{ "cells": [ { "cell_type": "markdown", "id": "134074b6-346b-4a31-a326-6fa2e54b0b6e", "metadata": {}, "source": [ "# Orbital-resolved and k-resolved bonding descriptors" ] }, { "cell_type": "code", "execution_count": 1, "id": "edb4ada5-1dc9-4f02-897d-ff133251b058", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "%config InlineBackend.figure_format = 'retina'" ] }, { "cell_type": "markdown", "id": "4c180a99-3def-4b1e-91df-e6acd3d416cc", "metadata": {}, "source": [ "![The structure of diamond with a single Wannier function plotted](images/structure.png)\n", "\n", "In [the basics](basics), we demonstrated the core functionality of `pengwann` by calculating, integrating and plotting the Wannier orbital Hamilton population (WOHP) and the Wannier orbital bond index (WOBI) for the C-C bond in diamond. We will now return to diamond once again to give a more detailed account of the outputs of `pengwann`, particularly with regards to resolving descriptors such as the WOHP with respect to axes other than the energy alone." ] }, { "cell_type": "markdown", "id": "95bba463-40e4-4935-8685-f8c8a05fb4bb", "metadata": {}, "source": [ "## Orbital-resolved descriptors" ] }, { "cell_type": "markdown", "id": "2ec64c9b-ed6a-4d41-9d1a-6ce7c13d3f78", "metadata": {}, "source": [ "### Manipulating `Interaction` objects" ] }, { "cell_type": "code", "execution_count": 2, "id": "219f4bb5-6593-4061-ab1e-178b1206c89e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Atomic interactions\n", "===================\n", "C8 <=> C9\n", "\n" ] } ], "source": [ "from pengwann.geometry import Geometry, identify_interatomic_interactions\n", "\n", "cutoffs = {('C', 'C'): 1.6}\n", "\n", "geometry = Geometry.from_xyz(seedname='wannier90', path='inputs')\n", "interactions = identify_interatomic_interactions(geometry, cutoffs)\n", "\n", "print(interactions)" ] }, { "cell_type": "markdown", "id": "0df0617f-6ee0-476b-ba29-ebedb5668a6e", "metadata": {}, "source": [ "As introduced in [the basics](basics), the interaction between two atoms *i* and *j* is represented by an {py:class}`~pengwann.interactions.AtomicInteraction` data structure:" ] }, { "cell_type": "code", "execution_count": 3, "id": "22be490c-025e-4672-95e5-a2338a1e4a4e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Atomic interaction C8 <=> C9\n", "============================\n", "DOS matrix => Not calculated\n", "WOHP => Not calculated\n", "WOBI => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "Charge => Not calculated\n", "\n", "\n", "Associated Wannier interactions\n", "-------------------------------\n", "0[0, 0, 1] <=> 1[0, 0, 0]\n", "0[0, 0, 1] <=> 3[0, 0, 0]\n", "0[0, 0, 1] <=> 4[0, 0, 0]\n", "0[0, 0, 1] <=> 7[0, 0, 0]\n", "2[1, 0, 0] <=> 1[0, 0, 0]\n", "2[1, 0, 0] <=> 3[0, 0, 0]\n", "2[1, 0, 0] <=> 4[0, 0, 0]\n", "2[1, 0, 0] <=> 7[0, 0, 0]\n", "5[1, 1, 1] <=> 1[0, 0, 0]\n", "5[1, 1, 1] <=> 3[0, 0, 0]\n", "5[1, 1, 1] <=> 4[0, 0, 0]\n", "5[1, 1, 1] <=> 7[0, 0, 0]\n", "6[0, 1, 0] <=> 1[0, 0, 0]\n", "6[0, 1, 0] <=> 3[0, 0, 0]\n", "6[0, 1, 0] <=> 4[0, 0, 0]\n", "6[0, 1, 0] <=> 7[0, 0, 0]\n", "\n" ] } ], "source": [ "print(interactions[8, 9])" ] }, { "cell_type": "markdown", "id": "63327a50-fef5-4e60-ad55-e3a2faf7792b", "metadata": {}, "source": [ "Previously, we concerned ourselves only with the total WOHP and WOBI for the interaction between `C8` and `C9`, but we can also resolve this interaction with respect to the interactions between individual Wannier functions:" ] }, { "cell_type": "code", "execution_count": 4, "id": "d00bd88e-cb00-4f82-943c-031f6d4134ab", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wannier interaction 0[0, 0, 1] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 3[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 4[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 7[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 2[1, 0, 0] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 2[1, 0, 0] <=> 3[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 2[1, 0, 0] <=> 4[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 2[1, 0, 0] <=> 7[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 5[1, 1, 1] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 5[1, 1, 1] <=> 3[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 5[1, 1, 1] <=> 