{ "cells": [ { "cell_type": "markdown", "id": "a205dbd4-5864-45a4-90b6-502b4c8ddcec", "metadata": {}, "source": [ "\n", "# Band structures" ] }, { "cell_type": "code", "execution_count": 1, "id": "d62401f8-e735-47fc-8e5d-905f77a2ec62", "metadata": {}, "outputs": [], "source": [ "from eminus import Cell, SCF\n", "from eminus.extras import plot_bandstructure" ] }, { "cell_type": "code", "execution_count": 2, "id": "a6d9b3d7-926a-48a7-8479-f59f56f6ea3f", "metadata": {}, "outputs": [], "source": [ "# Create a cell for a silicon crystal\n", "# It only contains one k-point, but this is enough to create a nice band structure\n", "# Specify the number of bands we want to calculate (here we have 4 occupied bands and 4 unoccupied bands)\n", "cell = Cell(\"Si\", \"diamond\", ecut=10, a=10.2631, bands=8)" ] }, { "cell_type": "code", "execution_count": 3, "id": "ef0e22c2-4981-4c3a-ab16-58e6636510bb", "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 0, 5.13155 ], "y": [ 0, 5.13155 ], "z": [ 0, 0 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 0, 5.13155 ], "y": [ 0, 0 ], "z": [ 0, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 0, 0 ], "y": [ 0, 5.13155 ], "z": [ 0, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 10.2631 ], "y": [ 5.13155, 5.13155 ], "z": [ 0, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 5.13155 ], "y": [ 5.13155, 10.2631 ], "z": [ 0, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 10.2631 ], "y": [ 0, 5.13155 ], "z": [ 5.13155, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 5.13155 ], "y": [ 0, 5.13155 ], "z": [ 5.13155, 10.2631 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 10.2631, 10.2631 ], "y": [ 5.13155, 10.2631 ], "z": [ 5.13155, 10.2631 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 0, 5.13155 ], "y": [ 5.13155, 10.2631 ], "z": [ 5.13155, 5.13155 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 0, 5.13155 ], "y": [ 5.13155, 5.13155 ], "z": [ 5.13155, 10.2631 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 10.2631 ], "y": [ 10.2631, 10.2631 ], "z": [ 5.13155, 10.2631 ] }, { "marker": { "color": "black", "size": 0.1 }, "name": "Unit cell", "showlegend": false, "type": "scatter3d", "x": [ 5.13155, 10.2631 ], "y": [ 5.13155, 10.2631 ], "z": [ 10.2631, 10.2631 ] }, { "marker": { "color": "#daa41f", "line": { "color": "black", "width": 2 }, "size": 9.09998740589692 }, "mode": "markers", "name": "Si", "type": "scatter3d", "x": [ 0, 2.565775 ], "y": [ 0, 2.565775 ], "z": [ 0, 2.565775 ] } ], "layout": { "height": 600, "hoverlabel": { "bgcolor": "black" }, "legend": { "itemsizing": "constant", "title": { "text": "Selection" } }, "scene": { "aspectmode": "cube", "aspectratio": { "x": 1, "y": 1, "z": 1 }, "xaxis": { "title": { "text": "x [a0]" }, "type": "linear" }, "yaxis": { "title": { "text": "y [a0]" }, "type": "linear" }, "zaxis": { "title": { "text": "z [a0]" }, "type": "linear" } }, "template": { 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Let's take a look at the cell first\n", "cell.view()" ] }, { "cell_type": "code", "execution_count": 4, "id": "8c54dad2-6db8-40f8-9f8d-14d63953f89a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Start auto minimization...