   "metadata": {},
   "source": [
    "We can see that the classical correlations outlast the quantum correlations.\n",
    "\n",
    "Finally, let's check that energy has been conserved in the current state at ``t=5``:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "38e59ff4-e439-4c4e-ad0b-af6e1268e112",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.3002436962453416"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "qu.expec(H, evo.pt)"
   ]
  }
 ],
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