{ "cells": [ { "cell_type": "markdown", "id": "5655e204", "metadata": { "papermill": { "duration": 0.002038, "end_time": "2026-08-26T20:19:54.544409+00:00", "exception": false, "start_time": "2026-08-26T20:19:54.542371+00:00", "status": "completed" }, "tags": [] }, "source": [ "# Greenland time series\n", "This notebook plots whole-ice-sheet scalar diagnostics (GrIS) from the CISM\n", "component history stream over the full run: ice area (grounded/floating),\n", "ice mass (total / above flotation), and the individual mass balance flux\n", "terms (SMB, calving, frontal melt, basal melt, grounding-line flux, and\n", "the force-retreat / remove-icecap correction terms)." ] }, { "cell_type": "code", "execution_count": 1, "id": "3cc3096d", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:19:54.548205Z", "iopub.status.busy": "2026-08-26T20:19:54.548013Z", "iopub.status.idle": "2026-08-26T20:19:55.324102Z", "shell.execute_reply": "2026-08-26T20:19:55.323353Z" }, "papermill": { "duration": 0.779046, "end_time": "2026-08-26T20:19:55.325024+00:00", "exception": false, "start_time": "2026-08-26T20:19:54.545978+00:00", "status": "completed" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "# Import packages\n", "import os\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "from cupid_utils.glc import utils\n", "\n", "# to display figures in notebook after executing the code.\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "id": "901ab1b0", "metadata": { "papermill": { "duration": 0.001478, "end_time": "2026-08-26T20:19:55.328578+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.327100+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Parameter configuration\n", "\n", "Some parameters are set in CUPiD's `config.yml` file,\n", "others are derived from these parameters." ] }, { "cell_type": "code", "execution_count": 2, "id": "df4dd0ca", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:19:55.332842Z", "iopub.status.busy": "2026-08-26T20:19:55.332356Z", "iopub.status.idle": "2026-08-26T20:19:55.335333Z", "shell.execute_reply": "2026-08-26T20:19:55.334895Z" }, "papermill": { "duration": 0.005645, "end_time": "2026-08-26T20:19:55.335782+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.330137+00:00", "status": "completed" }, "tags": [ "parameters", "hide-input" ] }, "outputs": [], "source": [ "# Parameter Defaults\n", "\n", "CESM_output_dir = \"\"\n", "case_name = \"\" # case name\n", "start_date = \"\"\n", "end_date = \"\"\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "95da27f3", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:19:55.339698Z", "iopub.status.busy": "2026-08-26T20:19:55.339556Z", "iopub.status.idle": "2026-08-26T20:19:55.342762Z", "shell.execute_reply": "2026-08-26T20:19:55.342327Z" }, "papermill": { "duration": 0.005871, "end_time": "2026-08-26T20:19:55.343353+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.337482+00:00", "status": "completed" }, "tags": [ "injected-parameters" ] }, "outputs": [], "source": [ "# Parameters\n", "case_name = \"n1850.LM.n30b23.507.GAaxg.20260820\"\n", "base_case_name = \"\"\n", "CESM_output_dir = \"/datalake/NS9560K/noresm3/cases\"\n", "start_date = \"1407-01-01\"\n", "end_date = \"1466-01-01\"\n", "base_start_date = \"0000-01-01\"\n", "base_end_date = \"0000-01-01\"\n", "lc_kwargs = {\"threads_per_worker\": 1}\n", "serial = False\n", "subset_kwargs = {}\n", "product = \"/nird/datapeak/NS9560K/users/heig/CUPiD_Apr/examples/glc_full_test/computed_notebooks//glc/Greenland_time_series.ipynb\"\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "f5213af9", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:19:55.347068Z", "iopub.status.busy": "2026-08-26T20:19:55.346920Z", "iopub.status.idle": "2026-08-26T20:19:55.349660Z", "shell.execute_reply": "2026-08-26T20:19:55.349202Z" }, "papermill": { "duration": 