\n", "Method Iteration Etot [Eh] dEtot [Eh] |Gradient| \n", "pccg 1 +13.495751 \n", "pccg 2 +1.610131 +1.1886e+01 [+2.30e+03] \n", "pccg 3 -2.929543 +4.5397e+00 [+3.16e+02] \n", "pccg 4 -5.273781 +2.3442e+00 [+6.06e+01] \n", "pccg 5 -6.371354 +1.0976e+00 [+1.19e+01] \n", "pccg 6 -6.819118 +4.4776e-01 [+2.54e+00] \n", "pccg 7 -6.986510 +1.6739e-01 [+6.62e-01] \n", "pccg 8 -7.067039 +8.0529e-02 [+2.32e-01] \n", "pccg 9 -7.116239 +4.9200e-02 [+1.05e-01] \n", "pccg 10 -7.166926 +5.0686e-02 [+7.17e-02] \n", "pccg 11 -7.215263 +4.8338e-02 [+7.13e-02] \n", "pccg 12 -7.249710 +3.4446e-02 [+4.34e-02] \n", "pccg 13 -7.270572 +2.0862e-02 [+1.94e-02] \n", "pccg 14 -7.283618 +1.3046e-02 [+1.09e-02] \n", "pccg 15 -7.289574 +5.9559e-03 [+5.78e-03] \n", "pccg 16 -7.291941 +2.3671e-03 [+2.52e-03] \n", "pccg 17 -7.292917 +9.7568e-04 [+1.09e-03] \n", "pccg 18 -7.293351 +4.3493e-04 [+4.78e-04] \n", "pccg 19 -7.293528 +1.7615e-04 [+2.06e-04] \n", "pccg 20 -7.293596 +6.8121e-05 [+7.75e-05] \n", "pccg 21 -7.293621 +2.5546e-05 [+2.94e-05] \n", "pccg 22 -7.293632 +1.0743e-05 [+1.21e-05] \n", "pccg 23 -7.293637 +4.6187e-06 [+4.98e-06] \n", "SCF converged after 23 iterations.\n", "Total SCF time: 0.23133 s\n", "Etot = -7.293636624 Eh\n" ] } ], "source": [ "# Do the DFT calculation\n", "scf = SCF(cell, etol=1e-5)\n", "scf.run();" ] }, { "cell_type": "code", "execution_count": 5, "id": "d41d39aa-a017-4913-836e-162c5e171ce8", "metadata": {}, "outputs": [], "source": [ "# To create a band structure we have to generate a k-path\n", "scf.kpts.path = \"LGXU,KG\"\n", "# Specify the number of k-points the sampled path should contain\n", "scf.kpts.Nk = 25" ] }, { 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# We can display our Brillouin zone with all special points and the sampled band path\n", "scf.kpts.build().view()" ] }, { "cell_type": "code", "execution_count": 7, "id": "cf633cfb-1e52-4b76-8501-2bdc6eb2e216", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Minimize occupied band energies...\n", "Start auto minimization...\n", "Method Iteration Etot [Eh] dEtot [Eh] |Gradient| \n", "pccg 1 +13.528242 \n", "pccg 2 +3.816956 +9.7113e+00 [+7.18e+01] \n", "pccg 3 +2.018460 +1.7985e+00 [+1.15e+01] \n", "pccg 4 +1.154521 +8.6394e-01 [+3.91e+00] \n", "pccg 5 +0.764094 +3.9043e-01 [+1.32e+00] \n", "pccg 6 +0.579888 +1.8421e-01 [+5.05e-01] \n", "pccg 7 +0.487176 +9.2712e-02 [+2.47e-01] \n", "pccg 8 +0.437014 +5.0162e-02 [+1.28e-01] \n", "pccg 9 +0.405138 +3.1876e-02 [+7.07e-02] \n", "pccg 10 +0.382471 +2.2667e-02 [+4.57e-02] \n", "pccg 11 +0.367114 +1.5357e-02 [+3.19e-02] \n", "pccg 12 +0.358589 +8.5251e-03 [+1.90e-02] \n", "pccg 13 +0.354492 +4.0969e-03 [+9.13e-03] \n", "pccg 14 +0.352233 +2.2597e-03 [+4.83e-03] \n", "pccg 15 +0.350965 +1.2680e-03 [+3.06e-03] \n", "pccg 16 +0.350238 +7.2694e-04 [+1.63e-03] \n", "pccg 17 +0.349821 +4.1684e-04 [+8.82e-04] \n", "pccg 18 +0.349584 +2.3674e-04 [+4.68e-04] \n", "pccg 19 +0.349474 +1.1049e-04 [+2.52e-04] \n", "pccg 20 +0.349420 +5.3737e-05 [+1.19e-04] \n", "pccg 21 +0.349397 +2.2513e-05 [+5.80e-05] \n", "pccg 22 +0.349387 +1.0846e-05 [+2.60e-05] \n", "pccg 23 +0.349381 +5.6492e-06 [+1.48e-05] \n", "Band minimization converged after 23 iterations.\n", "Total band minimization time: 5.89154 s\n", "Minimize unoccupied band energies...