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"0037b73f-f174-48e7-8e4f-0744d7d23fe0", + "metadata": {}, + "source": [ + "## FATES\n", + "\n", + "An important component of representing the land surface is accurately capturing vegetation dynamics and their impact on and interaction with the Earth system. Ecosystem demography models explicitly represent the size structure and successional state of vegetation, through direct simulation of plant growth, mortality, and regeneration. Thus, important vegetation characteristics such as vegetation canopy height, succession, and even potential biome shifts become emergent properties of the model rather than being prescribed.\n", + "\n", + "**FATES** is the \"**F**unctionally **A**ssembled **T**errestrial **E**cosystem **S**imulator\". FATES is a cohort model of vegetation competition and co-existence, allowing a representation of the biosphere which accounts for the division of the land surface into successional stages, and for competition for light between height structured cohorts of representative trees of various plant functional types. Individual plants within FATES are grouped into \"cohorts\" of the same size and PFT, and these cohorts compete for light and resources on individual \"patches\" that represent different disturbance histories. This type of ecosystem heterogeneity is in contrast to the default vegetation model in CLM, which uses two (sunlit & shaded) \"big leaf\" canopies per PFT, each on their own patch, with no representation of within-canopy structural heterogeneity or disturbance history.\n", + "\n", + "When CLM is coupled to FATES (\"CLM-FATES\"), CLM provides site and soil conditions and atmospheric forcing, while FATES simulates plant physiological, vegetation demography, and biogeochemical processes.\n", + "\n", + "

\n", + "\n", + "*

Processes simulated in CLM-FATES by each model. Top: processes simulated by FATES when connected to CLM. Arrows in purple indicate conditions supplied to FATES by CLM. Arrows in green indicate conditions supplied to CLM by FATES. Bottom: Processes simulated by CLM when connected to FATES. Green starred variables are simulated and provided by FATES or in the case of aerodynamic resistance (ra) are influenced by the FATES-provided roughness length, displacement height, and leaf dimension. †: Only used in FATES hydraulics mode. From Foster et al. (202).

*" + ] + }, + { + "cell_type": "markdown", + "id": "d7001292-e327-4218-8089-867099549f32", + "metadata": {}, + "source": [ + "### FATES Complexity Modes\n", + "\n", + "Currently, FATES can be run in several different \"complexity modes\", where parts of the vegetation model are driven by input data rather than simulated. These modes can be used to facilitate calibration, test features, or run simulations more quickly. These modes are:\n", + "\n", + "1. **Satellite Phenology** (SP) mode: this mode is designed to run with leaf area index (LAI), stem area index (SAI), and canopy height (HTOP) as input to the model. As such, all processes that are normally used to calculate these values are turned off (e.g., mortality, allocation, etc.)\n", + "\n", + "2. **No-Competition Mode**: this mode runs with full complexity in terms of processes, but places each FATES PFT on its own patch. As such, PFTs do not compete with one another. \n", + "\n", + "3. **Fixed Biogeography Mode**: this mode turns off prognostic spatial changes in the distribution of vegetation and instead, the model uses input data to determine which PFTs are present at any given gridcell. The patch area for each PFT is derived from the input CLM surface dataset. However, please note that the PFTs in the FATES parameter file do not always map one-to-one with the CLM PFTs on the surface dataset. See the FATES parameter *fates_hlm_pft_map* on the FATES parameter file for the correct mapping of FATES to CLM PFTs.\n", + "\n", + "4. **Full FATES Mode**: All processes are turned on an PFTs are allowed to grow anywhere.\n", + "\n", + "Note that there are different combinations of no-competition and fixed biogeography mode that will result in different model behaviors. See the
FATES namelist documentation for these options.\n", + "\n", + "
\n", + "\"FATES\n", + "
\n", + "\n", + "\n", + "We will start by running in Satellite Phenology mode, like in our big-leaf CLM exercises." + ] + }, + { + "cell_type": "markdown", + "id": "b90d4773-7ca0-4131-ab07-517608a3e976", + "metadata": {}, + "source": [ + "
\n", + "Exercise: Run a FATES case

\n", + " \n", + "Create a case called **i.fates.year1.a** using the compset `I2000Clm60FatesCrujraRs` at `f19_g17` resolution. \n", + "\n", + "We will need to turn on FATES satellite phenology mode using namelist changes to the `user_nl_clm` file, setting `use_fates_sp`, `use_fates_nocomp`, and `use_fates_fixed_biogeog` to true.\n", + "\n", + "Set the run length to **1 year**. \n", + "\n", + "Build and run the model.\n", + " \n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "dbb791d8-e002-4f48-8bc7-eac232cee6b5", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "\n", + " Click here for hints \n", + "\n", + "
\n", + "\n", + "**How do I compile?**\n", + "\n", + "You can compile with the command:\n", + "```\n", + "qcmd -- ./case.build\n", + "```\n", + "\n", + "
\n", + "\n", + "**How do I turn on FATES SP mode?**\n", + "\n", + "Use namelist variables: ``use_fates_sp``, ``use_fates_nocomp``, ``use_fates_fixed_biogeog``. \n", + "\n", + "Look at the online documentation for these variables.\n", + "\n", + "
\n", + "\n", + "**How do I change the run length to 1 year?**\n", + "\n", + "Use xml variables: ``STOP_OPTION`` and ``STOP_N``. \n", + "\n", + "
\n", + "\n", + "**How do I check my solution?**\n", + "\n", + "When your run is completed, go to the archive directory and navigate to the subdirectory `lnd/hist`\n", + "\n", + "```\n", + "cd /glade/derecho/scratch/$USER/archive/i.fates.year1.a\n", + "cd lnd/hist\n", + "```\n", + "\n", + "(1) Check that your archive directory contains the files:\n", + "\n", + "```\n", + "i.fates.year1.a.clm2.h0a.0001-01.nc\n", + "```\n", + "\n", + "(2) Investigate the contents of one of the files with ``ncdump``.\n", + "\n", + "```\n", + "ncdump -h b1850_high_freq.cam.h1.0001-01-01-00000.nc\n", + "```\n", + "\n", + "(3) Check the number of timesteps in the ``h1`` and the ``h2`` files.\n", + "Look at the sizes of the files.\n", + "\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "f639e182-f48a-431c-a594-9c34323417eb", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "**Create a new case**\n", + "\n", + "Create a new case i.fates.year1.a with the command:\n", + "```\n", + "cd /glade/u/home/$USER/code/my_cesm_code/cime/scripts\n", + "./create_newcase --case ~/cases/i.fates.year1.a --compset I2000Clm60FatesCrujraRs --res f19_g17 --run-unsupported\n", + "```\n", + "
\n", + "\n", + "**Setup**\n", + " \n", + "Invoke case.setup with the command:\n", + " \n", + "``` \n", + "cd ~/cases/i.fates.year1.a \n", + "./case.setup\n", + "```\n", + "
\n", + "\n", + "\n", + "**Customize namelist**\n", + " \n", + "Edit the file `user_nl_clm` and add the lines:\n", + "```\n", + "use_fates_sp = .true.\n", + "use_fates_nocomp = .true.\n", + "use_fates_fixed_biogeog = .true.\n", + "```\n", + "\n", + "Check the namelist by running:\n", + "``` \n", + "./preview_namelists\n", + "```\n", + "
\n", + "\n", + "**Set run length**\n", + " \n", + "Change the `run length`:\n", + "``` \n", + "./xmlchange STOP_N=1,STOP_OPTION=nyears\n", + "```\n", + "\n", + "
\n", + "\n", + "**Change the job queue and account number**\n", + "\n", + "If needed, change `job queue` and `account number`.
