diff --git a/docs/source/api/models/submodels/particle/msmr_diffusion.rst b/docs/source/api/models/submodels/particle/msmr_diffusion.rst index af7dfe2582..092895e2bd 100644 --- a/docs/source/api/models/submodels/particle/msmr_diffusion.rst +++ b/docs/source/api/models/submodels/particle/msmr_diffusion.rst @@ -4,4 +4,7 @@ MSMR Diffusion .. autoclass:: pybamm.particle.MSMRDiffusion :members: +.. autoclass:: pybamm.particle.MSMRStoichiometryVariables + :members: + .. footbibliography:: diff --git a/docs/source/examples/notebooks/models/MSMR.ipynb b/docs/source/examples/notebooks/models/MSMR.ipynb index 8f79a98b15..370e8911b3 100644 --- a/docs/source/examples/notebooks/models/MSMR.ipynb +++ b/docs/source/examples/notebooks/models/MSMR.ipynb @@ -17,7 +17,6 @@ "name": "stdout", "output_type": "stream", "text": [ - "zsh:1: no matches found: pybamm[plot,cite]\n", "Note: you may need to restart the kernel to use updated packages.\n" ] } @@ -188,7 +187,7 @@ "outputs": [ { "data": { - 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", 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", "text/plain": [ "
" ] @@ -216,8 +215,8 @@ "colors = [\"r\", \"g\", \"b\", \"c\", \"m\", \"y\"]\n", "\n", "# sto vs potential\n", - "x_n = param_n.x(U_n)\n", - "x_p = param_p.x(U_p)\n", + "x_n = param_n.x(U_n, T)\n", + "x_p = param_p.x(U_p, T)\n", "ax[0, 0].plot(parameter_values.evaluate(x_n), parameter_values.evaluate(U_n), \"k-\")\n", "ax[0, 1].plot(parameter_values.evaluate(x_p), parameter_values.evaluate(U_p), \"k-\")\n", "ax[0, 0].set_xlabel(\"x_n\")\n", @@ -227,7 +226,7 @@ "\n", "# fractional occupancy vs potential\n", "for i in range(6):\n", - " xj = param_n.x_j(U_n, i)\n", + " xj = param_n.x_j(U_n, T, i)\n", " ax[1, 0].plot(\n", " parameter_values.evaluate(x_n),\n", " parameter_values.evaluate(xj),\n", @@ -238,7 +237,7 @@ "ax[1, 0].set_ylabel(\"x_n_j\")\n", "ax[1, 0].legend()\n", "for i in range(4):\n", - " xj = param_p.x_j(U_p, i)\n", + " xj = param_p.x_j(U_p, T, i)\n", " ax[1, 1].plot(\n", " parameter_values.evaluate(x_p),\n", " parameter_values.evaluate(xj),\n", @@ -251,7 +250,7 @@ "\n", "# exchange current density vs potential\n", "for i in range(6):\n", - " xj = param_n.x_j(U_n, i)\n", + " xj = param_n.x_j(U_n, T, i)\n", " j0 = param_n.j0_j(c_e, U_n, T, i)\n", " ax[2, 0].plot(\n", " parameter_values.evaluate(x_n),\n", @@ -263,7 +262,7 @@ "ax[2, 0].set_ylabel(\"j0_n_j [A.m-2]\")\n", "ax[2, 0].legend()\n", "for i in range(4):\n", - " xj = param_p.x_j(U_p, i)\n", + " xj = param_p.x_j(U_p, T, i)\n", " j0 = param_p.j0_j(c_e, U_p, T, i)\n", " ax[2, 1].plot(\n", " parameter_values.evaluate(x_p),\n", @@ -297,14 +296,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "At t = 275.026 and h = 2.68649e-11, the corrector convergence failed repeatedly or with |h| = hmin.\n", - "At t = 275.028 and h = 4.19765e-11, the corrector convergence failed repeatedly or with |h| = hmin.\n" + "At t = 274.817 and h = 2.46871e-10, the corrector convergence failed repeatedly or with |h| = hmin.\n", + "At t = 274.836 and h = 1.27139e-11, the corrector convergence failed repeatedly or with |h| = hmin.\n" ] }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -345,12 +344,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "67da37f9dcb64ac696aca8772d5ffce7", + "model_id": "71c516c9569941ff8dc0e1afb57a3a8d", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "interactive(children=(FloatSlider(value=0.0, description='t', max=6.106530343899824, step=0.06106530343899824)…" + "interactive(children=(FloatSlider(value=0.0, description='t', max=6.106474917691876, step=0.06106474917691876)…" ] }, "metadata": {}, @@ -359,7 +358,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -399,12 +398,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "0b056c49819644d6848340ae609978f2", + "model_id": "94a091a0fe204a53b0d2ce09ebcd7fc9", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "interactive(children=(FloatSlider(value=0.0, description='t', max=6.106530343899824, step=0.06106530343899824)…" + "interactive(children=(FloatSlider(value=0.0, description='t', max=6.106474917691876, step=0.06106474917691876)…" ] }, "metadata": {}, @@ -413,7 +412,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -456,7 +455,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -465,7 +464,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -520,14 +519,15 @@ "text": [ "[1] Joel A. E. Andersson, Joris Gillis, Greg Horn, James B. Rawlings, and Moritz Diehl. CasADi – A software framework for nonlinear optimization and optimal control. Mathematical Programming Computation, 11(1):1–36, 2019. doi:10.1007/s12532-018-0139-4.