{ "cells": [ { "cell_type": "markdown", "id": "77615fd7", "metadata": { "papermill": { "duration": 0.002464, "end_time": "2026-08-26T19:11:13.969552+00:00", "exception": false, "start_time": "2026-08-26T19:11:13.967088+00:00", "status": "completed" }, "tags": [] }, "source": [ "# Greenland scalar 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": "ca5a1f85", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:13.974262Z", "iopub.status.busy": "2026-08-26T19:11:13.973974Z", "iopub.status.idle": "2026-08-26T19:11:21.532608Z", "shell.execute_reply": "2026-08-26T19:11:21.531875Z" }, "papermill": { "duration": 7.562101, "end_time": "2026-08-26T19:11:21.533570+00:00", "exception": false, "start_time": "2026-08-26T19:11:13.971469+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": "f8a86e6b", "metadata": { "papermill": { "duration": 0.001535, "end_time": "2026-08-26T19:11:21.538288+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.536753+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": "2f4aaa1b", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:21.542424Z", "iopub.status.busy": "2026-08-26T19:11:21.542134Z", "iopub.status.idle": "2026-08-26T19:11:21.544890Z", "shell.execute_reply": "2026-08-26T19:11:21.544356Z" }, "papermill": { "duration": 0.005633, "end_time": "2026-08-26T19:11:21.545388+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.539755+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": "e2d5fb97", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:21.549223Z", "iopub.status.busy": "2026-08-26T19:11:21.549079Z", "iopub.status.idle": "2026-08-26T19:11:21.551943Z", "shell.execute_reply": "2026-08-26T19:11:21.551418Z" }, "papermill": { "duration": 0.005503, "end_time": "2026-08-26T19:11:21.552417+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.546914+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_thk_test/computed_notebooks//glc/Greenland_time_series.ipynb\"\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "9c897b73", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:21.556527Z", "iopub.status.busy": "2026-08-26T19:11:21.556355Z", "iopub.status.idle": "2026-08-26T19:11:21.558969Z", "shell.execute_reply": "2026-08-26T19:11:21.558488Z" }, "papermill": { "duration": 0.005453, "end_time": "2026-08-26T19:11:21.559582+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.554129+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": "bc4a0468", "metadata": { "papermill": { "duration": 0.001476, "end_time": "2026-08-26T19:11:21.562607+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.561131+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": "6da4a560", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:21.566304Z", "iopub.status.busy": "2026-08-26T19:11:21.566159Z", "iopub.status.idle": "2026-08-26T19:11:40.805617Z", "shell.execute_reply": "2026-08-26T19:11:40.804965Z" }, "papermill": { "duration": 19.24277, "end_time": "2026-08-26T19:11:40.806886+00:00", "exception": false, "start_time": "2026-08-26T19:11:21.564116+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": "2cbac7b2", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:40.820500Z", "iopub.status.busy": "2026-08-26T19:11:40.820299Z", "iopub.status.idle": "2026-08-26T19:11:40.826258Z", "shell.execute_reply": "2026-08-26T19:11:40.825676Z" }, "papermill": { "duration": 0.009728, "end_time": "2026-08-26T19:11:40.826724+00:00", "exception": false, "start_time": "2026-08-26T19:11:40.816996+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": "ac509367", "metadata": { "papermill": { "duration": 0.001494, "end_time": "2026-08-26T19:11:40.830036+00:00", "exception": false, "start_time": "2026-08-26T19:11:40.828542+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": "7fbf69ef", "metadata": { "execution": { "iopub.execute_input": "2026-08-26T19:11:40.833996Z", "iopub.status.busy": "2026-08-26T19:11:40.833791Z", "iopub.status.idle": "2026-08-26T19:11:41.429492Z", "shell.execute_reply": "2026-08-26T19:11:41.428909Z" }, "papermill": { "duration": 0.59901, "end_time": "2026-08-26T19:11:41.430549+00:00", "exception": false, "start_time": "2026-08-26T19:11:40.831539+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 scalar 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": 29.008061, "end_time": "2026-08-26T19:11:42.254358+00:00", "exception": null, "input_path": "/tmp/tmptp8_2ga8.ipynb", "output_path": "/nird/datapeak/NS9560K/users/heig/CUPiD_Apr/examples/glc_thk_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_thk_test/computed_notebooks//glc/Greenland_time_series.ipynb", "serial": false, "start_date": "1407-01-01", "subset_kwargs": {} }, "start_time": "2026-08-26T19:11:13.246297+00:00" } }, "nbformat": 4, "nbformat_minor": 5 }