\n", + "For instance, to run in the queue `tutorial` and the project number ``UESM0015`` (You should use the project number given for this tutorial), use the command:\n", + "``` \n", + "./xmlchange JOB_QUEUE=tutorial,PROJECT=UESM0015 --force\n", + "```\n", + "\n", + "
\n", + "\n", + "**Change the runtime length**\n", + "\n", + "Change wallclock time to use the maximum of the allowed wallclock on Derecho:\n", + "```\n", + "./xmlchange --subgroup case.run JOB_WALLCLOCK_TIME=12:00:00\n", + "```\n", + "
\n", + "\n", + "**Build case:**\n", + "```\n", + "qcmd -- ./case.build\n", + "```\n", + "
\n", + " \n", + " \n", + "**Submit case:**\n", + "```\n", + "./case.submit\n", + "```\n", + "
\n", + "\n", + "**Check the run:**\n", + "When the run is completed, look into the archive directory for: \n", + "i.fates.year1.a. \n", + " \n", + "(1) Check that your archive directory on derecho (The path will be different on other machines): \n", + "```\n", + "cd /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist\n", + "\n", + "ls \n", + "```\n", + "
\n", + "\n", + "(2) Compare to control run:\n", + "```\n", + "ncdiff i.day5.a_pft.clm2.XXX.nc /glade/derecho/scratch/$USER/archive/i.day5.a/lnd/hist/i.day5.a.clm2.XXX.nc i_diff.nc\n", + "\n", + "ncview i_diff.nc\n", + "```\n", + "\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "b3ffd3cc-676e-4e7c-9ff4-cd65d4745397", + "metadata": { + "tags": [] + }, + "source": [ + "## Test your understanding" + ] + }, + { + "cell_type": "markdown", + "id": "03ac3664-5360-45d7-a3ad-0797a839a1d3", + "metadata": {}, + "source": [ + "- How did rholvis change (increase/decrease)? Given this, what do you expect the model response to be?\n", + "- What changes do you see from the control case with the modified rholvis parameter?\n", + "- ... OTHERS? " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27f332b2-5799-43a8-9060-50315ebdf6dc", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From c8c2b8adad72c1d4b3271d0da4697aca45b7141b Mon Sep 17 00:00:00 2001 From: Adrianna Foster Date: Thu, 25 Jun 2026 13:55:21 -0600 Subject: [PATCH 02/13] finalizing fates exercise --- .../challenge/clm_ctsm/clm_exercise_4.ipynb | 273 ++++++++++++++++-- 1 file changed, 253 insertions(+), 20 deletions(-) diff --git a/notebooks/challenge/clm_ctsm/clm_exercise_4.ipynb b/notebooks/challenge/clm_ctsm/clm_exercise_4.ipynb index 1e92e7a3b..7ab9cec50 100644 --- a/notebooks/challenge/clm_ctsm/clm_exercise_4.ipynb +++ b/notebooks/challenge/clm_ctsm/clm_exercise_4.ipynb @@ -55,6 +55,14 @@ "We will start by running in Satellite Phenology mode, like in our big-leaf CLM exercises." ] }, + { + "cell_type": "markdown", + "id": "6afa3c46-9939-46bf-9d37-d5a8874abd6e", + "metadata": {}, + "source": [ + "## FATES Control Case" + ] + }, { "cell_type": "markdown", "id": "b90d4773-7ca0-4131-ab07-517608a3e976", @@ -82,7 +90,7 @@ "
\n", "
\n", "\n", - " Click here for hints \n", + " Click here for hints \n", "\n", "
\n", "\n", @@ -121,17 +129,31 @@ "(1) Check that your archive directory contains the files:\n", "\n", "```\n", - "i.fates.year1.a.clm2.h0a.0001-01.nc\n", + "i.fates.year1.a.clm2.h0a.2000-01.nc i.fates.year1.a.clm2.h0i.2000-01.nc\n", + "i.fates.year1.a.clm2.h0a.2000-02.nc i.fates.year1.a.clm2.h0i.2000-02.nc\n", + "i.fates.year1.a.clm2.h0a.2000-03.nc i.fates.year1.a.clm2.h0i.2000-03.nc\n", + "i.fates.year1.a.clm2.h0a.2000-04.nc i.fates.year1.a.clm2.h0i.2000-04.nc\n", + "i.fates.year1.a.clm2.h0a.2000-05.nc i.fates.year1.a.clm2.h0i.2000-05.nc\n", + "i.fates.year1.a.clm2.h0a.2000-06.nc i.fates.year1.a.clm2.h0i.2000-06.nc\n", + "i.fates.year1.a.clm2.h0a.2000-07.nc i.fates.year1.a.clm2.h0i.2000-07.nc\n", + "i.fates.year1.a.clm2.h0a.2000-08.nc i.fates.year1.a.clm2.h0i.2000-08.nc\n", + "i.fates.year1.a.clm2.h0a.2000-09.nc i.fates.year1.a.clm2.h0i.2000-09.nc\n", + "i.fates.year1.a.clm2.h0a.2000-10.nc i.fates.year1.a.clm2.h0i.2000-10.nc\n", + "i.fates.year1.a.clm2.h0a.2000-11.nc i.fates.year1.a.clm2.h0i.2000-11.nc\n", + "i.fates.year1.a.clm2.h0a.2000-12.nc i.fates.year1.a.clm2.h0i.2000-12.nc\n", "```\n", "\n", "(2) Investigate the contents of one of the files with ``ncdump``.\n", "\n", "```\n", - "ncdump -h b1850_high_freq.cam.h1.0001-01-01-00000.nc\n", + "ncdump -h i.fates.year1.a.clm2.h0a.2000-01.nc\n", "```\n", "\n", - "(3) Check the number of timesteps in the ``h1`` and the ``h2`` files.\n", - "Look at the sizes of the files.\n", + "(3) Check to make sure we see some FATES variables:\n", + "\n", + "```\n", + "ncdump -h i.fates.year1.a.clm2.h0a.2000-01.nc | grep \"FATES\"\n", + "```\n", "\n", "
\n", "
" @@ -142,9 +164,9 @@ "id": "f639e182-f48a-431c-a594-9c34323417eb", "metadata": {}, "source": [ - "
\n", + "
\n", "
\n", - "Click here for the solution
\n", + "Click here for the solution
\n", "\n", "**Create a new case**\n", "\n", @@ -155,7 +177,7 @@ "```\n", "
\n", "\n", - "**Setup**\n", + "**Case setup**\n", " \n", "Invoke case.setup with the command:\n", " \n", @@ -225,7 +247,7 @@ "When the run is completed, look into the archive directory for: \n", "i.fates.year1.a. \n", " \n", - "(1) Check that your archive directory on derecho (The path will be different on other machines): \n", + "(1) Check that your archive directory on derecho (the path will be different on other machines): \n", "```\n", "cd /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist\n", "\n", @@ -233,41 +255,252 @@ "```\n", "
\n", "\n", + "(2) Check that your archive directory contains the files:\n", + "\n", + "```\n", + "i.fates.year1.a.clm2.h0a.2000-01.nc i.fates.year1.a.clm2.h0i.2000-01.nc\n", + "i.fates.year1.a.clm2.h0a.2000-02.nc i.fates.year1.a.clm2.h0i.2000-02.nc\n", + "i.fates.year1.a.clm2.h0a.2000-03.nc i.fates.year1.a.clm2.h0i.2000-03.nc\n", + "i.fates.year1.a.clm2.h0a.2000-04.nc i.fates.year1.a.clm2.h0i.2000-04.nc\n", + "i.fates.year1.a.clm2.h0a.2000-05.nc i.fates.year1.a.clm2.h0i.2000-05.nc\n", + "i.fates.year1.a.clm2.h0a.2000-06.nc i.fates.year1.a.clm2.h0i.2000-06.nc\n", + "i.fates.year1.a.clm2.h0a.2000-07.nc i.fates.year1.a.clm2.h0i.2000-07.nc\n", + "i.fates.year1.a.clm2.h0a.2000-08.nc i.fates.year1.a.clm2.h0i.2000-08.nc\n", + "i.fates.year1.a.clm2.h0a.2000-09.nc i.fates.year1.a.clm2.h0i.2000-09.nc\n", + "i.fates.year1.a.clm2.h0a.2000-10.nc i.fates.year1.a.clm2.h0i.2000-10.nc\n", + "i.fates.year1.a.clm2.h0a.2000-11.nc i.fates.year1.a.clm2.h0i.2000-11.nc\n", + "i.fates.year1.a.clm2.h0a.2000-12.nc i.fates.year1.a.clm2.h0i.2000-12.nc\n", + "```\n", + "\n", + "(2) Investigate the contents of one of the files with ``ncdump``.\n", + "\n", + "```\n", + "ncdump -h i.fates.year1.a.clm2.h0a.2000-01.nc\n", + "```\n", + "\n", + "(3) Check to make sure we see some FATES variables:\n", + "\n", + "```\n", + "ncdump -h i.fates.year1.a.clm2.h0a.2000-01.nc | grep \"FATES\"\n", + "```\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "58f9a16c-9845-40ed-be33-6c6b61b7449a", + "metadata": {}, + "source": [ + "## Modify FATES input data" + ] + }, + { + "cell_type": "markdown", + "id": "e4437454-21ab-4d49-922b-b2b98042c7cf", + "metadata": {}, + "source": [ + "We can modify the input to CLM-FATES by changing one of the plant functional type properties, just like in our CLM case. We will then compare these results with the control experiment.\n", + "\n", + "Instead of using a netcdf parameter file, FATES uses a json parameter file as its input. This makes it easy to modify with any text editing software." + ] + }, + { + "cell_type": "markdown", + "id": "3b160a06-3a78-4a37-9a2c-40618fde1ed8", + "metadata": {}, + "source": [ + "
\n", + "Exercise: Run an experimental case

\n", + " \n", + "Create a case called **i.fates.year1.a_vcmax** using the compset `I2000Clm60FatesCrujraRs` at `f19_g17` resolution. \n", + "\n", + "Look at variable “fates_leaf_vcmax25top” in the FATES parameter file (located in the FATES source directory: `/glade/u/home/$USER/code/my_cesm_code/CTSM/src/fates/parameter_files/fates_params_default.json`).\n", + "\n", + "This is the maximum carboxylation rate of Rubisco at 25ºC, at canopy top, and is indexed by FATES PFT and leaf age class. Modify the `fates_leaf_vcmax25top` parameter of the first PFT to 20.0.\n", + "\n", + "Set the run length to **1 year**. \n", + "\n", + "Build and run the model.\n", + " \n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "c46470ce-f6ec-4715-a75d-3f54599ea448", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "\n", + " Click here for hints \n", + "\n", + "
\n", + "\n", + "**How do I compile?**\n", + "\n", + "You can compile with the command:\n", + "```\n", + "qcmd -- ./case.build\n", + "```\n", + "\n", + "