\n", "[2] Daniel R Baker and Mark W Verbrugge. Multi-species, multi-reaction model for porous intercalation electrodes: part i. model formulation and a perturbation solution for low-scan-rate, linear-sweep voltammetry of a spinel lithium manganese oxide electrode. Journal of The Electrochemical Society, 165(16):A3952, 2018.\n", - "[3] Chang-Hui Chen, Ferran Brosa Planella, Kieran O'Regan, Dominika Gastol, W. Dhammika Widanage, and Emma Kendrick. Development of Experimental Techniques for Parameterization of Multi-scale Lithium-ion Battery Models. Journal of The Electrochemical Society, 167(8):080534, 2020. doi:10.1149/1945-7111/ab9050.\n", - "[4] Marc Doyle, Thomas F. Fuller, and John Newman. Modeling of galvanostatic charge and discharge of the lithium/polymer/insertion cell. Journal of the Electrochemical society, 140(6):1526–1533, 1993. doi:10.1149/1.2221597.\n", - "[5] Charles R. Harris, K. Jarrod Millman, Stéfan J. van der Walt, Ralf Gommers, Pauli Virtanen, David Cournapeau, Eric Wieser, Julian Taylor, Sebastian Berg, Nathaniel J. Smith, and others. Array programming with NumPy. Nature, 585(7825):357–362, 2020. doi:10.1038/s41586-020-2649-2.\n", - "[6] Peyman Mohtat, Suhak Lee, Jason B Siegel, and Anna G Stefanopoulou. Towards better estimability of electrode-specific state of health: decoding the cell expansion. Journal of Power Sources, 427:101–111, 2019.\n", - "[7] Valentin Sulzer, Scott G. Marquis, Robert Timms, Martin Robinson, and S. Jon Chapman. Python Battery Mathematical Modelling (PyBaMM). Journal of Open Research Software, 9(1):14, 2021. doi:10.5334/jors.309.\n", - "[8] Mark Verbrugge, Daniel Baker, Brian Koch, Xingcheng Xiao, and Wentian Gu. Thermodynamic model for substitutional materials: application to lithiated graphite, spinel manganese oxide, iron phosphate, and layered nickel-manganese-cobalt oxide. Journal of The Electrochemical Society, 164(11):E3243, 2017.\n", - "[9] Pauli Virtanen, Ralf Gommers, Travis E. Oliphant, Matt Haberland, Tyler Reddy, David Cournapeau, Evgeni Burovski, Pearu Peterson, Warren Weckesser, Jonathan Bright, and others. SciPy 1.0: fundamental algorithms for scientific computing in Python. Nature Methods, 17(3):261–272, 2020. doi:10.1038/s41592-019-0686-2.\n", - "[10] Andrew Weng, Jason B Siegel, and Anna Stefanopoulou. Differential voltage analysis for battery manufacturing process control. arXiv preprint arXiv:2303.07088, 2023.\n", + "[3] Von DAG Bruggeman. Berechnung verschiedener physikalischer konstanten von heterogenen substanzen. i. dielektrizitätskonstanten und leitfähigkeiten der mischkörper aus isotropen substanzen. Annalen der physik, 416(7):636–664, 1935.\n", + "[4] Chang-Hui Chen, Ferran Brosa Planella, Kieran O'Regan, Dominika Gastol, W. Dhammika Widanage, and Emma Kendrick. Development of Experimental Techniques for Parameterization of Multi-scale Lithium-ion Battery Models. Journal of The Electrochemical Society, 167(8):080534, 2020. doi:10.1149/1945-7111/ab9050.\n", + "[5] Marc Doyle, Thomas F. Fuller, and John Newman. Modeling of galvanostatic charge and discharge of the lithium/polymer/insertion cell. Journal of the Electrochemical society, 140(6):1526–1533, 1993. doi:10.1149/1.2221597.\n", + "[6] Charles R. Harris, K. Jarrod Millman, Stéfan J. van der Walt, Ralf Gommers, Pauli Virtanen, David Cournapeau, Eric Wieser, Julian Taylor, Sebastian Berg, Nathaniel J. Smith, and others. Array programming with NumPy. Nature, 585(7825):357–362, 2020. doi:10.1038/s41586-020-2649-2.