0.005215, "end_time": "2026-08-26T20:19:55.350080+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.344865+00:00", "status": "completed" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "start_year = int(start_date.split(\"-\")[0])\n", "end_year = int(end_date.split(\"-\")[0])\n", "\n", "case_path = os.path.join(\n", " CESM_output_dir, case_name, \"glc\", \"hist\"\n", ") # path to CISM component history output\n" ] }, { "cell_type": "markdown", "id": "32e79c5b", "metadata": { "papermill": { "duration": 0.001481, "end_time": "2026-08-26T20:19:55.353175+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.351694+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Make dataset\n", "\n", "Read the scalar time series over the full run and convert to the\n", "same units used elsewhere in CUPiD's glc notebooks (Gt, Gt/yr, km2)." ] }, { "cell_type": "code", "execution_count": 5, "id": "2fb7ffdd", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:19:55.356963Z", "iopub.status.busy": "2026-08-26T20:19:55.356787Z", "iopub.status.idle": "2026-08-26T20:20:03.090753Z", "shell.execute_reply": "2026-08-26T20:20:03.090082Z" }, "papermill": { "duration": 7.737167, "end_time": "2026-08-26T20:20:03.091815+00:00", "exception": false, "start_time": "2026-08-26T20:19:55.354648+00:00", "status": "completed" }, "tags": [ "hide-cell" ] }, "outputs": [], "source": [ "AREA_VARS = [\"iareag\"] # floating ice area omitted for GrIS (negligible)\n", "MASS_VARS = [\"imass\", \"imass_above_flotation\"]\n", "FLUX_VARS = [\n", " \"total_smb_flux\",\n", " \"total_calving_flux\",\n", " \"total_frontal_melt_flux\",\n", " \"total_bmb_flux\",\n", " \"total_rmicecap_flux\",\n", " \"total_forceretreat_flux\",\n", " \"total_gl_flux\",\n", "]\n", "\n", "scalars = utils.read_cesm_scalars(\n", " case_path, case_name, 'GrIS', start_year, end_year, AREA_VARS + MASS_VARS + FLUX_VARS,\n", ")\n", "if scalars is None:\n", " raise RuntimeError(f\"GrIS not present in {case_name!r} output — skipping notebook.\")" ] }, { "cell_type": "code", "execution_count": 6, "id": "48f023a2", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:20:03.096960Z", "iopub.status.busy": "2026-08-26T20:20:03.096776Z", "iopub.status.idle": "2026-08-26T20:20:03.101364Z", "shell.execute_reply": "2026-08-26T20:20:03.100841Z" }, "papermill": { "duration": 0.007636, "end_time": "2026-08-26T20:20:03.101841+00:00", "exception": false, "start_time": "2026-08-26T20:20:03.094205+00:00", "status": "completed" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "# Unit conversions\n", "sec_in_yr = 60 * 60 * 24 * 365\n", "kg_to_Gt = 1e-12\n", "m2_to_km2 = 1e-6\n", "\n", "area = {v: scalars[v].data * m2_to_km2 for v in AREA_VARS}\n", "mass = {v: scalars[v].data * kg_to_Gt for v in MASS_VARS}\n", "flux = {v: scalars[v].data * sec_in_yr * kg_to_Gt for v in FLUX_VARS}\n", "\n", "# CISM time is cftime, not plottable directly; use integer years instead\n", "time = scalars[\"time\"].dt.year.data" ] }, { "cell_type": "markdown", "id": "681b223d", "metadata": { "papermill": { "duration": 0.00169, "end_time": "2026-08-26T20:20:03.105539+00:00", "exception": false, "start_time": "2026-08-26T20:20:03.103849+00:00", "status": "completed" }, "tags": [] }, "source": [ "## Generate plots\n", "\n", "Three panels: ice area, ice mass, and the individual mass balance flux\n", "terms, following the same line-plot style used for the SMB average\n", "evolution time series." ] }, { "cell_type": "code", "execution_count": 7, "id": "ee914c4b", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T20:20:03.109679Z", "iopub.status.busy": "2026-08-26T20:20:03.109531Z", "iopub.status.idle": "2026-08-26T20:20:03.549506Z", "shell.execute_reply": "2026-08-26T20:20:03.548943Z" }, "papermill": { "duration": 