\n", + "\n", + "**How do I modify the FATES parameter?**\n", + "\n", + "FATES automatically uses the parameter file in the FATES source code: `/glade/u/home/$USER/code/my_cesm_code/CTSM/src/fates/parameter_files/fates_params_default.json`.\n", + "\n", + "You can open this file using any text editing software. Use Ctrl+F to find the `fates_leaf_vcmax25top` parameter.\n", + "
\n", + "\n", + "**How do I change the run length to 1 year?**\n", + "\n", + "Use xml variables: ``STOP_OPTION`` and ``STOP_N``. \n", + "\n", + "
\n", + "\n", + "**How do I check my solution?**\n", + "\n", + "When your run is completed, go to the archive directory and navigate to the subdirectory `lnd/hist`\n", + "\n", + "```\n", + "cd /glade/derecho/scratch/$USER/archive/i.fates.year1.a_vcmax\n", + "cd lnd/hist\n", + "ls\n", + "```\n", + "\n", + "(2) Compare this run with our control run using `ncdiff` and `ncview`\n", + "\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "ff9b1b70-4c64-4ba1-900c-e47575f47324", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "**Clone a new case**\n", + "\n", + "Create a clone from the control experiment i.fates.year1.a_vcmax:\n", + "```\n", + "cd /glade/u/home/$USER/code/my_cesm_code/cime/scripts\n", + "./create_clone --case ~/cases/i.fates.year1.a_vcmax --clone ~/cases/i.fates.year1.a\n", + "```\n", + "
\n", + "\n", + "**Modify the FATES parameter file**\n", + "\n", + "Modify the fates_leaf_vcmax25top parameter in the FATES parameter file:\n", + "``` \n", + "cd /glade/u/home/$USER/code/my_cesm_code/CTSM/src/fates/parameter_files/\n", + "```\n", + "\n", + "Edit the parameter file by opening it with any text editing software. Update the fates_leaf_vcmax25top parameter in the first index location to be 20.0:\n", + "``` \n", + "\"fates_leaf_vcmax25top\": {\n", + " \"dtype\": \"float\",\n", + " \"dims\": [\"fates_leafage_class\", \"fates_pft\"],\n", + " \"long_name\": \"maximum carboxylation rate of Rub. at 25C, canopy top\",\n", + " \"units\": \"umol CO2/m^2/s\",\n", + " \"data\": [[20.0, 62.0, 39.0, 61.0, 58.0, 58.0, 62.0, 54.0, 54.0, 38.0, 54.0, 86.0, 78.0, 78.0]]\n", + "},\n", + "```\n", + "\n", + "
\n", + "\n", + "**Case setup**\n", + "``` \n", + "cd ~/cases/i.fates.year1.a_vcmax\n", + "./case.setup\n", + "```\n", + "
\n", + " \n", + "Check the namelist by running:\n", + "``` \n", + "./preview_namelists\n", + "```\n", + "
\n", + "\n", + "**Change the job queue and account number**\n", + "\n", + "If needed, change `job queue` and `account number`.
\n", + "For instance, to run in the queue `tutorial` and the project number ``UESM0015`` (You should use the project number given for this tutorial), use the command:\n", + "``` \n", + "./xmlchange JOB_QUEUE=tutorial,PROJECT=UESM0015 --force\n", + "```\n", + "\n", + "
\n", + "\n", + "**Change the runtime length**\n", + "\n", + "Change wallclock time to use the maximum of the allowed wallclock on Derecho:\n", + "```\n", + "./xmlchange --subgroup case.run JOB_WALLCLOCK_TIME=12:00:00\n", + "```\n", + "
\n", + "\n", + "**Build case:**\n", + "```\n", + "qcmd -- ./case.build\n", + "```\n", + "
\n", + " \n", + "**Submit case:**\n", + "```\n", + "./case.submit\n", + "```\n", + "
\n", + "\n", + "\n", + "**Check the run:**\n", + "When the run is completed, look into the archive directory for: \n", + "i.fates.year1.a. \n", + " \n", + "(1) Check that your archive directory on derecho (the path will be different on other machines): \n", + "```\n", + "cd /glade/derecho/scratch/$USER/archive/i.fates.year1.a_vcmax/lnd/hist\n", + "\n", + "ls \n", + "```\n", + "
\n", + "\n", "(2) Compare to control run:\n", "```\n", - "ncdiff i.day5.a_pft.clm2.XXX.nc /glade/derecho/scratch/$USER/archive/i.day5.a/lnd/hist/i.day5.a.clm2.XXX.nc i_diff.nc\n", + "ncdiff i.fates.year1.a_vcmax.XXX.nc /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist/i.fates.year1.a.clm2.XXX.nc i_diff.nc\n", "\n", "ncview i_diff.nc\n", "```\n", - "\n", "
\n", "
" ] }, { "cell_type": "markdown", - "id": "b3ffd3cc-676e-4e7c-9ff4-cd65d4745397", - "metadata": { - "tags": [] - }, + "id": "297c7eeb-712d-4ebc-9cd1-86f58a4c5433", + "metadata": {}, "source": [ "## Test your understanding" ] }, { "cell_type": "markdown", - "id": "03ac3664-5360-45d7-a3ad-0797a839a1d3", + "id": "96d6e5bc-239d-4ff6-98b4-fb92d188085c", "metadata": {}, "source": [ - "- How did rholvis change (increase/decrease)? Given this, what do you expect the model response to be?\n", - "- What changes do you see from the control case with the modified rholvis parameter?\n", - "- ... OTHERS? " + "- How did vcmax change (increase/decrease)? Given this, what do you expect the model response to be?\n", + "- What changes do you see from the control case with the modified vcmax parameter?" ] }, { "cell_type": "code", "execution_count": null, - "id": "27f332b2-5799-43a8-9060-50315ebdf6dc", + "id": "5b8ddfa1-e61e-47f4-b1a6-dedb33a7b4fc", "metadata": {}, "outputs": [], "source": [] From 4b7c7ec17325d6131d1c0e331d60894afb058211 Mon Sep 17 00:00:00 2001 From: Adrianna Foster Date: Fri, 26 Jun 2026 11:02:59 -0600 Subject: [PATCH 03/13] update figure; fates diagostics notebook --- images/challenge/FATES_complexity_modes.png | Bin 977644 -> 967227 bytes images/diagnostics/clm_ctsm/fates_plot_1.png | Bin 0 -> 172793 bytes images/diagnostics/clm_ctsm/fates_plot_2.png | Bin 0 -> 40170 bytes images/diagnostics/clm_ctsm/fates_plot_3.png | Bin 0 -> 69762 bytes images/diagnostics/clm_ctsm/fates_plot_4.png | Bin 0 -> 37094 bytes .../challenge/clm_ctsm/clm_exercise_4.ipynb | 25 +- notebooks/diagnostics/clm_ctsm/fates.ipynb | 3472 +++++++++++++++++ 7 files changed, 3493 insertions(+), 4 deletions(-) create mode 100644 images/diagnostics/clm_ctsm/fates_plot_1.png create mode 100644 images/diagnostics/clm_ctsm/fates_plot_2.png create mode 100644 images/diagnostics/clm_ctsm/fates_plot_3.png create mode 100644 images/diagnostics/clm_ctsm/fates_plot_4.png create mode 100644 notebooks/diagnostics/clm_ctsm/fates.ipynb diff --git a/images/challenge/FATES_complexity_modes.png b/images/challenge/FATES_complexity_modes.png index dadc7d69f119397d8da3ee3b9848a290c04840e6..aa21cbc92de17fed63e16573e9811179e405c89f 100644 GIT binary patch delta 638618 zcmY(pXCRw>*gkwqDMeLkZxyq)*4`= z`ErS}BHgWRW3aX8{F-f_n}>|rB)qKb&hNyK{dpfU=b5SswF$T&4zVIzG@yqkHuN0B?OYjW}w#nhCSnfW_aus+b! z^X%BQNi1KYEU4xS!IJA~d|B8kflc5qdJ$MRjy$ssC>ac_M*Mn%T4Si?R5*~ciVC!+ zvEj@Y`$BF0^z94S7>*oommvW;6&PA?)VZI2XGYjii1IN>s$3G_=$9c)R%Q8u%dNqX zjssK-`ll1D4(Az{7H_TZQfthvTgwNDvMEVnAGzIq<{Cl}ae>1^3MD6RVlqbxQ#<;f 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\n", "\n", "\n", - "We will start by running in Satellite Phenology mode, like in our big-leaf CLM exercises." + "We will be running FATES in Satellite Phenology mode." ] }, { @@ -371,6 +371,16 @@ "```\n", "\n", "(2) Compare this run with our control run using `ncdiff` and `ncview`\n", + "```\n", + "ncdiff i.fates.year1.a_vcmax.clm2.h0a.2000-06.nc /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist/i.fates.year1.a.clm2.h0a.2000-06.nc i_diff.nc\n", + "\n", + "ncview i_diff.nc\n", + "```\n", + "Note you may need to load the `nco` and/or `ncview` modules before running `ncdiff` and `ncview`:\n", + "```\n", + "module load nco\n", + "module load ncview\n", + "```\n", "\n", "\n", "" @@ -472,10 +482,17 @@ "\n", "(2) Compare to control run:\n", "```\n", - "ncdiff i.fates.year1.a_vcmax.XXX.nc /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist/i.fates.year1.a.clm2.XXX.nc i_diff.nc\n", + "ncdiff i.fates.year1.a_vcmax.clm2.h0a.2000-06.nc /glade/derecho/scratch/$USER/archive/i.fates.year1.a/lnd/hist/i.fates.year1.a.clm2.h0a.2000-06.nc i_diff.nc\n", "\n", "ncview i_diff.nc\n", "```\n", + "\n", + "Note you may need to load the `nco` and/or `ncview` modules before running `ncdiff` and `ncview`:\n", + "```\n", + "module load nco\n", + "module load ncview\n", + "```\n", + "\n", "\n", "" ] diff --git a/notebooks/diagnostics/clm_ctsm/fates.ipynb b/notebooks/diagnostics/clm_ctsm/fates.ipynb new file mode 100644 index 000000000..9986ce918 --- /dev/null +++ b/notebooks/diagnostics/clm_ctsm/fates.ipynb @@ -0,0 +1,3472 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Looking at FATES output" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**BEFORE BEGINNING THIS EXERCISE** - Check that your kernel (upper right corner, above) is `NPL 2023a`. This should be the default kernel, but if it is not, click on that button and select `NPL 2023a`." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "_______________\n", + "This activity was developed primarily by Adrianna Foster." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## FATES output\n", + "\n", + "While CLM-FATES and regular CLM share many output variables (e.g. `ASA`, `FSR`, `FSH`, etc.), most of the vegetation-related variables are now being simulated, calculated, and output by FATES. The variable names and their structure (as well as the PFTs!) are slightly different from a \"big leaf\" CLM run.\n", + "\n", + "Here we will show you how to look at some basic FATES output for the global cases you just ran as well as a single-point case which we pre-staged for you." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "*As before, start by loading some packages*" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# python packages\n", + "import os\n", + "import glob\n", + "import xarray as xr\n", + "import numpy as np\n", + "import functools\n", + "\n", + "# resources for plotting\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Helper functions\n", + "\n", + "These are a few helper functions that we will use in this notebook" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [], + "source": [ + "def preprocess(data_set: xr.Dataset, data_vars: list[str]) -> xr.Dataset:\n", + " \"\"\"Preprocesses an xarray Dataset by subsetting to specific variables - to be used on read-in\n", + "\n", + " Args:\n", + " data_set (xr.Dataset): input Dataset\n", + "\n", + " Returns:\n", + " xr.Dataset: output Dataset\n", + " \"\"\"\n", + "\n", + " return data_set[data_vars]\n", + "\n", + "\n", + "def annual_sum(raw_values: xr.DataArray, conversion_factor: float = 1.0) -> xr.DataArray:\n", + " \"\"\"Computes annual sum\n", + "\n", + " Args:\n", + " raw_values (xr.DataArray): input raw data\n", + " conversion_factor (float, optional): conversion factor. Defaults to 1.0\n", + "\n", + " Returns:\n", + " xr.DataArray: annual sum output\n", + " \"\"\"\n", + "\n", + " months = raw_values[\"time.daysinmonth\"]\n", + " return conversion_factor * (months * raw_values).groupby(\"time.year\").sum()\n", + "\n", + "\n", + "def annual_mean(raw_values: xr.DataArray, conversion_factor: float = 1.0) -> xr.DataArray:\n", + " \"\"\"Computes weighted annual mean using daysinmonth for missing-aware inputs.\n", + "\n", + " Args:\n", + " raw_values (xr.DataArray): input raw data\n", + " conversion_factor (float, optional): conversion factor. Defaults to 1.0\n", + "\n", + " Returns:\n", + " xr.DataArray: annual mean output\n", + " \"\"\"\n", + "\n", + " months = raw_values[\"time.daysinmonth\"]\n", + " \n", + " # multiply by number of days in month and conversion factor\n", + " weighted = (raw_values * conversion_factor) * months\n", + "\n", + " # compute number of valid days per year\n", + " valid_days = months.where(raw_values.notnull())\n", + "\n", + " # group and sum weighted data and valid days\n", + " ann_sum = weighted.groupby(\"time.year\").sum(dim=\"time\", skipna=True)\n", + " days_per_year = valid_days.groupby(\"time.year\").sum(dim=\"time\", skipna=True)\n", + "\n", + " return ann_sum / days_per_year.where(days_per_year > 0.0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1. Reading and formatting data\n", + "\n", + "**Note**: the drop-down solutions, below, assume you used i.fates.year1.a and i.fates.year1.a_vcmax output for plotting for this section." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1.1 Read in the data\n", + "The first step is to grab the history files from the runs you completed in the FATES challenge.\n", + "\n", + "For this example we will use:\n", + "- gross primary production (`FATES_GPP` and `FATES_GPP_PF`), \n", + "- latent heat flux (`EFLX_LH_TOT`), and\n", + "- sensible heat flux (`FSH`)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "NOTE: These are the raw history files that CTSM writes out. \n", + "\n", + "By default, they include grid cell averaged monthly means for different state and flux variables.\n", + "\n", + "
\n", + " TIP: If you want to look at other variables, the data_vars_glob variable in the cell below is where you can modify what we're reading off of the CLM history files.\n", + "
\n", + "\n", + "#### Printing information about the dataset is helpful for understanding your data. \n", + "- *What dimensions do your data have?*\n", + "- *What are the coordinate variables?*\n", + "- *What variables are we looking at?*\n", + "- *Is there other helpful information, or are there attributes in the dataset we should be aware of?*\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# note: change the user here to your user name\n", + "user = 'afoster'\n", + "\n", + "# this should be the history directory for the control directory and the one with vcmax updated\n", + "control_hist = f\"/glade/derecho/scratch/{user}/archive/i.fates.year1.a/lnd/hist\"\n", + "vcmax_hist = f\"/glade/derecho/scratch/{user}/archive/i.fates.year1.a_vcmax/lnd/hist\"\n", + "\n", + "# create path to all files, including unix wild card for all dates\n", + "control_files = sorted(glob.glob(os.path.join(control_hist, \"i.fates.year1.a.clm2.h0a.*\")))\n", + "vcmax_files = sorted(glob.glob(os.path.join(vcmax_hist, \"i.fates.year1.a_vcmax.clm2.h0a.*\")))\n", + "\n", + "# read in files as xarray datasets:\n", + "data_vars_glob = ['FATES_GPP', 'FATES_GPP_PF', 'EFLX_LH_TOT', 'FSH',\n", + " 'FATES_FRACTION', 'area', 'landfrac']\n", + "\n", + "ds_control = xr.open_mfdataset(\n", + " control_files,\n", + " preprocess=functools.partial(preprocess, data_vars=data_vars_glob)\n", + ")\n", + "ds_vcmax = xr.open_mfdataset(\n", + " vcmax_files, \n", + " preprocess=functools.partial(preprocess, data_vars=data_vars_glob)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:         (time: 12, lat: 96, lon: 144, fates_levpft: 14)\n",
+       "Coordinates:\n",
+       "  * fates_levpft    (fates_levpft) int32 1 2 3 4 5 6 7 8 9 10 11 12 13 14\n",
+       "  * time            (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n",
+       "  * lon             (lon) float32 0.0 2.5 5.0 7.5 ... 350.0 352.5 355.0 357.5\n",
+       "  * lat             (lat) float32 -90.0 -88.11 -86.21 ... 86.21 88.11 90.0\n",
+       "Data variables:\n",
+       "    FATES_GPP       (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "    FATES_GPP_PF    (time, fates_levpft, lat, lon) float32 dask.array<chunksize=(1, 14, 96, 144), meta=np.ndarray>\n",
+       "    EFLX_LH_TOT     (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "    FSH             (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "    FATES_FRACTION  (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "    area            (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "    landfrac        (time, lat, lon) float32 dask.array<chunksize=(1, 96, 144), meta=np.ndarray>\n",
+       "Attributes: (12/36)\n",
+       "    title:                                CLM History file information\n",
+       "    comment:                              NOTE: None of the variables are wei...\n",
+       "    Conventions:                          CF-1.0\n",
+       "    history:                              created on 06/25/26 04:33:40\n",
+       "    source:                               Community Terrestrial Systems Model\n",
+       "    hostname:                             derecho\n",
+       "    ...                                   ...\n",
+       "    ctype_urban_roof:                     71\n",
+       "    ctype_urban_sunwall:                  72\n",
+       "    ctype_urban_shadewall:                73\n",
+       "    ctype_urban_impervious_road:          74\n",
+       "    ctype_urban_pervious_road:            75\n",
+       "    time_period_freq:                     month_1
" + ], + "text/plain": [ + "\n", + "Dimensions: (time: 12, lat: 96, lon: 144, fates_levpft: 14)\n", + "Coordinates:\n", + " * fates_levpft (fates_levpft) int32 1 2 3 4 5 6 7 8 9 10 11 12 13 14\n", + " * time (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n", + " * lon (lon) float32 0.0 2.5 5.0 7.5 ... 350.0 352.5 355.0 357.5\n", + " * lat (lat) float32 -90.0 -88.11 -86.21 ... 86.21 88.11 90.0\n", + "Data variables:\n", + " FATES_GPP (time, lat, lon) float32 dask.array\n", + " FATES_GPP_PF (time, fates_levpft, lat, lon) float32 dask.array\n", + " EFLX_LH_TOT (time, lat, lon) float32 dask.array\n", + " FSH (time, lat, lon) float32 dask.array\n", + " FATES_FRACTION (time, lat, lon) float32 dask.array\n", + " area (time, lat, lon) float32 dask.array\n", + " landfrac (time, lat, lon) float32 dask.array\n", + "Attributes: (12/36)\n", + " title: CLM History file information\n", + " comment: NOTE: None of the variables are wei...\n", + " Conventions: CF-1.0\n", + " history: created on 06/25/26 04:33:40\n", + " source: Community Terrestrial Systems Model\n", + " hostname: derecho\n", + " ... ...\n", + " ctype_urban_roof: 71\n", + " ctype_urban_sunwall: 72\n", + " ctype_urban_shadewall: 73\n", + " ctype_urban_impervious_road: 74\n", + " ctype_urban_pervious_road: 75\n", + " time_period_freq: month_1" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# print information about one of the datasets\n", + "ds_control" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You can also print information about the variables in your dataset. The example below prints information about one of the data variables we read in. You can modify this cell to look at some of the other variables in the dataset.\n", + "\n", + "*What are the units, long name, and dimensions of your data?*" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'FATES_GPP_PF' (time: 12, fates_levpft: 14, lat: 96, lon: 144)>\n",