\n", + "[7] Peyman Mohtat, Suhak Lee, Jason B Siegel, and Anna G Stefanopoulou. Towards better estimability of electrode-specific state of health: decoding the cell expansion. Journal of Power Sources, 427:101–111, 2019.\n", + "[8] Valentin Sulzer, Scott G. Marquis, Robert Timms, Martin Robinson, and S. Jon Chapman. Python Battery Mathematical Modelling (PyBaMM). Journal of Open Research Software, 9(1):14, 2021. doi:10.5334/jors.309.\n", + "[9] Mark Verbrugge, Daniel Baker, Brian Koch, Xingcheng Xiao, and Wentian Gu. Thermodynamic model for substitutional materials: application to lithiated graphite, spinel manganese oxide, iron phosphate, and layered nickel-manganese-cobalt oxide. Journal of The Electrochemical Society, 164(11):E3243, 2017.\n", + "[10] Pauli Virtanen, Ralf Gommers, Travis E. Oliphant, Matt Haberland, Tyler Reddy, David Cournapeau, Evgeni Burovski, Pearu Peterson, Warren Weckesser, Jonathan Bright, and others. SciPy 1.0: fundamental algorithms for scientific computing in Python. Nature Methods, 17(3):261–272, 2020. doi:10.1038/s41592-019-0686-2.\n", + "[11] Andrew Weng, Jason B Siegel, and Anna Stefanopoulou. Differential voltage analysis for battery manufacturing process control. arXiv preprint arXiv:2303.07088, 2023.\n", "\n" ] } @@ -553,7 +553,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.11.8" }, "vscode": { "interpreter": { diff --git a/pybamm/__init__.py b/pybamm/__init__.py index a6da38904c..1ded4cc187 100644 --- a/pybamm/__init__.py +++ b/pybamm/__init__.py @@ -196,8 +196,26 @@ # Remove any imported modules, so we don't expose them as part of pybamm del sys -__all__ = ['batch_study', 'callbacks', 'citations', 'discretisations', - 'doc_utils', 'experiment', 'expression_tree', 'geometry', 'input', - 'logger', 'meshes', 'models', 'parameters', 'plotting', 'settings', - 'simulation', 'solvers', 'spatial_methods', 'type_definitions', - 'util', 'version'] +__all__ = [ + "batch_study", + "callbacks", + "citations", + "discretisations", + "doc_utils", + "experiment", + "expression_tree", + "geometry", + "input", + "logger", + "meshes", + "models", + "parameters", + "plotting", + "settings", + "simulation", + "solvers", + "spatial_methods", + "type_definitions", + "util", + "version", +] diff --git a/pybamm/models/full_battery_models/lithium_ion/dfn.py b/pybamm/models/full_battery_models/lithium_ion/dfn.py index c2ff8f4fc4..c22d74ef68 100644 --- a/pybamm/models/full_battery_models/lithium_ion/dfn.py +++ b/pybamm/models/full_battery_models/lithium_ion/dfn.py @@ -69,6 +69,17 @@ def set_particle_submodel(self): submod = pybamm.particle.MSMRDiffusion( self.param, domain, self.options, phase=phase, x_average=False ) + # also set the submodel for calculating stoichiometry from + # potential + self.submodels[f"{domain} {phase} stoichiometry"] = ( + pybamm.particle.MSMRStoichiometryVariables( + self.param, + domain, + self.options, + phase=phase, + x_average=False, + ) + ) self.submodels[f"{domain} {phase} particle"] = submod self.submodels[f"{domain} {phase} total particle concentration"] = ( pybamm.particle.TotalConcentration( diff --git a/pybamm/models/full_battery_models/lithium_ion/electrode_soh.py b/pybamm/models/full_battery_models/lithium_ion/electrode_soh.py index 380a9283a8..a5710dc986 100644 --- a/pybamm/models/full_battery_models/lithium_ion/electrode_soh.py +++ b/pybamm/models/full_battery_models/lithium_ion/electrode_soh.py @@ -202,6 +202,7 @@ def __init__( x_n = param.n.prim.x x_p = param.p.prim.x + T = param.T_ref V_max = param.voltage_high_cut V_min = param.voltage_low_cut Q_n = pybamm.InputParameter("Q_n") @@ -221,21 +222,21 @@ def __init__( if "Un_0" in solve_for: Un_0 = pybamm.Variable("Un(x_0)") Up_0 = V_min + Un_0 - x_0 = x_n(Un_0) - y_0 = x_p(Up_0) + x_0 = x_n(Un_0, T) + y_0 = x_p(Up_0, T) # Define variables for 100% state of charge # TODO: thermal effects (include dU/dT) if "Un_100" in solve_for: Un_100 = pybamm.Variable("Un(x_100)") Up_100 = V_max + Un_100 - x_100 = x_n(Un_100) - y_100 = x_p(Up_100) + x_100 = x_n(Un_100, T) + y_100 = x_p(Up_100, T) else: Un_100 = pybamm.InputParameter("Un(x_100)") Up_100 = pybamm.InputParameter("Up(y_100)") - x_100 = x_n(Un_100) - y_100 = x_p(Up_100) + x_100 = x_n(Un_100, T) + y_100 = x_p(Up_100, T) # Define equations for 100% state of charge if "Un_100" in solve_for: @@ -682,20 +683,20 @@ def get_initial_stoichiometries(self, initial_value, tol=1e-6, inputs=None): soc = pybamm.Variable("soc") x = x_0 + soc * (x_100 - x_0) y = y_0 - soc * (y_0 - y_100) + T_ref = parameter_values["Reference temperature [K]"] if self.options["open-circuit potential"] == "MSMR": xn = param.n.prim.x xp = param.p.prim.x Up = pybamm.Variable("Up") Un = pybamm.Variable("Un") - soc_model.algebraic[Up] = x - xn(Un) - soc_model.algebraic[Un] = y - xp(Up) + soc_model.algebraic[Up] = x - xn(Un, T_ref) + soc_model.algebraic[Un] = y - xp(Up, T_ref) soc_model.initial_conditions[Un] = 0 soc_model.initial_conditions[Up] = V_max soc_model.algebraic[soc] = Up - Un - V_init else: Up = param.p.prim.U Un = param.n.prim.U - T_ref = parameter_values["Reference temperature [K]"] soc_model.algebraic[soc] = Up(y, T_ref) - Un(x, T_ref) - V_init # initial guess for soc linearly interpolates between 0 and 1 # based on V linearly interpolating between V_max and V_min @@ -1051,14 +1052,15 @@ def _get_msmr_potential_model(parameter_values, param): V_min = param.voltage_low_cut x_n = param.n.prim.x x_p = param.p.prim.x + T = param.T_ref model = pybamm.BaseModel() Un = pybamm.Variable("Un") Up = pybamm.Variable("Up") x = pybamm.InputParameter("x") y = pybamm.InputParameter("y") model.algebraic = { - Un: x_n(Un) - x, - Up: x_p(Up) - y, + Un: x_n(Un, T) - x, + Up: x_p(Up, T) - y, } model.initial_conditions = { Un: 1 - x, diff --git a/pybamm/models/full_battery_models/lithium_ion/newman_tobias.py b/pybamm/models/full_battery_models/lithium_ion/newman_tobias.py index ae373debc0..9ecd32708a 100644 --- a/pybamm/models/full_battery_models/lithium_ion/newman_tobias.py +++ b/pybamm/models/full_battery_models/lithium_ion/newman_tobias.py @@ -52,6 +52,17 @@ def set_particle_submodel(self): submod = pybamm.particle.MSMRDiffusion( self.param, domain, self.options, phase=phase, x_average=True ) + # also set the submodel for calculating stoichiometry from + # potential + self.submodels[f"{domain} {phase} stoichiometry"] = ( + pybamm.particle.MSMRStoichiometryVariables( + self.param, + domain, + self.options, + phase=phase, + x_average=True, + ) + ) self.submodels[f"{domain} {phase} particle"] = submod self.submodels[f"{domain} {phase} total particle concentration"] = ( pybamm.particle.TotalConcentration( diff --git a/pybamm/models/full_battery_models/lithium_ion/spm.py b/pybamm/models/full_battery_models/lithium_ion/spm.py index e655050b28..a983db5577 100644 --- a/pybamm/models/full_battery_models/lithium_ion/spm.py +++ b/pybamm/models/full_battery_models/lithium_ion/spm.py @@ -108,6 +108,17 @@ def set_particle_submodel(self): submod = pybamm.particle.MSMRDiffusion( self.param, domain, self.options, phase=phase, x_average=True ) + # also set the submodel for calculating stoichiometry from + # potential + self.submodels[f"{domain} {phase} stoichiometry"] = ( + pybamm.particle.MSMRStoichiometryVariables( + self.param, + domain, + self.options, + phase=phase, + x_average=True, + ) + ) self.submodels[f"{domain} {phase} particle"] = submod self.submodels[f"{domain} {phase} total particle concentration"] = ( pybamm.particle.TotalConcentration( diff --git a/pybamm/models/submodels/interface/kinetics/msmr_butler_volmer.py b/pybamm/models/submodels/interface/kinetics/msmr_butler_volmer.py index 6a4b9f5023..dafda9ea89 100644 --- a/pybamm/models/submodels/interface/kinetics/msmr_butler_volmer.py +++ b/pybamm/models/submodels/interface/kinetics/msmr_butler_volmer.py @@ -117,7 +117,7 @@ def _get_standard_exchange_current_by_reaction_variables(self, j0, index): return variables def _get_kinetics_by_reaction(self, j0, ne, eta_r, T, u, index): - alpha = self.phase_param.alpha_bv_j(index) + alpha = self.phase_param.alpha_bv_j(T, index) Feta_RT = self.param.F * eta_r / (self.param.R * T) return ( u diff --git a/pybamm/models/submodels/particle/__init__.py