diff --git a/CHANGELOG.md b/CHANGELOG.md index 48d0d7ba32..8acf123583 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -15,6 +15,10 @@ - Fixed bug where IDAKLU solver failed when `output variables` were specified and an event triggered. ([#4300](https://github.com/pybamm-team/PyBaMM/pull/4300)) +## Breaking Changes + +- Wycisk OCP reformatted to a more generalizable form. ([[#4332](https://github.com/pybamm-team/PyBaMM/issues/4332)]) + # [v24.5](https://github.com/pybamm-team/PyBaMM/tree/v24.5) - 2024-07-26 ## Features diff --git a/docs/source/examples/notebooks/models/differential-capacity-hysteresis-state.ipynb b/docs/source/examples/notebooks/models/differential-capacity-hysteresis-state.ipynb index 3a3bb81a53..17d1f33dbc 100644 --- a/docs/source/examples/notebooks/models/differential-capacity-hysteresis-state.ipynb +++ b/docs/source/examples/notebooks/models/differential-capacity-hysteresis-state.ipynb @@ -133,7 +133,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -141,6 +141,7 @@ " {\n", " \"Secondary: Negative particle hysteresis decay rate\": 0.005,\n", " \"Secondary: Negative particle hysteresis switching factor\": 10,\n", + " \"Secondary: Initial hysteresis state in negative electrode\": 0,\n", " },\n", " check_already_exists=False,\n", ")\n", @@ -181,18 +182,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "metadata": {}, "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e6677ed985c14dd8941223b20650f6fd", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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"text/plain": [ - "interactive(children=(FloatSlider(value=0.0, description='t', max=3.1492654802910014, step=0.03149265480291001…" + "
" ] }, "metadata": {}, @@ -208,23 +205,19 @@ " \"X-averaged negative electrode secondary open-circuit potential [V]\",\n", "]\n", "\n", - "pybamm.QuickPlot(solution_dchs, output_variables=output_variables).dynamic_plot()" + "pybamm.QuickPlot(solution_dchs, output_variables=output_variables).plot(0)" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "51ea98d2812c4afd97b1b9c33ee95eef", - "version_major": 2, - "version_minor": 0 - }, + "image/png": 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"text/plain": [ - "interactive(children=(FloatSlider(value=0.0, description='t', max=3.1492654802910014, step=0.03149265480291001…" + "
" ] }, "metadata": {}, @@ -241,7 +234,7 @@ " [solution_current_sigmoid, solution_dchs],\n", " labels=[\"Current sigmoid\", \"DCHS\"],\n", " output_variables=output_variables,\n", - ").dynamic_plot()" + ").plot(1.5)" ] } ], diff --git a/src/pybamm/models/submodels/interface/open_circuit_potential/wycisk_ocp.py b/src/pybamm/models/submodels/interface/open_circuit_potential/wycisk_ocp.py index 2a79c78a48..ae575589f6 100644 --- a/src/pybamm/models/submodels/interface/open_circuit_potential/wycisk_ocp.py +++ b/src/pybamm/models/submodels/interface/open_circuit_potential/wycisk_ocp.py @@ -147,7 +147,7 @@ def set_rhs(self, variables): domain, Domain = self.domain_Domain phase_name = self.phase_name - current = variables[ + i_surf = variables[ f"{Domain} electrode {phase_name}interfacial current density [A.m-2]" ] # check if composite or not @@ -165,7 +165,7 @@ def set_rhs(self, variables): h = variables[f"{Domain} electrode {phase_name}hysteresis state"] dhdt = ( - K * (current / (Q_cell * (dQdU**K_x))) * (1 - pybamm.sign(current) * h) + K * (i_surf / (Q_cell * (dQdU**K_x))) * (1 - pybamm.sign(i_surf) * h) ) #! current is backwards for a halfcell self.rhs[h] = dhdt @@ -173,4 +173,4 @@ def set_initial_conditions(self, variables): domain, Domain = self.domain_Domain phase_name = self.phase_name h = variables[f"{Domain} electrode {phase_name}hysteresis state"] - self.initial_conditions[h] = pybamm.Scalar(0) + self.initial_conditions[h] = self.phase_param.h_init diff --git a/src/pybamm/parameters/lithium_ion_parameters.py b/src/pybamm/parameters/lithium_ion_parameters.py index f5a76c6d48..cd9f0c444d 100644 --- a/src/pybamm/parameters/lithium_ion_parameters.py +++ b/src/pybamm/parameters/lithium_ion_parameters.py @@ -522,7 +522,9 @@ def _set_parameters(self): self.hysteresis_switch = pybamm.Parameter( f"{pref}{Domain} particle hysteresis switching factor" ) - self.h_init = pybamm.Scalar(0) + self.h_init = pybamm.Parameter( + f"{pref}Initial hysteresis state in {domain} electrode" + ) if self.options["open-circuit potential"] != "MSMR": self.U_init = self.U(self.sto_init_av, main.T_init) diff --git a/tests/integration/test_models/test_full_battery_models/test_lithium_ion/test_mpm.py b/tests/integration/test_models/test_full_battery_models/test_lithium_ion/test_mpm.py index 6e67f349fa..45c7345d54 100644 --- a/tests/integration/test_models/test_full_battery_models/test_lithium_ion/test_mpm.py +++ b/tests/integration/test_models/test_full_battery_models/test_lithium_ion/test_mpm.py @@ -81,6 +81,7 @@ def test_wycisk_ocp(self): + 0.1, "Negative particle hysteresis decay rate": 1, "Negative particle hysteresis switching factor": 1, + "Initial hysteresis state in negative electrode": -0.5, # "Negative electrode OCP hysteresis [V]": lambda sto: 1, }, check_already_exists=False,