+       "dask.array<concatenate, shape=(12, 14, 96, 144), dtype=float32, chunksize=(1, 14, 96, 144), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * fates_levpft  (fates_levpft) int32 1 2 3 4 5 6 7 8 9 10 11 12 13 14\n",
+       "  * time          (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n",
+       "  * lon           (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
+       "  * lat           (lat) float32 -90.0 -88.11 -86.21 -84.32 ... 86.21 88.11 90.0\n",
+       "Attributes:\n",
+       "    long_name:      total PFT-level GPP in kg carbon per m2 land area per second\n",
+       "    units:          kg m-2 s-1\n",
+       "    cell_methods:   time: mean\n",
+       "    landunit_mask:  unknown
" + ], + "text/plain": [ + "\n", + "dask.array\n", + "Coordinates:\n", + " * fates_levpft (fates_levpft) int32 1 2 3 4 5 6 7 8 9 10 11 12 13 14\n", + " * time (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n", + " * lon (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n", + " * lat (lat) float32 -90.0 -88.11 -86.21 -84.32 ... 86.21 88.11 90.0\n", + "Attributes:\n", + " long_name: total PFT-level GPP in kg carbon per m2 land area per second\n", + " units: kg m-2 s-1\n", + " cell_methods: time: mean\n", + " landunit_mask: unknown" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds_control.FATES_GPP_PF" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1.2 Simple Calculations\n", + "To begin with, we need to modify all `FATES_` variables by multiplying them by `FATES_FRACTION`. This is because the FATES model doesn't know how much of each gridcell is occupied by natural vegetation, and so the grid-cell averaging assumings all of it is. We need to correct for this by multiplying by the variable `FATES_FRACTION`:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "ds_control['GPP'] = ds_control.FATES_GPP*ds_control.FATES_FRACTION\n", + "ds_control['GPP'].attrs = ds_control.FATES_GPP.attrs\n", + "\n", + "ds_control['GPP_PF'] = ds_control.FATES_GPP_PF*ds_control.FATES_FRACTION\n", + "ds_control['GPP_PF'].attrs = ds_control.FATES_GPP_PF.attrs\n", + "\n", + "ds_vcmax['GPP'] = ds_vcmax.FATES_GPP*ds_vcmax.FATES_FRACTION\n", + "ds_vcmax['GPP'].attrs = ds_vcmax.FATES_GPP.attrs\n", + "\n", + "ds_vcmax['GPP_PF'] = ds_vcmax.FATES_GPP_PF*ds_vcmax.FATES_FRACTION\n", + "ds_vcmax['GPP_PF'].attrs = ds_vcmax.FATES_GPP_PF.attrs" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## 2. Plotting\n", + "### 2.1 Easy plots using Xarray\n", + "To get a first look at the data, we can plot a month of data from the simulation, selecting the month using the `.isel` function.\n", + "\n", + "
\n", + " NOTE: The plotting function only works with 1D or 2D data. Our data are 3D (time, lat, lon), so we need to specify a specific value for the other variables. Below, we select a specific time using the isel, leaving the lat and lon dimensions to plot on the x and y axes.\n", + "
\n", + "\n", + "- We will plot GPP (variable = `GPP`). Note that we select the variable by specifying our dataset, `ds_control`, and the variable. \n", + "- The plot is for the first year of data (`time=slice(0, 12)`)\n", + "- This plotting function will plot `GPP` for each simulation in our dataset\n", + "\n", + "*More plotting examples are on the [xarray web site](https://docs.xarray.dev/en/latest/user-guide/plotting.html)*" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds_control.GPP.isel(time=slice(0, 12)).plot(x='lon', y='lat', col=\"time\", col_wrap=6);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/fates_plot_1.png)\n", + "\n", + "*

Figure: Plotting solution for monthly GPP for our control simulation.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Question:** \n", + "\n", + "What do you notice in the Northern Hemisphere over the course of the year?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2.2 Calculating differences\n", + "\n", + "We can calculate the differences between our control run with FATES and the one in which we updated the vcmax parameter for PFT 1.\n", + "- Calculates annual GPP for both simulations\n", + "- Defines the difference as a new variable, `gpp_diff`" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "gpp_cf = 24*60*60 # kgC/m2/yr" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "gpp_ann_control = annual_sum(ds_control.GPP, gpp_cf)*ds_control.landfrac.isel(time=0)\n", + "gpp_ann_vcmax = annual_sum(ds_vcmax.GPP, gpp_cf)*ds_vcmax.landfrac.isel(time=0)\n", + "gpp_diff = gpp_ann_vcmax - gpp_ann_control\n", + "gpp_diff.attrs = {'units': 'kgC m-2 yr-1', 'long_name': 'annual gross primary production difference'}\n", + "gpp_diff.plot(cmap='RdBu_r', vmin=-1.5, vmax=1.5);\n", + "plt.savefig('../../../images/diagnostics/clm_ctsm/fates_plot_2.png', bbox_inches='tight')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/fates_plot_2.png)\n", + "\n", + "*

Figure: Plotting solution for annual GPP for our updated solution minus the control simulation.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Questions:** \n", + "- How is GPP different for our updated simulation, relative to the control simulation?\n", + "- Where are the differences the largest?\n", + "- Where are they absent?\n", + "- **What is causing these GPP changes** in different regions and why is it only in some areas?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Do the differences affect all PFTs?\n", + "To find out, we can plot the `GPP_PF` variable, which is indexed by PFT." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds_control.GPP_PF.isel(time=5).plot(x='lon', y='lat', col=\"fates_levpft\", col_wrap=6);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Do the differences\n", + "To find out, do the same calculation as above, but with the `GPP_PF` variable." + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "gpp_ann_control_pf = annual_sum(ds_control.GPP_PF, gpp_cf)*ds_control.landfrac.isel(time=0)\n", + "gpp_ann_vcmax_pf = annual_sum(ds_vcmax.GPP_PF, gpp_cf)*ds_vcmax.landfrac.isel(time=0)\n", + "gpp_diff_pf = gpp_ann_vcmax_pf - gpp_ann_control_pf\n", + "gpp_diff_pf.attrs = {'units': 'kgC m-2 yr-1', 'long_name': 'annual gross primary production difference'}\n", + "gpp_diff_pf.plot(x='lon', y='lat', col=\"fates_levpft\", col_wrap=6)\n", + "plt.savefig('../../../images/diagnostics/clm_ctsm/fates_plot_3.png', bbox_inches='tight')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/fates_plot_3.png)\n", + "\n", + "*

Figure: Plotting solution for comparing GPP by PFT for our updated simulation from our control.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Questions:**\n", + "- Which PFT(s) show any difference? Why is this?\n", + "\n", + "*Hint: you can check the `fates_pftname` variable in `/glade/u/home/$USER/code/my_cesm_code/CTSM/src/fates/parameter_files/fates_params_default.json` to see which PFT corresponds to which index.*" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Do the differences affect other variables?\n", + "To find out, we can plot `EFLX_LH_TOT`, which is latent heat flux. How do you think this will be affected?\n", + "\n", + "`EFLX_LH_TOT` is a regular CLM variable (that is, it is calculated by CLM, not FATES, so we should not multiply it by `FATES_FRACTION`)." + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'EFLX_LH_TOT' (time: 12, lat: 96, lon: 144)>\n",
+       "dask.array<concatenate, shape=(12, 96, 144), dtype=float32, chunksize=(1, 96, 144), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time     (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n",
+       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