b/pybamm/models/submodels/particle/__init__.py index 1f52863fc6..4645e97dac 100644 --- a/pybamm/models/submodels/particle/__init__.py +++ b/pybamm/models/submodels/particle/__init__.py @@ -3,8 +3,13 @@ from .polynomial_profile import PolynomialProfile from .x_averaged_polynomial_profile import XAveragedPolynomialProfile from .total_particle_concentration import TotalConcentration -from .msmr_diffusion import MSMRDiffusion +from .msmr_diffusion import MSMRDiffusion, MSMRStoichiometryVariables -__all__ = ['base_particle', 'fickian_diffusion', 'msmr_diffusion', - 'polynomial_profile', 'total_particle_concentration', - 'x_averaged_polynomial_profile'] +__all__ = [ + "base_particle", + "fickian_diffusion", + "msmr_diffusion", + "polynomial_profile", + "total_particle_concentration", + "x_averaged_polynomial_profile", +] diff --git a/pybamm/models/submodels/particle/msmr_diffusion.py b/pybamm/models/submodels/particle/msmr_diffusion.py index c53f313ab4..fb712dcdef 100644 --- a/pybamm/models/submodels/particle/msmr_diffusion.py +++ b/pybamm/models/submodels/particle/msmr_diffusion.py @@ -12,6 +12,10 @@ class MSMRDiffusion(BaseParticle): :footcite:t:`Verbrugge2017`, along with parameter values for a number of substitutional materials. + In this submodel, the stoichiometry depends on the potential in the particle and + the temperature, so dUdT is not used. See `:meth:`pybamm.LithiumIonParameters.dUdT` + for more explanation. + Parameters ---------- param : parameter class @@ -45,7 +49,6 @@ def get_fundamental_variables(self): # particle-size distribution, if applicable). The potential is then used to # calculate the stoichiometry, which is used to calculate the particle # concentration. - c_max = self.phase_param.c_max if self.size_distribution is False: if self.x_average is False: U = pybamm.Variable( @@ -59,7 +62,7 @@ def get_fundamental_variables(self): U.print_name = f"U_{domain[0]}" else: U_xav = pybamm.Variable( - f"X-averaged {domain} {phase_name}particle " "potential [V]", + f"X-averaged {domain} {phase_name}particle potential [V]", f"{domain} {phase_name}particle", auxiliary_domains={"secondary": "current collector"}, ) @@ -68,7 +71,7 @@ def get_fundamental_variables(self): else: if self.x_average is False: U_distribution = pybamm.Variable( - f"{Domain} {phase_name}particle " "potential distribution [V]", + f"{Domain} {phase_name}particle potential distribution [V]", domain=f"{domain} {phase_name}particle", auxiliary_domains={ "secondary": f"{domain} {phase_name}particle size", @@ -117,24 +120,6 @@ def get_fundamental_variables(self): self._get_standard_potential_distribution_variables(U_distribution) ) - # Calculate the stoichiometry distribution from the potential distribution - x_distribution = self.phase_param.x(U_distribution) - dxdU_distribution = self.phase_param.dxdU(U_distribution) - - # Standard stoichiometry and concentration distribution variables - # (size-dependent) - c_s_distribution = x_distribution * c_max - variables.update( - self._get_standard_concentration_distribution_variables( - c_s_distribution - ) - ) - variables.update( - self._get_standard_differential_stoichiometry_distribution_variables( - dxdU_distribution - ) - ) - # Standard size-averaged variables. Average potentials using # the volume-weighted distribution since they are volume-based # quantities. Necessary for output variables "Total lithium in @@ -146,21 +131,6 @@ def get_fundamental_variables(self): # Standard potential variables variables.update(self._get_standard_potential_variables(U)) - # Standard fractional occupancy variables (these are indexed by reaction number) - variables.update(self._get_standard_fractional_occupancy_variables(U)) - variables.update( - self._get_standard_differential_fractional_occupancy_variables(U) - ) - - # Calculate the (total) stoichiometry from the potential - x = self.phase_param.x(U) - dxdU = self.phase_param.dxdU(U) - - # Standard (total) stoichiometry and concentration variables (size-independent) - c_s = x * c_max - variables.update(self._get_standard_concentration_variables(c_s)) - variables.update(self._get_standard_differential_stoichiometry_variables(dxdU)) - return variables def get_coupled_variables(self, variables): @@ -190,9 +160,7 @@ def get_coupled_variables(self, variables): f"X-averaged {domain} {phase_name}particle differential " "stoichiometry [V-1]" ] - U = variables[ - f"X-averaged {domain} {phase_name}particle " "potential [V]" - ] + U = variables[f"X-averaged {domain} {phase_name}particle potential [V]"] T = pybamm.PrimaryBroadcast( variables[f"X-averaged {domain} electrode temperature [K]"], [f"{domain} {phase_name}particle"], @@ -217,7 +185,7 @@ def get_coupled_variables(self, variables): "distribution [V-1]" ] U = variables[ - f"{Domain} {phase_name}particle potential " "distribution [V]" + f"{Domain} {phase_name}particle potential distribution [V]" ] # broadcast T to "particle size" domain then again into "particle" T = pybamm.PrimaryBroadcast( @@ -302,13 +270,11 @@ def set_rhs(self, variables): if self.x_average is False: U = variables[f"{Domain} {phase_name}particle potential [V]"] else: - U = variables[ - f"X-averaged {domain} {phase_name}particle " "potential [V]" - ] + U = variables[f"X-averaged {domain} {phase_name}particle potential [V]"] else: if self.x_average is False: U = variables[ - f"{Domain} {phase_name}particle " "potential distribution [V]" + f"{Domain} {phase_name}particle potential distribution [V]" ] else: U = variables[ @@ -325,13 +291,11 @@ def set_boundary_conditions(self, variables): if self.x_average is False: U = variables[f"{Domain} {phase_name}particle potential [V]"] else: - U = variables[ - f"X-averaged {domain} {phase_name}particle " "potential [V]" - ] + U = variables[f"X-averaged {domain} {phase_name}particle potential [V]"] else: if self.x_average is False: U = variables[ - f"{Domain} {phase_name}particle " "potential distribution [V]" + f"{Domain} {phase_name}particle potential distribution [V]" ] else: U = variables[ @@ -353,13 +317,11 @@ def set_initial_conditions(self, variables): if self.x_average is False: U = variables[f"{Domain} {phase_name}particle potential [V]"] else: - U = variables[ - f"X-averaged {domain} {phase_name}particle " "potential [V]" - ] + U = variables[f"X-averaged {domain} {phase_name}particle potential [V]"] else: if self.x_average is False: U = variables[ - f"{Domain} {phase_name}particle " "potential distribution [V]" + f"{Domain} {phase_name}particle potential distribution [V]" ] else: U = variables[ @@ -382,14 +344,14 @@ def _get_standard_potential_variables(self, U): U_av = pybamm.r_average(U_xav) variables = { f"{Domain} {phase_name}particle potential [V]": U, - f"X-averaged {domain} {phase_name}particle " "potential [V]": U_xav, - f"R-averaged {domain} {phase_name}particle " "potential [V]": U_rav, + f"X-averaged {domain} {phase_name}particle potential [V]": U_xav, + f"R-averaged {domain} {phase_name}particle potential [V]": U_rav, f"Average {domain} {phase_name}particle potential [V]": U_av, f"{Domain} {phase_name}particle surface potential [V]": U_surf, f"X-averaged {domain} {phase_name}particle " "surface potential [V]": U_surf_av, - f"Minimum {domain} {phase_name}particle potential [V]" "": pybamm.min(U), - f"Maximum {domain} {phase_name}particle potential [V]" "": pybamm.max(U), + f"Minimum {domain} {phase_name}particle potential [V]": pybamm.min(U), + f"Maximum {domain} {phase_name}particle potential [V]": pybamm.max(U), f"Minimum {domain} {phase_name}particle " "surface potential [V]": pybamm.min(U_surf), f"Maximum {domain} {phase_name}particle " @@ -492,7 +454,64 @@ def _get_standard_potential_distribution_variables(self, U): } return variables - def _get_standard_fractional_occupancy_variables(self, U): + +class MSMRStoichiometryVariables(BaseParticle): + def __init__(self, param, domain, options, phase="primary", x_average=False): + super().