{ "cells": [ { "cell_type": "markdown", "source": [ "# Collinear spin and magnetic systems\n", "\n", "In this example we consider iron in the BCC phase.\n", "To show that this material is ferromagnetic we will model it once\n", "allowing collinear spin polarization and once without\n", "and compare the resulting SCF energies. In particular\n", "the ground state can only be found if collinear spins are allowed.\n", "\n", "First we setup BCC iron without spin polarization\n", "using a single iron atom inside the unit cell." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "using DFTK\n", "\n", "a = 5.42352 # Bohr\n", "lattice = a / 2 * [[-1 1 1];\n", " [ 1 -1 1];\n", " [ 1 1 -1]]\n", "Fe = ElementPsp(:Fe, psp=load_psp(\"hgh/lda/Fe-q8.hgh\"))\n", "atoms = [Fe => [zeros(3)]];" ], "metadata": {}, "execution_count": 1 }, { "cell_type": "markdown", "source": [ "To get the ground-state energy we use an LDA model and rather moderate\n", "discretisation parameters." ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "n Free energy Eₙ-Eₙ₋₁ ρout-ρin α Diag\n", "--- --------------- --------- -------- ---- ----\n", " 1 -16.64702509622 NaN 3.28e-01 0.80 5.0\n", " 2 -16.64774807337 -7.23e-04 7.80e-02 0.80 1.0\n", " 3 -16.64782619139 -7.81e-05 3.21e-03 0.80 2.2\n", " 4 -16.64783307644 -6.89e-06 1.75e-03 0.80 3.8\n", " 5 -16.64783428001 -1.20e-06 2.41e-04 0.80 2.0\n", " 6 -16.64783431092 -3.09e-08 2.19e-05 0.80 2.0\n" ] } ], "cell_type": "code", "source": [ "kgrid = [3, 3, 3] # k-point grid (Regular Monkhorst-Pack grid)\n", "Ecut = 15 # kinetic energy cutoff in Hartree\n", "model_nospin = model_LDA(lattice, atoms, temperature=0.01)\n", "basis_nospin = PlaneWaveBasis(model_nospin; kgrid, Ecut)\n", "\n", "scfres_nospin = self_consistent_field(basis_nospin, tol=1e-6, mixing=KerkerMixing());" ], "metadata": {}, "execution_count": 2 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Energy breakdown:\n Kinetic 15.9224095\n AtomicLocal -5.0701252\n AtomicNonlocal -5.2211461\n Ewald -21.4723040\n PspCorrection 1.8758831 \n Hartree 0.7795733 \n Xc -3.4438365\n Entropy -0.0182885\n\n total -16.647834310919\n" }, "metadata": {}, "execution_count": 3 } ], "cell_type": "code", "source": [ "scfres_nospin.energies" ], "metadata": {}, "execution_count": 3 }, { "cell_type": "markdown", "source": [ "Since we did not specify any initial magnetic moment on the iron atom,\n", "DFTK will automatically assume that a calculation with only spin-paired\n", "electrons should be performed. As a result the obtained ground state\n", "features no spin-polarization." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "Now we repeat the calculation, but give the iron atom an initial magnetic moment.\n", "For specifying the magnetic moment pass the desired excess of spin-up over spin-down\n", "electrons at each centre to the `Model` and the guess density functions.\n", "In this case we seek the state with as many spin-parallel\n", "``d``-electrons as possible. In our pseudopotential model the 8 valence\n", "electrons are 2 pair of ``s``-electrons, 1 pair of ``d``-electrons\n", "and 4 unpaired ``d``-electrons giving a desired magnetic moment of `4` at the iron centre.\n", "The structure (i.e. pair mapping and order) of the `magnetic_moments` array needs to agree\n", "with the `atoms` array and `0` magnetic moments need to be specified as well." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "magnetic_moments = [Fe => [4, ]];" ], "metadata": {}, "execution_count": 4 }, { "cell_type": "markdown", "source": [ "!!! tip \"Units of the magnetisation and magnetic moments in DFTK\"\n", " Unlike all other quantities magnetisation and magnetic moments in DFTK\n", " are given in units of the Bohr magneton ``μ_B``, which in atomic units has the\n", " value ``\\frac{1}{2}``. Since ``μ_B`` is (roughly) the magnetic moment of\n", " a single electron the advantage is that one can directly think of these\n", " quantities as the excess of spin-up electrons or spin-up electron density.