4[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 5[1, 1, 1] <=> 7[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 6[0, 1, 0] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 6[0, 1, 0] <=> 3[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 6[0, 1, 0] <=> 4[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 6[0, 1, 0] <=> 7[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n" ] } ], "source": [ "for w_interaction in interactions[8, 9]:\n", " print(w_interaction)" ] }, { "cell_type": "markdown", "id": "48400b93-8666-4b85-9c7a-1372d80dd752", "metadata": {}, "source": [ "As shown above, just as we can iterate over an {py:class}`~pengwann.interactions.AtomicInteractionContainer` to yield individual `AtomicInteraction` objects, we can also iterate over an `AtomicInteraction` to yield a series of {py:class}`~pengwann.interactions.WannierInteraction` objects, each of which represents the interaction between one of the Wannier functions associated with `C8` and one of the Wannier functions associated with `C9`.\n", "\n", "We can also use [numpy](https://numpy.org)-style indexing to pick out specific `WannierInteraction` objects, much like we can pick out individual `AtomicInteraction` objects from an `AtomicInteractionContainer`:" ] }, { "cell_type": "code", "execution_count": 5, "id": "57b6a8dc-3a17-4841-ba5f-7ae2625f3673", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wannier interaction 0[0, 0, 1] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n" ] } ], "source": [ "print(interactions[8, 9][0, 1])" ] }, { "cell_type": "markdown", "id": "5833e7fa-61ce-435d-bdb4-e2177ea01745", "metadata": {}, "source": [ "If we provide only 1 index rather than 2, we can access all interactions between a given Wannier function and any other Wannier function:" ] }, { "cell_type": "code", "execution_count": 6, "id": "a0f73916-69bb-49fe-94aa-ea8aa13cb9b9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wannier interaction 0[0, 0, 1] <=> 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 3[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 4[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n", "Wannier interaction 0[0, 0, 1] <=> 7[0, 0, 0]\n", "=============================================\n", "DOS matrix => Not calculated\n", "H_ij => Not calculated\n", "P_ij => Not calculated\n", "IWOHP => Not calculated\n", "IWOBI => Not calculated\n", "Population => Not calculated\n", "\n" ] } ], "source": [ "for w_interaction in interactions[8, 9][0]:\n", " print(w_interaction)" ] }, { "cell_type": "markdown", "id": "e3043eca-900a-4179-adf7-6160b854e759", "metadata": {}, "source": [ ":::{note}\n", "If an `AtomicInteractionContainer` contains more than one interaction, the same logic can be applied to find all of the interactions between atom *i* and any other atom.\n", ":::\n", "\n", "---" ] }, { "cell_type": "markdown", "id": "8e1f6df4-a9bd-4dac-8225-ce4051f69032", "metadata": {}, "source": [ "Now that we understand how to access individual `WannierInteraction` objects, let us proceed as we did in [the basics](basics) and calculate the WOHP and the WOBI for the C-C bond between `C8` and `C9`:" ] }, { "cell_type": "code", "execution_count": 7, "id": "ccbcd8d6-1fbc-4eae-97a6-1923e208c0f6", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "70d0db8cb6a148ffa5d4fac930134698", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/16 [00:00 1[0, 0, 0]\n", "=============================================\n", "DOS matrix => Calculated\n", "H_ij => -3.564015\n", "P_ij => 0.2635638912672347\n", "IWOHP => Calculated\n", "IWOBI => Calculated\n", "Population => Calculated\n", "\n" ] } ], "source": [ "print(interactions[8, 9][0, 1])" ] }, { "cell_type": "markdown", "id": "eecf89ce-1890-4ec4-a29d-6980127f35f4", "metadata": {}, "source": [ "We are now able to access and plot WOHPs, WOBIs and their integrals for a series of individual `WannierInteraction` objects. For example, plotting all WOHPs and WOBIs for the interactions between Wannier function 0 and Wannier functions 1, 3, 4 and 7:" ] }, { "cell_type": "code", "execution_count": 10, "id": "122dd4e8-86d0-4d74-b02b-78f4efad39fd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0[0, 0, 1] <=> 1[0, 0, 0] IWOHP = 0.94\n", "0[0, 0, 1] <=> 3[0, 0, 0] IWOHP = 0.18\n", "0[0, 0, 1] <=> 4[0, 0, 0] IWOHP = 