\n", "Start auto minimization...\n", "Method Iteration Etot [Eh] dEtot [Eh] |Gradient| \n", "pccg 1 +10.121290 \n", "pccg 2 +5.361753 +4.7595e+00 [+1.28e+01] \n", "pccg 3 +3.397710 +1.9640e+00 [+1.95e+00] \n", "pccg 4 +2.459052 +9.3866e-01 [+3.64e-01] \n", "pccg 5 +2.028931 +4.3012e-01 [+7.28e-02] \n", "pccg 6 +1.822802 +2.0613e-01 [+1.88e-02] \n", "pccg 7 +1.713880 +1.0892e-01 [+6.57e-03] \n", "pccg 8 +1.654530 +5.9350e-02 [+2.71e-03] \n", "pccg 9 +1.621663 +3.2867e-02 [+1.14e-03] \n", "pccg 10 +1.603770 +1.7893e-02 [+5.37e-04] \n", "pccg 11 +1.594180 +9.5899e-03 [+2.66e-04] \n", "pccg 12 +1.588345 +5.8355e-03 [+1.47e-04] \n", "pccg 13 +1.584403 +3.9418e-03 [+9.43e-05] \n", "pccg 14 +1.581572 +2.8314e-03 [+6.68e-05] \n", "pccg 15 +1.579543 +2.0291e-03 [+4.91e-05] \n", "pccg 16 +1.578312 +1.2304e-03 [+3.02e-05] \n", "pccg 17 +1.577649 +6.6306e-04 [+1.66e-05] \n", "pccg 18 +1.577241 +4.0841e-04 [+1.03e-05] \n", "pccg 19 +1.576939 +3.0212e-04 [+7.42e-06] \n", "pccg 20 +1.576681 +2.5775e-04 [+5.85e-06] \n", "pccg 21 +1.576410 +2.7086e-04 [+5.79e-06] \n", "pccg 22 +1.576155 +2.5559e-04 [+5.38e-06] \n", "pccg 23 +1.575954 +2.0063e-04 [+4.55e-06] \n", "pccg 24 +1.575817 +1.3647e-04 [+3.34e-06] \n", "pccg 25 +1.575728 +8.9092e-05 [+2.28e-06] \n", "pccg 26 +1.575671 +5.7336e-05 [+1.48e-06] \n", "pccg 27 +1.575631 +4.0193e-05 [+9.50e-07] \n", "pccg 28 +1.575598 +3.3267e-05 [+7.16e-07] \n", "pccg 29 +1.575569 +2.8409e-05 [+6.12e-07] \n", "pccg 30 +1.575544 +2.5350e-05 [+5.24e-07] \n", "pccg 31 +1.575517 +2.6594e-05 [+5.33e-07] \n", "pccg 32 +1.575489 +2.7896e-05 [+5.88e-07] \n", "pccg 33 +1.575464 +2.5499e-05 [+6.04e-07] \n", "pccg 34 +1.575444 +1.9619e-05 [+5.17e-07] \n", "pccg 35 +1.575430 +1.4292e-05 [+3.79e-07] \n", "pccg 36 +1.575418 +1.1489e-05 [+2.94e-07] \n", "pccg 37 +1.575410 +8.3164e-06 [+2.32e-07] \n", "Band minimization converged after 37 iterations.\n", "Total band minimization time: 8.98996 s\n" ] } ], "source": [ "# Run the calculation for the new sampled k-points\n", "# This will do a minimization for a fixed Hamiltonian (the one we have found in the previous calculation, saved in the SCF object)\n", "# The calculation will perform two steps:\n", "# 1. Find a set of occupied orbitals that minimize the band energies\n", "# 2. Find a set of unoccupied orbitals that are orthogonal to the occupied ones that also minimize their band energies\n", "scf.converge_bands();" ] }, { "cell_type": "code", "execution_count": 8, "id": "1b5fcd97-e2a7-4b68-8e7e-9ddac095c92a", "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines+markers", "name": "Band 1", "type": "scatter", "x": [ 0, 0.08836508288110889, 0.17673016576221778, 0.26509524864332673, 0.3534603315244356, 0.44182541440554457, 0.5301904972866535, 0.6176492476667195, 0.7051079980467855, 0.7925667484268515, 0.8800254988069175, 0.9674842491869835, 1.0549429995670494, 1.1424017499471155, 1.2145515379929361, 1.2867013260387568, 1.3588511140845774, 1.3588511140845774, 1.4516151272863467, 1.544379140488116, 1.6371431536898853, 1.7299071668916546, 1.8226711800934239, 1.9154351932951932, 2.0081992064969625 ], "y": [ -9.695542502251586, -10.070883154127108, 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", 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