__init__(param, domain, options, phase) + self.x_average = x_average + + def get_coupled_variables(self, variables): + domain, Domain = self.domain_Domain + phase_name = self.phase_name + + U = variables[f"{Domain} {phase_name}particle potential [V]"] + T = variables[f"{Domain} electrode temperature [K]"] + + # Standard fractional occupancy variables (these are indexed by reaction number) + variables.update(self._get_standard_fractional_occupancy_variables(U, T)) + variables.update( + self._get_standard_differential_fractional_occupancy_variables(U, T) + ) + + # Calculate the (total) stoichiometry from the potential + x = self.phase_param.x(U, T) + dxdU = self.phase_param.dxdU(U, T) + + # Standard (total) stoichiometry and concentration variables (size-independent) + c_max = self.phase_param.c_max + c_s = x * c_max + variables.update(self._get_standard_concentration_variables(c_s)) + variables.update(self._get_standard_differential_stoichiometry_variables(dxdU)) + + if self.size_distribution is True: + U_distribution = variables[ + f"{Domain} {phase_name}particle potential distribution [V]" + ] + T = variables[f"{Domain} electrode temperature [K]"] + T_distribution = pybamm.PrimaryBroadcast( + pybamm.PrimaryBroadcast(T, f"{domain} particle size"), + f"{domain} particle", + ) + # Calculate the stoichiometry distribution from the potential distribution + x_distribution = self.phase_param.x(U_distribution, T_distribution) + dxdU_distribution = self.phase_param.dxdU(U_distribution, T_distribution) + + # Standard stoichiometry and concentration distribution variables + # (size-dependent) + c_s_distribution = x_distribution * c_max + variables.update( + self._get_standard_concentration_distribution_variables( + c_s_distribution + ) + ) + variables.update( + self._get_standard_differential_stoichiometry_distribution_variables( + dxdU_distribution + ) + ) + return variables + + def _get_standard_fractional_occupancy_variables(self, U, T): options = self.options domain = self.domain d = domain[0] @@ -500,7 +519,7 @@ def _get_standard_fractional_occupancy_variables(self, U): # Loop over all reactions N = int(getattr(options, domain)["number of MSMR reactions"]) for i in range(N): - x = self.phase_param.x_j(U, i) + x = self.phase_param.x_j(U, T, i) x_surf = pybamm.surf(x) x_surf_av = pybamm.x_average(x_surf) x_xav = pybamm.x_average(x) @@ -518,7 +537,7 @@ def _get_standard_fractional_occupancy_variables(self, U): ) return variables - def _get_standard_differential_fractional_occupancy_variables(self, U): + def _get_standard_differential_fractional_occupancy_variables(self, U, T): options = self.options domain = self.domain d = domain[0] @@ -526,7 +545,7 @@ def _get_standard_differential_fractional_occupancy_variables(self, U): # Loop over all reactions N = int(getattr(options, domain)["number of MSMR reactions"]) for i in range(N): - dxdU = self.phase_param.dxdU_j(U, i) + dxdU = self.phase_param.dxdU_j(U, T, i) dxdU_surf = pybamm.surf(dxdU) dxdU_surf_av = pybamm.x_average(dxdU_surf) dxdU_xav = pybamm.x_average(dxdU) diff --git a/pybamm/parameters/lithium_ion_parameters.py b/pybamm/parameters/lithium_ion_parameters.py index 74e3c1dd78..4ee8953c99 100644 --- a/pybamm/parameters/lithium_ion_parameters.py +++ b/pybamm/parameters/lithium_ion_parameters.py @@ -498,7 +498,7 @@ def _set_parameters(self): self.U_init = pybamm.Parameter( f"{pref}Initial voltage in {domain} electrode [V]", ) - self.c_init = self.x(self.U_init) * self.c_max + self.c_init = self.x(self.U_init, main.T_init) * self.c_max else: self.c_init = pybamm.FunctionParameter( f"{pref}Initial concentration in {domain} electrode [mol.m-3]", @@ -623,7 +623,11 @@ def dead_lithium_decay_rate(self, L_sei): ) def U(self, sto, T, lithiation=None): - """Dimensional open-circuit potential [V]""" + """ + Dimensional open-circuit potential [V], calculated as + U(x,T) = U_ref(x) + dUdT(x) * (T - T_ref). See the documentation for + dUdT for more details. + """ # bound stoichiometry between tol and 1-tol. Adding 1/sto + 1/(sto-1) later # will ensure that ocp goes to +- infinity if sto goes into that region # anyway @@ -653,7 +657,14 @@ def U(self, sto, T, lithiation=None): def dUdT(self, sto): """ - Dimensional entropic change of the open-circuit potential [V.K-1] + Dimensional entropic change of the open-circuit