+       "  * lat      (lat) float32 -90.0 -88.11 -86.21 -84.32 ... 84.32 86.21 88.11 90.0\n",
+       "Attributes:\n",
+       "    long_name:      total latent heat flux [+ to atm]\n",
+       "    units:          W/m^2\n",
+       "    cell_methods:   time: mean\n",
+       "    landunit_mask:  unknown
" + ], + "text/plain": [ + "\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) object 2000-01-16 12:00:00 ... 2000-12-16 12:00:00\n", + " * lon (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n", + " * lat (lat) float32 -90.0 -88.11 -86.21 -84.32 ... 84.32 86.21 88.11 90.0\n", + "Attributes:\n", + " long_name: total latent heat flux [+ to atm]\n", + " units: W/m^2\n", + " cell_methods: time: mean\n", + " landunit_mask: unknown" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds_control.EFLX_LH_TOT" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Do the differences\n", + "Let's calculate annual latent heat flux. This time we will use annual mean instead of an annual sum:" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lh_ann_control = annual_mean(ds_control.EFLX_LH_TOT)*ds_control.landfrac.isel(time=0)\n", + "lh_ann_vcmax = annual_mean(ds_vcmax.EFLX_LH_TOT)*ds_vcmax.landfrac.isel(time=0)\n", + "lh_diff = lh_ann_vcmax - lh_ann_control\n", + "lh_diff.attrs = {'units': 'W m-2', 'long_name': 'annual latent heat flux difference'}\n", + "lh_diff.plot(vmin=-20, vmax=20, cmap='RdBu_r')\n", + "plt.savefig('../../../images/diagnostics/clm_ctsm/fates_plot_4.png', bbox_inches='tight')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/fates_plot_4.png)\n", + "\n", + "*

Figure: Plotting solution for comparing latent heat flux for our updated simulation from our control.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Questions:** \n", + "- How is latent heat flux different?\n", + "- Try looking at sensible heat flux (`FSH`). What differences do you see? \n", + "\n", + "*Note that you might want to change the minimun (`vmin`) and maximum (`vmax`) colorbar values for the plot when you change variables*" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + " CHALLENGE: Using what you learned in the previous CLM diagnostics notebook, can you make some of the maps we made above look nicer?\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## 3. Investigating vegetation demographics with FATES\n", + "\n", + "As we described above, when run in higher complexity modes (i.e., not SP mode) FATES simulates more than just GPP and other biophysical fluxes. It also simulates vegetation demography (e.g., growth, allocation, competition, mortality, etc.) over time. This means we can look at really interesting outputs like vegetation structure (sizes and PFTs of trees), canopy closure, and successional dynamics.\n", + "\n", + "We have already run a simulation at a NEON site: Bartlett Experimental Forest (**BART**). BART is a terrestrial NEON field site located within the Saco River Valley of the White Mountain National Forest in Carroll County, New Hampshire. Climate and glacial till soil make BART an ideal area for old-growth northern deciduous hardwoods consisting of beech (*Fagus sp.*) and sugar maple (*Acer saccarum*). White pines (*Pinus strobus*) are dispersed throughout the site but are primarily found in lower elevations. Softwood trees such as hemlock (*Tsuga canadensis*), balsam fir (*Abies balsamea*), and spruce are frequently found on cool steep slopes or in lower elevations with poor drainage.\n", + "\n", + "For more information about this site, see the
NEON webpage for it. \n", + "\n", + "For this simulation, we ran FATES in full complexity mode, but initialized the model with inventory data from NEON. For information on how to do inventory initialization with FATES, see the online documentation." + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [ + { + "ename": "OSError", + "evalue": "no files to open", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mOSError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[96], line 8\u001b[0m\n\u001b[1;32m 3\u001b[0m bart_files \u001b[38;5;241m=\u001b[39m \u001b[38;5;28msorted\u001b[39m(glob\u001b[38;5;241m.\u001b[39mglob(os\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mjoin(bart_hist_path, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mi.fates.BART.clm2.h0a.*\u001b[39m\u001b[38;5;124m\"\u001b[39m)))\n\u001b[1;32m 5\u001b[0m data_vars_singlept \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_GPP\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_VEGC\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_VEGC_PF\u001b[39m\u001b[38;5;124m'\u001b[39m,\n\u001b[1;32m 6\u001b[0m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_GPP_PF\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_NPLANT_SZ\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFATES_CANOPYAREA_HT\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[0;32m----> 8\u001b[0m ds_bart \u001b[38;5;241m=\u001b[39m \u001b[43mxr\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mopen_mfdataset\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 9\u001b[0m \u001b[43m \u001b[49m\u001b[43mbart_files\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 10\u001b[0m \u001b[43m \u001b[49m\u001b[43mpreprocess\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mfunctools\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpartial\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpreprocess\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata_vars\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdata_vars_singlept\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 11\u001b[0m \u001b[43m)\u001b[49m\u001b[38;5;241m.\u001b[39misel(lndgrid\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0\u001b[39m)\n", + "File \u001b[0;32m/glade/u/apps/opt/conda/envs/npl-2023a/lib/python3.9/site-packages/xarray/backends/api.py:963\u001b[0m, in \u001b[0;36mopen_mfdataset\u001b[0;34m(paths, chunks, concat_dim, compat, preprocess, engine, data_vars, coords, combine, parallel, join, attrs_file, combine_attrs, **kwargs)\u001b[0m\n\u001b[1;32m 960\u001b[0m paths \u001b[38;5;241m=\u001b[39m [os\u001b[38;5;241m.\u001b[39mfspath(p) \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(p, os\u001b[38;5;241m.\u001b[39mPathLike) \u001b[38;5;28;01melse\u001b[39;00m p \u001b[38;5;28;01mfor\u001b[39;00m p \u001b[38;5;129;01min\u001b[39;00m paths]\n\u001b[1;32m 962\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m paths:\n\u001b[0;32m--> 963\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mno files to open\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 965\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m combine \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnested\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 966\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(concat_dim, (\u001b[38;5;28mstr\u001b[39m, DataArray)) \u001b[38;5;129;01mor\u001b[39;00m concat_dim \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n", + "\u001b[0;31mOSError\u001b[0m: no files to open" + ] + } + ], + "source": [ + "# read in the dataset as before, but use our pre-staged data\n", + "bart_hist_path = \"/glade/derecho/scratch/afoster/archive/i.fates.BART/lnd/hist\"\n", + "bart_files = sorted(glob.glob(os.path.join(bart_hist_path, \"i.fates.BART.clm2.h0a.*\")))\n", + "\n", + "data_vars_singlept = ['FATES_GPP', 'FATES_VEGC', 'FATES_VEGC_PF',\n", + " 'FATES_GPP_PF', 'FATES_NPLANT_SZ', 'FATES_CANOPYAREA_HT']\n", + "\n", + "ds_bart = xr.open_mfdataset(\n", + " bart_files,\n", + " preprocess=functools.partial(preprocess, data_vars=data_vars_singlept)\n", + ").isel(lndgrid=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Because this is a single site, and not a regional or global run, we can just grab the one gridcell with `.sel(lndgrid=0)`, and we additionally don't need to multiply any of the FATES variables by `FATES_FRACTION`, because we just assume the gridcell is completely naturally vegetated." + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 95, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# print information about the dataset\n", + "ds_bart.FATES_VEGC_PF.plot(col='fates_levpft')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "point = ds.sel(lon=300, lat=-5, method='nearest')\n", + "point.ASA.plot(x='time') ;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_5.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Similar to the maps above, there are variations in albedo in the simulation at this location. Let's add other variables to explore why we see differences at this location. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(10,6))\n", + "'''this first plot is the same as the one above'''\n", + "plt.subplot(221)\n", + "point.ASA.plot()\n", + "plt.xlabel(None)\n", + "\n", + "'''now we'll look for potential sources of the difference'''\n", + "plt.subplot(222)\n", + "point.ELAI.plot() \n", + "plt.xlabel(None)\n", + "\n", + "plt.subplot(223)\n", + "point.FSDS.plot() \n", + "plt.title(None)\n", + "\n", + "plt.subplot(224)\n", + "point.FSR.plot() \n", + "plt.title(None) ;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_6.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Questions:** \n", + "- What variables show differences?\n", + "- What variables are similar?\n", + "- How do the differences and similarities help to explain the differences in albedo?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 2.3.2 Global time series\n", + "There are many reasons why we may want to calculate globally integrated time series for particular variables.\n", + "This requires weighting the values from each grid cell by the total land area of individual grid cells. The example below does this for our dataset. \n", + "\n", + "#### First calculate the land weights:\n", + "- land area `la` that is the product of land fraction (fraction of land area in each grid cell) and the total area of the grid cell (which changes by latitude). Units are the same as area.\n", + "- land weights `lw`, the fractional weight that each grid makes to the global total, is calculated as the land area of each grid cell divided by the global sum of the land area.\n", + "\n", + "The land weights are shown in the plot below. Note that these are larger near the equator, and smaller at the poles and along the coastline" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "la = (ds.landfrac*ds.area).isel(time=0).drop(['time']) \n", + "la = la * 1e6 #converts from land area from km2 to m2 \n", + "la.attrs['units'] = 'm^2'\n", + "lw = la/la.sum()\n", + "lw.plot() ;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_7.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Next, calculate and plot a global weighted sum\n", + "
\n", + "\n", + "NOTE: You will likely want to calculate global weighted sum for a variety of different variables. For variables that have area-based units (e.g. GPP, gC/m^2/s), you need to use the land area variable when calculating a global sum. Remember to pay attention to the units and apply any necessary conversions! Keep in mind that grid cell area is reported in km^2. \n", + "\n", + "
\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "dsGlobalWgt = (ds * lw).sum(['lat','lon'])\n", + "\n", + "plt.figure(figsize=(12,5))\n", + "plotVars = ['ASA','FSDS','ELAI','FSR']\n", + "for i in range(len(plotVars)):\n", + " # First add metadata for plotting\n", + " dsGlobalWgt[plotVars[i]].attrs['long_name'] = ds[plotVars[i]].attrs['long_name']\n", + " dsGlobalWgt[plotVars[i]].attrs['units'] = ds[plotVars[i]].attrs['units']\n", + "\n", + " # then make plots\n", + " plt.subplot(2,2,(i+1))\n", + " dsGlobalWgt[plotVars[i]].plot()\n", + " \n", + " if i == 0:\n", + " plt.title('Weighted global sum',loc='left', fontsize='large', fontweight='bold')\n", + " \n", + " if i<2:\n", + " plt.xlabel(None)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_8.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "### 2.4 Calculate an annual weighted mean and create customized plots\n", + "Annual averages require a different kind of weighting: the number of days per month.\n", + "This example creates python functions that allow you to easily calculate annual averages and create customized plots. \n", + "\n", + "
\n", + "\n", + "Python functions: In python, creating a function allows us to use the same calculation numerous times instead of writing the same code repeatedly.\n", + "
\n", + "\n", + "\n", + "#### 2.4.1 Calculate monthly weights\n", + "The below code creates a function `weighted_annual_mean` to calculate monthly weights. Use this function any time you want to calculate weighted annual means." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# create a function that will calculate an annual mean weighted by days per month\n", + "def weighted_annual_mean(array):\n", + " mon_day = xr.DataArray(np.array([31,28,31,30,31,30,31,31,30,31,30,31]), dims=['month'])\n", + " mon_wgt = mon_day/mon_day.sum()\n", + " return (array.rolling(time=12, center=False) # rolling\n", + " .construct(\"month\") # construct the array\n", + " .isel(time=slice(11, None, 12)) # slice so that the first element is [1..12], second is [13..24]\n", + " .dot(mon_wgt, dims=[\"month\"]))\n", + "\n", + "# generate annual means\n", + "for i in range(len(plotVars)):\n", + " temp = weighted_annual_mean(\n", + " ds[plotVars[i]].chunk({\"time\": 12}))\n", + " \n", + " if i ==0:\n", + " dsAnn = temp.to_dataset(name=plotVars[i])\n", + " else:\n", + " dsAnn[plotVars[i]] = temp\n", + "\n", + "# Make a simple plot\n", + "dsAnn.isel(time=0).ELAI.plot(x='lon',y='lat',robust=True) ;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_9.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "dsAnn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### 2.4.2 Customized maps\n", + "Creating a function isn't necessary to plot maps, but this function, which uses python's `cartopy`, allows you to make several pretty maps in one figure.\n", + "\n", + "Additional examples and information are available on the [cartopy website](https://scitools.org.uk/cartopy/docs/v0.15/index.html)\n", + "\n", + "There are two code blocks below. The first block of code defines the function. The second code block creates the plot. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import cartopy.feature as cfeature\n", + "from cartopy.util import add_cyclic_point\n", + "import copy\n", + "\n", + "# Generate a function for making panel plots of maps\n", + "## many of these features are not required, but provide additional control over plotting\n", + "def map_function(da, cb=0, cmap='viridis', panel=None, ax=None, \n", + " title=None, vmax=None, vmin=None, units=None,nbins=200):\n", + " '''a function to make one subplot'''\n", + " wrap_data, wrap_lon = add_cyclic_point(da.values, coord=da.lon)\n", + "\n", + " if ax is None: ax = plt.gca()\n", + "\n", + " # define the colormap, including the number of bins\n", + " cmap = copy.copy(plt.get_cmap(cmap,nbins))\n", + " im = ax.pcolormesh(wrap_lon,da.lat,wrap_data,\n", + " transform=ccrs.PlateCarree(),\n", + " vmax=vmax,vmin=vmin,cmap=cmap)\n", + "\n", + " # set the bounds of your plot\n", + " ax.set_extent([-180,180,-56,85], crs=ccrs.PlateCarree())\n", + "\n", + " # add title & panel labels\n", + " ax.set_title(title,loc='left', fontsize='large', fontweight='bold')\n", + " ax.annotate(panel, xy=(0.05, 0.90), xycoords=ax.transAxes,\n", + " ha='center', va='center',fontsize=16) \n", + "\n", + " # add plotting features\n", + " ax.coastlines()\n", + " ocean = ax.add_feature(\n", + " cfeature.NaturalEarthFeature('physical','ocean','110m', facecolor='white'))\n", + " \n", + " # control colorbars on each plot & their location\n", + " if cb == 1:\n", + " cbar = fig.colorbar(im, ax=ax,pad=0.02, fraction = 0.03, orientation='horizontal')\n", + " cbar.set_label(units,size=12,fontweight='bold')\n", + " if cb == 2:\n", + " cbar = fig.colorbar(im, ax=ax,pad=0.02, fraction = 0.05, orientation='vertical') \n", + " cbar.set_label(units,size=12)#,weight='bold')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Now make the plot!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "i = 0\n", + "fig, axes = plt.subplots(nrows=2, ncols=1, figsize=(13,6), constrained_layout=True,\n", + " subplot_kw=dict(projection=ccrs.Robinson()))\n", + "for index, ax in np.ndenumerate(axes):\n", + " if i == 0:\n", + " plotData = dsAnn.ELAI.isel(time=slice(-10,None)).mean('time')\n", + " map_function(plotData, ax=ax,cb=2,\n", + " panel='(a)', nbins=10,\n", + " vmax=5,vmin=0,\n", + " units='Final Annual ELAI')\n", + " if i == 1:\n", + " plotData = (dsAnn.ELAI.isel(time=slice(-10,None)).mean('time')- \\\n", + " dsAnn.ELAI.isel(time=slice(0,10)).mean('time'))\n", + " map_function(plotData, ax=ax,cb=2,panel='(b)',\n", + " units='Annual ELAI Change, Final-Initial',\n", + " cmap='bwr',nbins=7,\n", + " vmax=0.75,vmin=-0.75) \n", + " \n", + " i = i+1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "
\n", + "Click here for the solution
\n", + "\n", + "![plot example](../../../images/diagnostics/clm_ctsm/basics_plot_10.png)\n", + "\n", + "*

Figure: Plotting solution.