\n", "\n", "We repeat the calculation using the same model as before. DFTK now detects\n", "the non-zero moment and switches to a collinear calculation." ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "n Free energy Eₙ-Eₙ₋₁ ρout-ρin Magnet α Diag\n", "--- --------------- --------- -------- ------ ---- ----\n", " 1 -16.65996854188 NaN 3.11e-01 2.620 0.80 4.5\n", " 2 -16.66625930237 -6.29e-03 6.98e-02 2.428 0.80 1.1\n", " 3 -16.66694715234 -6.88e-04 9.44e-03 2.349 0.80 2.8\n", " 4 -16.66698682123 -3.97e-05 4.36e-03 2.320 0.80 2.9\n", " 5 -16.66699448899 -7.67e-06 1.77e-03 2.309 0.80 2.1\n", " 6 -16.66699629001 -1.80e-06 5.79e-04 2.301 0.80 1.5\n", " 7 -16.66699651888 -2.29e-07 4.37e-05 2.297 0.80 1.5\n" ] } ], "cell_type": "code", "source": [ "model = model_LDA(lattice, atoms, magnetic_moments=magnetic_moments, temperature=0.01)\n", "basis = PlaneWaveBasis(model; Ecut, kgrid)\n", "ρ0 = guess_density(basis, magnetic_moments)\n", "scfres = self_consistent_field(basis, tol=1e-6; ρ=ρ0, mixing=KerkerMixing());" ], "metadata": {}, "execution_count": 5 }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Energy breakdown:\n Kinetic 16.3014748\n AtomicLocal -5.2260063\n AtomicNonlocal -5.4135544\n Ewald -21.4723040\n PspCorrection 1.8758831 \n Hartree 0.8201249 \n Xc -3.5395368\n Entropy -0.0130778\n\n total -16.666996518876\n" }, "metadata": {}, "execution_count": 6 } ], "cell_type": "code", "source": [ "scfres.energies" ], "metadata": {}, "execution_count": 6 }, { "cell_type": "markdown", "source": [ "!!! note \"Model and magnetic moments\"\n", " DFTK does not store the `magnetic_moments` inside the `Model`, but only uses them\n", " to determine the lattice symmetries. This step was taken to keep `Model`\n", " (which contains the physical model) independent of the details of the numerical details\n", " such as the initial guess for the spin density.\n", "\n", "In direct comparison we notice the first, spin-paired calculation to be\n", "a little higher in energy" ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No magnetization: -16.647834310918725\n", "Magnetic case: -16.666996518876047\n", "Difference: -0.019162207957322153\n" ] } ], "cell_type": "code", "source": [ "println(\"No magnetization: \", scfres_nospin.energies.total)\n", "println(\"Magnetic case: \", scfres.energies.total)\n", "println(\"Difference: \", scfres.energies.total - scfres_nospin.energies.total);" ], "metadata": {}, "execution_count": 7 }, { "cell_type": "markdown", "source": [ "Notice that with the small cutoffs we use to generate the online\n", "documentation the calculation is far from converged.\n", "With more realistic parameters a larger energy difference of about\n", "0.1 Hartree is obtained." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "The spin polarization in the magnetic case is visible if we\n", "consider the occupation of the spin-up and spin-down Kohn-Sham orbitals.\n", "Especially for the ``d``-orbitals these differ rather drastically.\n", "For example for the first ``k``-point:" ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(scfres.occupation[iup])[1:7] = [1.0, 0.9999988143145372, 0.9999988143076403, 0.9999988143041828, 0.9585778407482521, 0.9585776246457958, 1.1544102096565782e-29]\n", "(scfres.occupation[idown])[1:7] = [1.0, 0.8324459567821901, 0.8324446715013207, 0.8324438204185176, 7.828407281933631e-6, 7.828268485510497e-6, 1.549513280426652e-32]\n" ] } ], "cell_type": "code", "source": [ "iup = 1\n", "idown = iup + length(scfres.basis.kpoints) ÷ 2\n", "@show scfres.occupation[iup][1:7]\n", "@show scfres.occupation[idown][1:7];" ], "metadata": {}, "execution_count": 8 }, { "cell_type": "markdown", "source": [ "Similarly the eigenvalues differ" ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(scfres.eigenvalues[iup])[1:7] = [-0.0692691097225606, 