diff --git a/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-dark.png b/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-dark.png index 9745452..657d74b 100644 Binary files a/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-dark.png and b/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-dark.png differ diff --git a/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-light.png b/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-light.png index 6c4349b..4cc8281 100644 Binary files a/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-light.png and b/docs/source/figures/illustrations/bulk-water/effect_L_on_R1-light.png differ diff --git a/docs/source/references.bib b/docs/source/references.bib index f270fc0..5022839 100644 --- a/docs/source/references.bib +++ b/docs/source/references.bib @@ -567,6 +567,11 @@ @article{coasneMultiscaleAdsorptionTransport2016 url = {https://pubs.rsc.org/en/content/articlelanding/2016/nj/c5nj03194j}, } +@online{CorrelationsNMRRelaxation, + title = {Correlations of {{NMR}} Relaxation Time with Viscosity/Temperature, Diffusion Coefficient and Gas/Oil Ratio of Methane-Hydrocarbon Mixtures}, + url = {https://repository.rice.edu/items/3c174209-db4b-440e-9771-cab54461b998}, +} + @article{coudertMolecularMechanismSwing2017, title = {Molecular {{Mechanism}} of {{Swing Effect}} in {{Zeolitic Imidazolate Framework ZIF}}‐8: {{Continuous Deformation}} upon {{Adsorption}}}, shorttitle = {Molecular {{Mechanism}} of {{Swing Effect}} in {{Zeolitic Imidazolate Framework ZIF}}‐8}, @@ -1738,6 +1743,16 @@ @article{liuInterfacialLayerStructure2005 url = {https://linkinghub.elsevier.com/retrieve/pii/S000926140500936X}, } +@thesis{loCorrelationsNMRRelaxation1999, + title = {Correlations of {{NMR Relaxation Time}} with {{Viscosity}}/{{Temperature}}, {{Diffusion Coefficient}} and {{Gas}}/{{Oil Ratio}} of {{Methane-Hydrocarbon Mixtures}}}, + editora = {Lo, Sho-Wei}, + editoratype = {collaborator}, + year = {1999}, + institution = {{Rice University}}, + location = {{Houston}}, + url = {https://hdl.handle.net/1911/19530}, +} + @online{mackayCountoscopeMeasuringSelf2023, title = {The {{Countoscope}}: {{Measuring Self}} and {{Collective Dynamics}} without {{Trajectories}}}, shorttitle = {The {{Countoscope}}}, diff --git a/docs/source/theory/best-practice.rst b/docs/source/theory/best-practice.rst index 0944f6a..3f7cd50 100644 --- a/docs/source/theory/best-practice.rst +++ b/docs/source/theory/best-practice.rst @@ -103,14 +103,22 @@ Box size .. container:: justify - NMR relaxation measurements are sensitive to the box size, as small - systems are known to suffer from finite-size effects. + NMR relaxation measurements are sensitive to the + finite-size effects that can occur with small simulation boxes :cite:`grivetNMRRelaxationParameters2005`. .. container:: justify As an illustration, the NMR relaxation rate :math:`R_1` - was measured for water with different number of molecules :math:`N`, - with :math:`N \in [100,\,10000]`. + was measured for water with different number of molecules + :math:`N \in [100,\,10000]`, which correspond to equilibrium + box size of lateral sizes :math:`L \in [1.4,\,6.7]\,\text{nm}`. + Our results show that the inter-molecular + relaxation rate :math:`R_1^\text{inter}` is sensitive to the + box size even for the largest boxes considered here. Note that + :math:`R_1^\text{intra}`, which is the dominant contribution to + :math:`R_1` for water at ambient temperature, is barely affected + by the box size and therefore the resulting error induced on :math:`R_1` + remains small in this case. .. image:: ../figures/illustrations/bulk-water/effect_L_on_R1-dark.png :class: only-dark @@ -122,11 +130,11 @@ Box size .. container:: figurelegend - Figure: a) NMR relaxation rate :math:`R_1` as a function of the number of molecules :math:`N` + Figure: a) Inter-molecular NMR relaxation rate :math:`R_1^\text{inter}` as a function of the number of molecules :math:`N` for a bulk water system. For the smallest systems, results were averaged from up to 10 independent simulations and the error bar is calculated from - the standard deviation. b) Inter-molecular correlation function :math:`G` - for two different number of molecules. + the standard deviation. b) Inter-molecular correlation function :math:`G_\text{inter}` + for two different numbers of molecules. Dumping frequency ----------------- diff --git a/examples/illustrations/bulk-water.ipynb b/examples/illustrations/bulk-water.ipynb index a1b5171..7e9ca60 100644 --- a/examples/illustrations/bulk-water.ipynb +++ b/examples/illustrations/bulk-water.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 46, + "execution_count": 1, "id": "961dc0a5", "metadata": {}, "outputs": [], @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 2, "id": "936fd278", "metadata": {}, "outputs": [], @@ -35,7 +35,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 3, "id": "4d2e2b89", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 4, "id": "79e2ca71", "metadata": {}, "outputs": [], @@ -66,7 +66,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 5, "id": "a1028c0e", "metadata": {}, "outputs": [], @@ -83,7 +83,7 @@ }, { "cell_type": "code", - "execution_count": 51, + "execution_count": 6, "id": "fc36cfad", "metadata": {}, "outputs": [], @@ -101,7 +101,7 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": 7, "id": "a06bd83c", "metadata": {}, "outputs": [], @@ -112,7 +112,7 @@ }, { "cell_type": "code", - "execution_count": 53, + "execution_count": 8, "id": "dd831612", "metadata": {}, "outputs": [], @@ -141,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 9, "id": "3ef168be", "metadata": {}, "outputs": [], @@ -478,7 +478,7 @@ }, { "cell_type": "code", - "execution_count": 164, + "execution_count": 10, "id": "ecda8030", "metadata": {}, "outputs": [], @@ -525,13 +525,13 @@ }, { "cell_type": "code", - "execution_count": 165, + "execution_count": 21, "id": "9d58bbd2", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] @@ -551,12 +551,24 @@ } ], "source": [ + "unique_N = []\n", + "unique_mR1inter = []\n", + "unique_sR1inter = []\n", + "for N in np.unique(all_N):\n", + " unique_N.append(N)\n", + " sub_R1 = R10_inter_vs_N[all_N == N]\n", + " unique_mR1inter.append(np.mean(sub_R1))\n", + " unique_sR1inter.append(np.std(sub_R1) / np.sqrt(len(sub_R1)))\n", + "unique_N = np.array(unique_N)\n", + "unique_mR1inter = np.array(unique_mR1inter)\n", + "unique_sR1inter = np.array(unique_sR1inter)\n", + "\n", "unique_N = []\n", "unique_mR1 = []\n", "unique_sR1 = []\n", "for N in np.unique(all_N):\n", " unique_N.append(N)\n", - " sub_R1 = R10_inter_vs_N[all_N == N]\n", + " sub_R1 = R10_inter_vs_N[all_N == N] + R10_intra_vs_N[all_N == N]\n", " unique_mR1.append(np.mean(sub_R1))\n", " unique_sR1.append(np.std(sub_R1) / np.sqrt(len(sub_R1)))\n", "unique_N = np.array(unique_N)\n", @@ -566,27 +578,40 @@ "filename = \"effect_L_on_R1\"\n", "for mode, mygray in zip(['light', 'dark'], [colors[\"mylightgray\"], colors[\"mydarkgray\"]]): \n", " fig = plt.figure(figsize=(18,12))\n", - " ax, n, l_tot, c_tot = [], 0, 2, 1\n", + " ax, n, l_tot, c_tot = [], 0, 3, 1\n", " n += 1\n", " ax.append(plt.subplot(l_tot, c_tot, n))\n", - " ax[-1].errorbar(unique_N, unique_mR1, unique_sR1, unique_sR1*0, \"s\", color=colors[\"mycyan\"],\n", + " ax[-1].errorbar(unique_N, unique_mR1inter, unique_sR1inter, unique_sR1*0, \"s\", color=colors[\"mycyan\"],\n", " markersize = 12, linewidth=4, label=r'$R_1^\\mathrm{inter}$')\n", - " ax[-1].semilogx(unique_N, unique_mR1, \"s\", color=colors[\"mycyan\"],\n", + " ax[-1].semilogx(unique_N, unique_mR1inter, \"s\", color=colors[\"mycyan\"],\n", " markersize = 12, linewidth=4, label=r'$R_1^\\mathrm{inter}$')\n", " x = np.linspace(90, 12000)\n", " ax[-1].semilogx(x, x*0 + R10_inter_vs_N[-1],\n", " \"--\", color=colors[\"mycyan\"],\n", " markersize = 12, linewidth=4)\n", - " complete_panel(ax[-1], r'$N$', r'$R_1^\\mathrm{inter}$ (s$^{-1}$)',\n", + " complete_panel(ax[-1], None, r'$R_1^\\mathrm{inter}$ (s$^{-1}$)',\n", " legend=False, axis_color=mygray, xpad=15, locator_x = None)\n", " set_boundaries(plt, x_boundaries=(70, 20000), y_boundaries=(0.1, 0.14), y_ticks=np.arange(0.1, 0.142, 0.01))\n", + " #n += 1\n", + " #ax.append(plt.subplot(l_tot, c_tot, n))\n", + " #ax[-1].errorbar(unique_N, unique_mR1, unique_sR1, unique_sR1*0, \"s\", color=colors[\"mycyan\"],\n", + " # markersize = 12, linewidth=4, label=r'$R_1^\\mathrm{inter}$')\n", + " #ax[-1].semilogx(unique_N, unique_mR1, \"s\", color=colors[\"mycyan\"],\n", + " # markersize = 12, linewidth=4, label=r'$R_1^\\mathrm{inter}$')\n", + " #x = np.linspace(90, 12000)\n", + " #ax[-1].semilogx(x, x*0 + R10_inter_vs_N[-1] + R10_intra_vs_N[-1],\n", + " # \"--\", color=colors[\"mycyan\"],\n", + " # markersize = 12, linewidth=4)\n", + " #complete_panel(ax[-1], r'$N$', r'$R_1^\\mathrm{inter}$ (s$^{-1}$)',\n", + " # legend=False, axis_color=mygray, xpad=15, locator_x = None)\n", + " #set_boundaries(plt, x_boundaries=(70, 20000), y_boundaries=(0.2, 0.4), y_ticks=np.arange(0.2, 0.42, 0.1))\n", " n += 1\n", " ax.append(plt.subplot(l_tot, c_tot, n))\n", " ax[-1].loglog(t_N158, gij_N158, \"o\", color=colors[\"myorange\"],\n", " markersize = 12, linewidth=4, label=r'$N = 160$')\n", " ax[-1].loglog(t_N10000, gij_N10000, \"s\", color=colors[\"mycyan\"],\n", " markersize = 12, linewidth=4, label=r'$N = 10000$')\n", - " complete_panel(ax[-1], r'$t$ (ps)', r'$G$ (\\AA$^{-6}$)',\n", + " complete_panel(ax[-1], r'$t$ (ps)', r'$G_\\mathrm{inter}$ (\\AA$^{-6}$)',\n", " legend=True, axis_color=mygray, xpad=15, locator_x = None, locator_y = None)\n", " set_boundaries(plt, x_boundaries=(0.08, 2000), y_boundaries=(1e-6, 0.1)) #, y_ticks=np.arange(0.1, 0.142, 0.01))\n", " # x_ticks=np.arange(-1, 0.2, 0.2)\n",