0.94\n", "0[0, 0, 1] <=> 7[0, 0, 0] IWOHP = 0.41\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 433, "width": 596 } }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "\n", "shifted_energies = dcalc.energies - mu\n", "\n", "fig, ax = plt.subplots()\n", "\n", "for w_interaction in interactions[8, 9][0]:\n", " ax.plot(shifted_energies, w_interaction.wohp, label=f\"{w_interaction.tag}\")\n", " print(f\"{w_interaction.tag} IWOHP = {w_interaction.iwohp:.2f}\")\n", "\n", "ax.axvline(x=0, color='black', ls='--', lw=1)\n", "\n", "ax.set_xlim(-25, 15)\n", "ax.set_ylim(-0.18, 0.18)\n", "\n", "ax.set_xlabel(r'$E - E_{\\mathrm{F}}$ / eV')\n", "ax.set_ylabel('WOHP')\n", "\n", "ax.legend(frameon=False)\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 11, "id": "0c2388ae-66b4-43d6-9bc6-24ef5c8a8fb7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0[0, 0, 1] <=> 1[0, 0, 0] IWOBI = 0.07\n", "0[0, 0, 1] <=> 3[0, 0, 0] IWOBI = 0.02\n", "0[0, 0, 1] <=> 4[0, 0, 0] IWOBI = 0.07\n", "0[0, 0, 1] <=> 7[0, 0, 0] IWOBI = 0.05\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 433, "width": 605 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "for w_interaction in interactions[8, 9][0]:\n", " ax.plot(shifted_energies, w_interaction.wobi, label=f\"{w_interaction.tag}\")\n", " print(f\"{w_interaction.tag} IWOBI = {w_interaction.iwobi:.2f}\")\n", "\n", "ax.axvline(x=0, color='black', ls='--', lw=1)\n", "\n", "ax.set_xlim(-25, 15)\n", "ax.set_ylim(-0.014, 0.014)\n", "\n", "ax.set_xlabel(r'$E - E_{\\mathrm{F}}$ / eV')\n", "ax.set_ylabel('WOBI')\n", "\n", "ax.legend(frameon=False)\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "ce7079f3-f489-4628-bd82-8f66d71897b4", "metadata": {}, "source": [ ":::{note}\n", "The WOHP and the WOBI arising from the interaction between Wannier function `0[0, 0, 1]` and Wannier function `1[0, 0, 0]` (blue line) are not visible in the plots above because they are overlapped almost exactly by the WOHP and the WOBI arising from the interaction between Wannier function `0[0, 0, 1]` and Wannier function `4[0, 0, 0]`.\n", ":::" ] }, { "cell_type": "markdown", "id": "b2a11d53-290f-4921-8bd9-54d317e194ba", "metadata": {}, "source": [ "## k-resolved descriptors " ] }, { "cell_type": "markdown", "id": "f7489607-9db7-4967-8811-63290342f499", "metadata": {}, "source": [ "As well as resolving bonding descriptors with respect to individual Wannier functions, `pengwann` also facilitates the calculation of k-resolved descriptors:" ] }, { "cell_type": "code", "execution_count": 12, "id": "76cb979a-2b6f-4fec-bf85-f6664690579c", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "cb8fab31fe204c609b0e79fbeec68bf4", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/16 [00:00" ] }, "metadata": { "image/png": { "height": 439, "width": 614 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "gamma_wohp = interactions[8, 9].wohp[:, 0]\n", "\n", "ax.plot(shifted_energies, gamma_wohp)\n", "ax.axvline(x=0, color='black', ls='--', lw=1)\n", "\n", "ax.set_xlim(-25, 15)\n", "ax.set_ylim(-0.0015, 0.0015)\n", "\n", "ax.set_xlabel(r'$E - E_{\\mathrm{F}}$ / eV')\n", "ax.set_ylabel('WOHP')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "349727ba-6e4c-42f1-a5e7-86a549ac1305", "metadata": {}, "source": [ "We can calculate the k-resolved IWOHP in exactly the same way we would for the non-k-resolved case:" ] }, { "cell_type": "code", "execution_count": 15, "id": "0a20dcce-7cfd-4a3e-8f87-ddc38641df62", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(4096,)\n" ] } ], "source": [ "interactions = interactions.with_integrals(dcalc.energies, mu)\n", "\n", "print(interactions[8, 9].iwohp.shape)" ] }, { "cell_type": "markdown", "id": "7b769aee-22ba-411b-943d-2b00818eba58", "metadata": {}, "source": [ "As indicated above, the `iwohp` attribute is now an array of $N_{\\mathrm{kpoints}}$ values, so we can access the IWOHP for any individual k-point:" ] }, { "cell_type": "code", "execution_count": 16, "id": "5e5eb089-e174-4b0b-a9ff-caa9703b9855", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "IWOHP at the Gamma point = 0.0013\n" ] } ], "source": [ "print(f\"IWOHP at the Gamma point = {interactions[8, 9].iwohp[0]:.4f}\")" ] } ], "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": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 5 }