0.35687921225521074, 0.35687927042301276, 0.3568792995837593, 0.461914747558879, 0.46191480198388685, 1.1596448766508207]\n", "(scfres.eigenvalues[idown])[1:7] = [-0.03040296293937915, 0.4773004718315029, 0.47730056397946874, 0.47730062499737663, 0.6109085319330074, 0.6109087092343858, 1.2257789164763557]\n" ] } ], "cell_type": "code", "source": [ "@show scfres.eigenvalues[iup][1:7]\n", "@show scfres.eigenvalues[idown][1:7];" ], "metadata": {}, "execution_count": 9 }, { "cell_type": "markdown", "source": [ "!!! note \"k-points in collinear calculations\"\n", " For collinear calculations the `kpoints` field of the `PlaneWaveBasis` object contains\n", " each ``k``-point coordinate twice, once associated with spin-up and once with down-down.\n", " The list first contains all spin-up ``k``-points and then all spin-down ``k``-points,\n", " such that `iup` and `idown` index the same ``k``-point, but differing spins." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "We can observe the spin-polarization by looking at the density of states (DOS)\n", "around the Fermi level, where the spin-up and spin-down DOS differ." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.GRBackend() n=3}", "image/png": 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"name": "stdout", "output_type": "stream", "text": [ "Computing bands along kpath:\n", " Γ -> H -> N -> Γ -> P -> H and P -> N\n", "\rDiagonalising Hamiltonian kblocks: 3%|▍ | ETA: 0:00:13\u001b[K\rDiagonalising Hamiltonian kblocks: 10%|█▋ | ETA: 0:00:12\u001b[K\rDiagonalising Hamiltonian kblocks: 13%|██ | ETA: 0:00:10\u001b[K\rDiagonalising Hamiltonian kblocks: 15%|██▌ | ETA: 0:00:09\u001b[K\rDiagonalising Hamiltonian kblocks: 18%|██▉ | ETA: 0:00:08\u001b[K\rDiagonalising Hamiltonian kblocks: 24%|███▉ | ETA: 0:00:07\u001b[K\rDiagonalising Hamiltonian kblocks: 27%|████▎ | ETA: 0:00:06\u001b[K\rDiagonalising Hamiltonian kblocks: 29%|████▊ | ETA: 0:00:06\u001b[K\rDiagonalising Hamiltonian kblocks: 32%|█████▏ | ETA: 0:00:06\u001b[K\rDiagonalising Hamiltonian kblocks: 35%|█████▌ | ETA: 0:00:05\u001b[K\rDiagonalising Hamiltonian kblocks: 40%|██████▍ | ETA: 0:00:05\u001b[K\rDiagonalising Hamiltonian kblocks: 42%|██████▊ | ETA: 0:00:05\u001b[K\rDiagonalising Hamiltonian kblocks: 45%|███████▏ | ETA: 0:00:04\u001b[K\rDiagonalising Hamiltonian kblocks: 47%|███████▋ | ETA: 0:00:04\u001b[K\rDiagonalising Hamiltonian kblocks: 50%|████████ | ETA: 0:00:04\u001b[K\rDiagonalising Hamiltonian kblocks: 51%|████████▎ | ETA: 0:00:04\u001b[K\rDiagonalising Hamiltonian kblocks: 53%|████████▍ | ETA: 0:00:04\u001b[K\rDiagonalising Hamiltonian kblocks: 55%|████████▉ | ETA: 0:00:03\u001b[K\rDiagonalising Hamiltonian kblocks: 58%|█████████▎ | ETA: 0:00:03\u001b[K\rDiagonalising Hamiltonian kblocks: 60%|█████████▋ | ETA: 0:00:03\u001b[K\rDiagonalising Hamiltonian kblocks: 65%|██████████▌ | ETA: 0:00:03\u001b[K\rDiagonalising Hamiltonian kblocks: 68%|██████████▉ | ETA: 0:00:02\u001b[K\rDiagonalising Hamiltonian kblocks: 73%|███████████▊ | ETA: 0:00:02\u001b[K\rDiagonalising Hamiltonian kblocks: 76%|████████████▏ | ETA: 0:00:02\u001b[K\rDiagonalising Hamiltonian kblocks: 81%|████████████▉ | ETA: 0:00:01\u001b[K\rDiagonalising Hamiltonian kblocks: 82%|█████████████▏ | ETA: 0:00:01\u001b[K\rDiagonalising Hamiltonian kblocks: 85%|█████████████▌ | ETA: 0:00:01\u001b[K\rDiagonalising Hamiltonian kblocks: 90%|██████████████▍ | ETA: 0:00:01\u001b[K\rDiagonalising Hamiltonian kblocks: 92%|██████████████▊ | ETA: 0:00:01\u001b[K\rDiagonalising Hamiltonian kblocks: 95%|███████████████▏| ETA: 0:00:00\u001b[K\rDiagonalising Hamiltonian kblocks: 97%|███████████████▋| ETA: 0:00:00\u001b[K\rDiagonalising Hamiltonian kblocks: 100%|████████████████| Time: 0:00:06\u001b[K\n" ] }, { "output_type": "execute_result", "data": { "text/plain": "Plot{Plots.GRBackend() n=420}", "image/png": 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