*\n", + " \n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Extra credit challenge\n", + "If you have extra time & energy, try running through this notebook with other variables. Interesting options could include: \n", + "- Latent heat flux (the sum of `FCTR`+`FCEV`+`FGEV`) or \n", + "- Gross Primary Production (`GPP`) \n", + "\n", + "
\n", + "\n", + "HINT: pay attention to units for these challenges. \n", + "\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "NPL 2023a", + "language": "python", + "name": "npl-2023a" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 98e7fe15dee6786b0e62fdee8e9d2bc841a984b7 Mon Sep 17 00:00:00 2001 From: Adrianna Foster Date: Fri, 26 Jun 2026 13:59:40 -0600 Subject: [PATCH 04/13] rename plots --- ...s_plot_2.png => fates_annual_gpp_diff.png} | Bin ...ot_3.png => fates_annual_gpp_diff_pft.png} | Bin ...es_plot_4.png => fates_annual_lh_diff.png} | Bin .../clm_ctsm/fates_bart_vegc_composition.png | Bin 0 -> 24185 bytes .../clm_ctsm/fates_monthly_gpp_pft.png | Bin 0 -> 112656 bytes images/diagnostics/clm_ctsm/fates_plot_1.png | Bin 172793 -> 0 bytes .../clm_ctsm/fates_plot_monthly_gpp.png | Bin 0 -> 171131 bytes notebooks/diagnostics/clm_ctsm/fates.ipynb | 2225 +++++++++++++---- 8 files changed, 1792 insertions(+), 433 deletions(-) rename images/diagnostics/clm_ctsm/{fates_plot_2.png => fates_annual_gpp_diff.png} (100%) rename images/diagnostics/clm_ctsm/{fates_plot_3.png => fates_annual_gpp_diff_pft.png} (100%) rename images/diagnostics/clm_ctsm/{fates_plot_4.png => fates_annual_lh_diff.png} (100%) create mode 100644 images/diagnostics/clm_ctsm/fates_bart_vegc_composition.png create mode 100644 images/diagnostics/clm_ctsm/fates_monthly_gpp_pft.png delete mode 100644 images/diagnostics/clm_ctsm/fates_plot_1.png create mode 100644 images/diagnostics/clm_ctsm/fates_plot_monthly_gpp.png diff --git a/images/diagnostics/clm_ctsm/fates_plot_2.png b/images/diagnostics/clm_ctsm/fates_annual_gpp_diff.png similarity index 100% rename from images/diagnostics/clm_ctsm/fates_plot_2.png rename to images/diagnostics/clm_ctsm/fates_annual_gpp_diff.png diff --git a/images/diagnostics/clm_ctsm/fates_plot_3.png b/images/diagnostics/clm_ctsm/fates_annual_gpp_diff_pft.png similarity index 100% rename from images/diagnostics/clm_ctsm/fates_plot_3.png rename to images/diagnostics/clm_ctsm/fates_annual_gpp_diff_pft.png diff --git a/images/diagnostics/clm_ctsm/fates_plot_4.png b/images/diagnostics/clm_ctsm/fates_annual_lh_diff.png similarity index 100% rename from images/diagnostics/clm_ctsm/fates_plot_4.png rename to images/diagnostics/clm_ctsm/fates_annual_lh_diff.png diff --git a/images/diagnostics/clm_ctsm/fates_bart_vegc_composition.png b/images/diagnostics/clm_ctsm/fates_bart_vegc_composition.png new file mode 100644 index 0000000000000000000000000000000000000000..268cece478372589940f813cbe13b85706a1396d GIT binary patch literal 24185 zcmc({2UJztwk^2TW5RR{ps0ue6cs_Thy(*7Ad;gbMRJrV*>FGw1l=MiS%T!8vk3$N zl?;*;1SBgt^ZVqSci;W5>Q%L0)#{h6(Gb{s?X_kYqmSPEm=9&Hh;5?TO+%qjHi=)l zAV;CBqN7k&v{1e~!twmL=<<0f1?XFqsQlzd~TbP(zn;2f-Z>wu*WoT~3 z#m39V#k$|X+Sa71t%wnhHl$EAdc-fB zRk#&2)aK~qGqLpHcdvev373xE+KpCThoid{o}Yj2dtN;1&!b02MQ0@}FJ0pA5xdWR zXh-n0%khpM+}k`3d~mAf*5z`q`V>7db>BAAhau(jr+rf`LskP;8jW*fMVgJ76|-li ziZ;`|JGpTMZsYc*L61Cqr%;#~->f9Rs9J{yrcg{SrjT#iTz6NK?}1xc$+spiZStUHy@m8}p9<;}Aq^hJjKVlSaj~faX^~6shXc|3A61PhEMZs23{G}$CbZ%bGANCQC>vkw%+Fu=UUS}oHrgQc5L3f*{CVy z<*Umt!r#BYklt1oD{qyc|GTp!yU@8z6E9x5a%E-T^z<#M;M0n4-n>!$s<+o)|8vNR zj9JS5Bf6e=E*9~-ckfy^YS^h(#VaKS)Q^vLS1^lz@Mfr$7G8*KNW3aZZAjKij*MhV zZ!2D$U_Ws+>vD(lRIs{+M%9eXKm$*Q@a)fs-F#;1ey8J<5{-&nmlmcb-fm$3`9y4A zb!UlZcTdkNtKLtBQ^Reuou2IDpIsNnUbS@p{261~k|j<}QqK*?Cn?lMOE)GLFUH}L zs+onUn&P7q6ZOthZFVg!_Y?eBRj>0fFft|^*1i&_Dt>z$xt7sM#&L4+Np`l~wP$N7 z{0CJiuT6iAjXfxBog3n3a7P(6wYBDXQq&vz`udq6uV0G<3py%= zI#0gnsS1qlua6I`u#9W0t*tehRm$3;%460#?bo7|s8)aM#!3;{P6ZZ9nOKG2iKk3e zA%a(jzGl{b%`~QEWYh{9@bd8Z_?x}K*4BQBCv+>f3&!ir)RUc|PNNUMW|_v*&>o99 z=SE}Hknkc`i;GpONL?zBS8-;vn+#-;^IZS?huf7*-8a&Qj#K@Mb0hxg>FK+<4Z@xsS5|Wt>f(;T!wEygY9+ z^p(eXai-T^GxXXn)dv57fMf4YR`OyM)cb3>#Ky`;_v5>)np%KV%k%H!eYI5IZuU;T z;d}FHp-hFpOZV(PWf2yq82^g)xRSxb?8NRfw^9^yUho+Exo_I@Du1Nts+RM_Gdec) zn0NQL#N)E3ZTfu`U5_3;+TWNQy3gs?*@d}|B_(a`u)|k^Vj49arS7fW(tsPwbXjoV zF=>)H@4iv?(xpp&0l3~_0RaK$(efi|DcW~j7H9NV|MAC9OnSD4{O1rs+HKpy`K@{k z#(JvM@~mS6_{`1fmG#=&+k47Br(AoNq5pZ`P;}EfjuE3Wbk$$BrA9K2AQPQm^lFzveXm`-3}E*TPf>-^O<*lQi=6 z6k=rF7<3dlXE|Sa!CCV7hI+v*j+SozL}_ZOQT?&>w!YfvO~S&$RxctVBC7F0ItT$5 zEiFf-vQ2+|d*hC^@C28RjEvm1lUm- z7-?yBeUHkQ?h>#~;AijBZ_hT@inm#q?(%VG(kb<#&sMCBlJwswUV3-+2FtcB3<9>? zr)>ufu4on9s(yUq@(WI8$ri8O=g*%XD{vK>8{~@5!ZPFD&1>@9_z~qXLsBZ`cFQj; 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