{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Valence-Bond DMFT solution of the Hubbard model\n",
"============================\n",
"\n",
"In this notebook you will reproduce results for the 2D square lattice $t-t'$ Hubbard model using a minimal cluster extension (2-Patch DCA) of DMFT as published in Ref. [Phys. Rev. B **80**, 064501 (2009)](https://arxiv.org/abs/0903.2480)\n",
"\n",
"For further reference see also:\n",
"\n",
"[Europhys. Lett. **85**, 57009 (2009)](https://arxiv.org/abs/0806.4383)\n",
"\n",
"[Phys. Rev. B **82**, 054502 (2010)](https://arxiv.org/abs/1001.5051)\n",
"\n",
"[Phys. Rev. B **82**, 155101 (2010)](https://arxiv.org/abs/1007.2592)\n",
"\n",
"This calculation represents an approach to the normal state of cuprate superconductors. It is based on an effective two-impurity model embedded in a self-consistent bath. The two degrees of freedom of this effective model can be associated to the nodal and antinodal regions of momentum space. It allows to find a metal-insulator transition which is selective in momentum space: At low doping quasiparticles are destroyed in the antinodal region, while they remain protected in the nodal region, leading to the formation of apparent Fermi arcs. \n",
"\n",
"We are considering the Hubbard Hamiltonian \n",
"\n",
"$$H = \\sum_{{\\mathbf k}, \\sigma = \\uparrow,\\downarrow}\n",
"{\\varepsilon_{\\mathbf k}} c^{\\dagger}_{\\sigma {\\mathbf k}} c_{\\sigma {\\mathbf k}} + U \\sum_{i} n_{i\\downarrow} n_{i\\uparrow}$$\n",
"\n",
"with\n",
"\n",
"$${\\varepsilon_{\\mathbf k}} = -2t \\bigl [\\cos(k_{x}) + \\cos (k_{y}) \\bigr] -4t' \\cos(k_{x}) \\cos(k_{y})$$.\n",
"\n",
"In the following, we use $U/t=10$ and $t'/t=-0.3$, which are values commonly used for modeling\n",
"hole-doped cuprates in a single-band framework. \n",
"All energies (and temperatures) are expressed in units of $D=4t=1$, and\n",
"the doping is denoted by $\\delta$.\n",
"\n",
"We subdivide the Brillouin Zone into a minimal set of two patches of **equal** area\n",
"$P_+$ (even) and $P_-$ (odd).\n",
"\n",
"\n",
"\n",
"$P_+$ is a central square centered at momentum $(0,0)$ and containing the nodal region;\n",
"the complementary region $P_{-}$ extends to the edge of the BZ and contains in particular\n",
"the antinodal region and the $(\\pi,\\pi)$ momentum.\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"execution": {
"iopub.execute_input": "2023-08-28T15:37:07.195084Z",
"iopub.status.busy": "2023-08-28T15:37:07.194662Z",
"iopub.status.idle": "2023-08-28T15:37:07.521934Z",
"shell.execute_reply": "2023-08-28T15:37:07.521683Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning: could not identify MPI environment!\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Starting serial run at: 2023-08-28 17:37:07.323600\n"
]
}
],
"source": [
"from triqs.gf import *\n",
"from triqs.operators import *\n",
"from triqs_cthyb import Solver\n",
"from h5 import HDFArchive\n",
"import triqs.utility.mpi as mpi\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"\n",
"# Redirect the output of the C++ solver to the notebook\n",
"from triqs.utility.redirect import *\n",
"start_redirect()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
" Exercise 1\n",
"----------\n",
"\n",
"Create a 2-dimensional grid of k-points ($1000 \\times 1000$) covering the Brillouin zone,\n",
"\n",
"and build the corresponding grid of kinetic energies (*Hint*: Have a look at numpy's linspace and meshgrid)\n",
"\n",
"Finally, make a contourplot of the dispersion relation. "
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"execution": {
"iopub.execute_input": "2023-08-28T15:37:07.538439Z",
"iopub.status.busy": "2023-08-28T15:37:07.538317Z",
"iopub.status.idle": "2023-08-28T15:37:07.902420Z",
"shell.execute_reply": "2023-08-28T15:37:07.902122Z"
}
},
"outputs": [
{
"data": {
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",
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