0.443139, "end_time": "2026-08-26T20:20:03.550355+00:00", "exception": false, "start_time": "2026-08-26T20:20:03.107216+00:00", "status": "completed" }, "tags": [ "hide-input" ] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "LONG_NAMES = {\n", " \"iareag\": \"grounded ice area\",\n", " \"iareaf\": \"floating ice area\",\n", " \"imass\": \"total ice mass\",\n", " \"imass_above_flotation\": \"ice mass above flotation\",\n", " \"total_smb_flux\": \"surface mass balance\",\n", " \"total_calving_flux\": \"calving\",\n", " \"total_frontal_melt_flux\": \"frontal melt\",\n", " \"total_bmb_flux\": \"basal mass balance\",\n", " \"total_rmicecap_flux\": \"remove-icecap\",\n", " \"total_forceretreat_flux\": \"force-retreat\",\n", " \"total_gl_flux\": \"grounding-line flux\",\n", "}\n", "\n", "# Dashed for the two removal/correction terms, dotted for grounding-line\n", "# flux, solid for the physical mass balance terms.\n", "FLUX_LINESTYLES = {\n", " \"total_rmicecap_flux\": \"--\",\n", " \"total_forceretreat_flux\": \"--\",\n", " \"total_gl_flux\": \":\",\n", "}\n", "\n", "area_colors = [\"steelblue\", \"darkorange\"]\n", "mass_colors = [\"steelblue\", \"darkorange\"]\n", "flux_colors = [\"#1f77b4\", \"#ff7f0e\", \"#2ca02c\", \"#d62728\", \"#9467bd\", \"#8c564b\", \"#e377c2\"]\n", "\n", "sizefont = 14\n", "\n", "fig, axes = plt.subplots(3, 1, figsize=(16, 15), sharex=True)\n", "\n", "plt.sca(axes[0])\n", "for v, color in zip(AREA_VARS, area_colors):\n", " utils.plot_line(area[v], time, line=\"-\", color=color, label=LONG_NAMES[v], linewidth=2)\n", "axes[0].set_ylabel(\"Ice area\\n(km$^2$)\", fontsize=sizefont, fontweight=\"bold\")\n", "axes[0].legend(loc=\"best\", fontsize=11)\n", "axes[0].grid(True, alpha=0.3)\n", "\n", "plt.sca(axes[1])\n", "for v, color in zip(MASS_VARS, mass_colors):\n", " utils.plot_line(mass[v], time, line=\"-\", color=color, label=LONG_NAMES[v], linewidth=2)\n", "axes[1].set_ylabel(\"Ice mass\\n(Gt)\", fontsize=sizefont, fontweight=\"bold\")\n", "axes[1].legend(loc=\"best\", fontsize=11)\n", "axes[1].grid(True, alpha=0.3)\n", "\n", "plt.sca(axes[2])\n", "for v, color in zip(FLUX_VARS, flux_colors):\n", " utils.plot_line(\n", " flux[v], time, line=FLUX_LINESTYLES.get(v, \"-\"), color=color, label=LONG_NAMES[v], linewidth=2,\n", " )\n", "axes[2].set_ylabel(\"Mass balance fluxes\\n(Gt/yr)\", fontsize=sizefont, fontweight=\"bold\")\n", "axes[2].legend(loc=\"best\", fontsize=10, ncol=2)\n", "axes[2].grid(True, alpha=0.3)\n", "axes[2].set_xlabel(r\"$Time$ (y)\", fontsize=sizefont, fontweight=\"bold\")\n", "\n", "fig.suptitle(f\"{case_name}\\nGreenland time series\", fontsize=sizefont)\n", "plt.tight_layout()" ] } ], "metadata": { "kernelspec": { "display_name": "cupid-analysis", "language": "python", "name": "cupid-analysis" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.11" }, "papermill": { "duration": 10.520481, "end_time": "2026-08-26T20:20:04.171111+00:00", "exception": null, "input_path": "/tmp/tmp3e9emex6.ipynb", "output_path": "/nird/datapeak/NS9560K/users/heig/CUPiD_Apr/examples/glc_full_test/computed_notebooks/glc/Greenland_time_series.ipynb", "parameters": { "CESM_output_dir": "/datalake/NS9560K/noresm3/cases", "base_case_name": "", "base_end_date": "0000-01-01", "base_start_date": "0000-01-01", "case_name": "n1850.LM.n30b23.507.GAaxg.20260820", "end_date": "1466-01-01", "lc_kwargs": { "threads_per_worker": 1 }, "product": "/nird/datapeak/NS9560K/users/heig/CUPiD_Apr/examples/glc_full_test/computed_notebooks//glc/Greenland_time_series.ipynb", "serial": false, "start_date": "1407-01-01", "subset_kwargs": {} }, "start_time": "2026-08-26T20:19:53.650630+00:00" } }, "nbformat": 4, "nbformat_minor": 5 }