potential [V.K-1]. + + Note: in the "classical" formulation, the open-circuit potential is defined + as U(x,T) = U_ref(x) + dUdT(x) * (T - T_ref). The user provides U_ref and + dUdT, and the model uses these to calculate U. dUdT is also used to calculate + the reversible heat generation term in the thermal model. However, in the + "MSMR" formulation, stoichiometry is explicitly defined as a function of U and + T, and dUdT is only used to calculate the reversible heat generation term. """ domain, Domain = self.domain_Domain inputs = { @@ -666,52 +677,54 @@ def dUdT(self, sto): inputs, ) - def X_j(self, index): + def X_j(self, T, index): "Available host sites indexed by reaction j" + inputs = {"Temperature [K]": T} domain = self.domain d = domain[0] - Xj = pybamm.Parameter(f"X_{d}_{index}") + Xj = pybamm.FunctionParameter(f"X_{d}_{index}", inputs) return Xj - def U0_j(self, index): + def U0_j(self, T, index): "Equilibrium potential indexed by reaction j" + inputs = {"Temperature [K]": T} domain = self.domain d = domain[0] - U0j = pybamm.Parameter(f"U0_{d}_{index}") + U0j = pybamm.FunctionParameter(f"U0_{d}_{index}", inputs) return U0j - def w_j(self, index): + def w_j(self, T, index): "Order parameter indexed by reaction j" + inputs = {"Temperature [K]": T} domain = self.domain d = domain[0] - wj = pybamm.Parameter(f"w_{d}_{index}") + wj = pybamm.FunctionParameter(f"w_{d}_{index}", inputs) return wj - def alpha_bv_j(self, index): + def alpha_bv_j(self, T, index): "Dimensional Butler-Volmer exchange-current density indexed by reaction j" + inputs = {"Temperature [K]": T} domain = self.domain d = domain[0] - alpha_bv_j = pybamm.Parameter(f"a_{d}_{index}") + alpha_bv_j = pybamm.FunctionParameter(f"a_{d}_{index}", inputs) return alpha_bv_j - def x_j(self, U, index): + def x_j(self, U, T, index): "Fractional occupancy of site j as a function of potential" - T = self.main_param.T_ref f = self.main_param.F / (self.main_param.R * T) - U0j = self.U0_j(index) - wj = self.w_j(index) - Xj = self.X_j(index) + U0j = self.U0_j(T, index) + wj = self.w_j(T, index) + Xj = self.X_j(T, index) # Equation 5, Baker et al 2018 xj = Xj / (1 + pybamm.exp(f * (U - U0j) / wj)) return xj - def dxdU_j(self, U, index): + def dxdU_j(self, U, T, index): "Derivative of fractional occupancy of site j as a function of potential [V-1]" - T = self.main_param.T_ref f = self.main_param.F / (self.main_param.R * T) - U0j = self.U0_j(index) - wj = self.w_j(index) - Xj = self.X_j(index) + U0j = self.U0_j(T, index) + wj = self.w_j(T, index) + Xj = self.X_j(T, index) e = pybamm.exp(f * (U - U0j) / wj) # Equation 25, Baker et al 2018 dxjdU = -(f / wj) * (Xj * e) / (1 + e) ** 2 @@ -725,13 +738,13 @@ def j0_j(self, c_e, U, T, index): tol = pybamm.settings.tolerances["j0__c_e"] c_e = pybamm.maximum(c_e, tol) c_e_ref = self.main_param.c_e_init - xj = self.x_j(U, index) + xj = self.x_j(U, T, index) # xj = pybamm.maximum(pybamm.minimum(xj, (1 - tol)), tol) f = self.main_param.F / (self.main_param.R * T) - wj = self.w_j(index) - self.X_j(index) - aj = self.alpha_bv_j(index) + wj = self.w_j(T, index) + self.X_j(T, index) + aj = self.alpha_bv_j(T, index) j0_ref_j = pybamm.FunctionParameter( f"j0_ref_{d}_{index}", {"Temperature [K]": T} ) @@ -749,21 +762,21 @@ def j0_j(self, c_e, U, T, index): j0_j = ( j0_ref_j * xj**wj - * pybamm.exp(f * (1 - aj) * (U - self.U0_j(index))) + * pybamm.exp(f * (1 - aj) * (U - self.U0_j(T, index))) * (c_e / c_e_ref) ** (1 - aj) ) return j0_j - def x(self, U): + def x(self, U, T): "Stoichiometry as a function of potential (for use with MSMR models)" N = int(self.options["number of MSMR reactions"]) # Equation 6, Baker et al 2018 x = 0 for i in range(N): - x += self.x_j(U, i) + x += self.x_j(U, T, i) return x - def dxdU(self, U): + def dxdU(self, U, T): """ Differential stoichiometry as a function of potential (for use with MSMR models) """ @@ -771,7 +784,7 @@ def dxdU(self, U): # Equation 25, Baker et al 2018 dxdU = 0 for i in range(N): - dxdU += self.dxdU_j(U, i) + dxdU += self.dxdU_j(U, T, i) return dxdU def t_change(self, sto):