From 98d292eaf8256bac7c1fa371ed61f1c258ba54ac Mon Sep 17 00:00:00 2001 From: "wouteredeling@gmail.com" Date: Wed, 20 Dec 2023 10:07:59 +0100 Subject: [PATCH 1/9] stash --- tests/steam-water-equilibrium/config.template | 8 + .../steam-water-equilibrium.py | 98 ++ tests/test_sc_discrete_uniform.py | 58 + tutorials/dimension_adaptive_tutorial.ipynb | 2 +- .../gaussgd2xswpo/runs/run_1/gauss_in.json | 1 + .../gaussgd2xswpo/runs/run_2/gauss_in.json | 1 + .../gaussgd2xswpo/runs/run_3/gauss_in.json | 1 + .../gaussgd2xswpo/runs/run_4/gauss_in.json | 1 + .../gaussgd2xswpo/runs/run_5/gauss_in.json | 1 + .../gaussgd2xswpo/runs/run_6/gauss_in.json | 1 + tutorials/encoder_decoder_tutorial.ipynb | 4 +- .../hyperparameter_tuning_tutorial.ipynb | 10 +- ...arameter_tuning_tutorial_with_fabsim.ipynb | 2 +- tutorials/jinja_tutorial.ipynb | 2 +- ...plex_stochastic_collocation_tutorial.ipynb | 1351 +++++++++-------- 15 files changed, 865 insertions(+), 676 deletions(-) create mode 100644 tests/steam-water-equilibrium/config.template create mode 100644 tests/steam-water-equilibrium/steam-water-equilibrium.py create mode 100644 tests/test_sc_discrete_uniform.py create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_1/gauss_in.json create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_2/gauss_in.json create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_3/gauss_in.json create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_4/gauss_in.json create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_5/gauss_in.json create mode 100644 tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_6/gauss_in.json diff --git a/tests/steam-water-equilibrium/config.template b/tests/steam-water-equilibrium/config.template new file mode 100644 index 000000000..28666d690 --- /dev/null +++ b/tests/steam-water-equilibrium/config.template @@ -0,0 +1,8 @@ +{ + "steamT": $steamT, + "steamP": $steamP, + "liquidT": $liquidT, + "liquidP": $liquidP, + "liquidV": $liquidV, + "tankV": $tankV +} \ No newline at end of file diff --git a/tests/steam-water-equilibrium/steam-water-equilibrium.py b/tests/steam-water-equilibrium/steam-water-equilibrium.py new file mode 100644 index 000000000..9c664f115 --- /dev/null +++ b/tests/steam-water-equilibrium/steam-water-equilibrium.py @@ -0,0 +1,98 @@ +#!/usr/bin/env python3 + +# These code contains material and example problems in thermodynamics. +# This code was used from https://kyleniemeyer.github.io/computational-thermo/ +# under Creative Commons Attribution 4.0 International License. + +# Steam equilibrating with liquid water +###################################### +# Accident scenario: steam leaks into a rigid, insulated tank that is partially filled with water. +# The steam and liquid water are not initially at thermal equilibrium, though they are at the same pressure. +# The steam is at temperature 600 C and pressure 20 MPa. +# The liquid water is initially at 40 C and pressure 20 MPa. +# The total volume of the tank is 10 m^3 +# And the volume of the liquid water initially in the tank is 1 m^3. + +# Eventually, the contents of the tank reach a uniform temperature and pressure. +# The tank is well-insulated and rigid. + +# Problem: Determine the final temperature and pressure of the water in the tank. + +import dataclasses +import json +import sys + +import numpy as np +import cantera as ct +from pint import UnitRegistry + + +@dataclasses.dataclass +class Config: + steamT: float # Initial steam temperature (degC) + steamP: float # Initial steam pressure (MPa) + liquidT: float # Initial liquid temperature (degC) + liquidP: float # Initial liquid pressure (MPa) + liquidV: float # Liquid volume initially in the tank (m^3) + tankV: float # Volume of the tank (m^3) + + @staticmethod + def decode(cfg): + return Config(**cfg) + + +if __name__ == "__main__": + if len(sys.argv) < 2: + print("ERROR: Config file not provided") + sys.exit(1) + with open(sys.argv[1]) as fh: + config = json.load(fh, object_hook=Config.decode) + + # Setup UnitRegistry to handle unit conversion and manipulation + ureg = UnitRegistry() + Q_ = ureg.Quantity + + # Setup Cantera environment providing steam and liquid + steam = ct.Water() + temp_steam1 = Q_(config.steamT, "degC") + pres1 = Q_(config.steamP, "MPa") + steam.TP = temp_steam1.to("K").magnitude, pres1.to("Pa").magnitude + steam() + + liquid = ct.Water() + temp_liquid1 = Q_(config.liquidT, "degC") + pres_liquid1 = Q_(config.liquidP, "MPa") + liquid.TP = temp_liquid1.to("K").magnitude, pres_liquid1.to("Pa").magnitude + liquid() + + # "Calculate the mass of liquid water in the tank, and then determine the volume and mass of steam" + vol_tank = Q_(config.tankV, "meter^3") + vol_liquid1 = Q_(config.liquidV, "meter^3") + mass_liquid1 = vol_liquid1 / Q_(liquid.v, "m^3/kg") + print(f"Mass of liquid at state 1: {mass_liquid1: .2f}") + vol_steam1 = vol_tank - vol_liquid1 + mass_steam1 = vol_steam1 / Q_(steam.v, "m^3/kg") + print(f"Mass of steam at state 1: {mass_steam1: .2f}") + mass_1 = mass_liquid1 + mass_steam1 + print(f"Total mass of system: {mass_1: .2f}") + + mass_2 = mass_1 + spec_vol2 = vol_tank / mass_2 + print(f"Specific volume of state 2: {spec_vol2: .2e}") + int_energy2 = (Q_(liquid.u, "J/kg") * mass_liquid1 + Q_(steam.u, "J/kg") * mass_steam1) / mass_2 + int_energy2.ito("kilojoule/kg") + print(f"Internal energy of state 2: {int_energy2: .2f}") + water_equilibrium = ct.Water() + water_equilibrium.UV = int_energy2.to("J/kg").magnitude, spec_vol2.to("m^3/kg").magnitude + water_equilibrium() + + # "At equilibrium, the tank contains a mixture of saturated liquid and vapor, with temperature and pressure" + final_temperature = Q_(water_equilibrium.T, "K") + final_pressure = Q_(water_equilibrium.P, "Pa") + + print(f"Final temperature: {final_temperature: .2f}") + print(f"Final pressure: {final_pressure.to(ureg.MPa): .2f}") + + with open("output.json", "w+") as fh: + content = json.dumps({"finalT": final_temperature.magnitude, "finalP": final_pressure.to(ureg.MPa).magnitude}) + fh.write(content) \ No newline at end of file diff --git a/tests/test_sc_discrete_uniform.py b/tests/test_sc_discrete_uniform.py new file mode 100644 index 000000000..4eb10a668 --- /dev/null +++ b/tests/test_sc_discrete_uniform.py @@ -0,0 +1,58 @@ +import os +import numpy as np +import easyvvuq as uq +import chaospy as cp +from easyvvuq.actions import CreateRunDirectory, Encode, ExecuteLocal, Decode, Actions + +WORK_DIR = '/tmp' + +params = { + "steamT": {"type": "integer", "default": 600}, + "steamP": {"type": "integer", "default": 30}, + "liquidT": {"type": "float", "default": 10}, + "liquidP": {"type": "float", "default": 20}, + "liquidV": {"type": "integer", "default": 2}, + "tankV": {"type": "integer", "default": 15}, +} + +vary = { + "steamT": cp.DiscreteUniform(100, 600), + "steamP": cp.DiscreteUniform(5, 30), + "liquidT": cp.Normal(15, 3), + "liquidP": cp.Normal(10, 2), + "liquidV": cp.DiscreteUniform(1, 2), + # "tankV": cp.Normal(15, 2) # Tank V is const +} + +encoder = uq.encoders.GenericEncoder( + template_fname="./steam-water-equilibrium/config.template", delimiter="$", target_filename="input.json" +) + +decoder = uq.decoders.JSONDecoder( + target_filename="output.json", output_columns=["finalT", "finalP"] +) + +execute = ExecuteLocal(f"python3 {os.getcwd()}/steam-water-equilibrium/steam-water-equilibrium.py input.json") + +actions = Actions(CreateRunDirectory(WORK_DIR, flatten=True), + Encode(encoder), + execute, + Decode(decoder)) + +campaign = uq.Campaign(name="steam-water", params=params, actions=actions, + work_dir=WORK_DIR, verify_all_runs=True) + +### Sampler set +# sampler = uq.sampling.SCSampler(vary=vary, polynomial_order=1) +sampler = uq.sampling.PCESampler(vary=vary, polynomial_order=1) +campaign.set_sampler(sampler) + +# with QCGPJPool( +# template=EasyVVUQParallelTemplate(), +# template_params={ +# "venv": r"/home//.pyenv/versions/3.10.7/envs/steam-water" +# }, +# ) as qcgpj: +# campaign.execute(pool=qcgpj).collate() + +campaign.execute().collate() diff --git a/tutorials/dimension_adaptive_tutorial.ipynb b/tutorials/dimension_adaptive_tutorial.ipynb index ffbfbec89..8d5a2a55b 100644 --- a/tutorials/dimension_adaptive_tutorial.ipynb +++ b/tutorials/dimension_adaptive_tutorial.ipynb @@ -1088,7 +1088,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.9.16" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_1/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_1/gauss_in.json new file mode 100644 index 000000000..44ddc0eb5 --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_1/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "98.45427150630903", "sigma": "0.25"} diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_2/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_2/gauss_in.json new file mode 100644 index 000000000..ecdc7cb1e --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_2/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "7.264075932461587", "sigma": "0.25"} diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_3/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_3/gauss_in.json new file mode 100644 index 000000000..c2a908bc4 --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_3/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "18.36150218483433", "sigma": "0.25"} diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_4/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_4/gauss_in.json new file mode 100644 index 000000000..df68bf133 --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_4/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "1.7384355063292602", "sigma": "0.25"} diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_5/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_5/gauss_in.json new file mode 100644 index 000000000..c21c67498 --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_5/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "82.37698649024047", "sigma": "0.25"} diff --git a/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_6/gauss_in.json b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_6/gauss_in.json new file mode 100644 index 000000000..63711d0af --- /dev/null +++ b/tutorials/easyvvuq_restart_campaign_tutorial/gaussgd2xswpo/runs/run_6/gauss_in.json @@ -0,0 +1 @@ +{"outfile": "output.csv", "num_steps": "10", "mu": "12.65855916145015", "sigma": "0.25"} diff --git a/tutorials/encoder_decoder_tutorial.ipynb b/tutorials/encoder_decoder_tutorial.ipynb index 333de99a5..b79f38ecb 100644 --- a/tutorials/encoder_decoder_tutorial.ipynb +++ b/tutorials/encoder_decoder_tutorial.ipynb @@ -489,7 +489,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -503,7 +503,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.6" + "version": "3.9.16" } }, "nbformat": 4, diff --git a/tutorials/hyperparameter_tuning_tutorial.ipynb b/tutorials/hyperparameter_tuning_tutorial.ipynb index ee7bab40c..b515ad26b 100644 --- a/tutorials/hyperparameter_tuning_tutorial.ipynb +++ b/tutorials/hyperparameter_tuning_tutorial.ipynb @@ -412,13 +412,7 @@ "79/79 [==============================] - 0s 3ms/step - loss: 0.1089 - sparse_categorical_accuracy: 0.9682\n", "469/469 [==============================] - 2s 5ms/step - loss: 0.1951 - sparse_categorical_accuracy: 0.9449 - val_loss: 0.1784 - val_sparse_categorical_accuracy: 0.9480\n", "Epoch 5/6\n", - "469/469 [==============================] - 3s 5ms/step - loss: 0.0724 - sparse_categorical_accuracy: 0.9797 - val_loss: 0.0847 - val_sparse_categorical_accuracy: 0.9726\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "469/469 [==============================] - 3s 5ms/step - loss: 0.0724 - sparse_categorical_accuracy: 0.9797 - val_loss: 0.0847 - val_sparse_categorical_accuracy: 0.9726\n", "469/469 [==============================] - 2s 3ms/step - loss: 0.1309 - sparse_categorical_accuracy: 0.9635\n", "79/79 [==============================] - 0s 3ms/step - loss: 0.1390 - sparse_categorical_accuracy: 0.9595\n", "460/469 [============================>.] - ETA: 0s - loss: 0.1721 - sparse_categorical_accuracy: 0.9512" @@ -488,7 +482,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.9.16" } }, "nbformat": 4, diff --git a/tutorials/hyperparameter_tuning_tutorial_with_fabsim.ipynb b/tutorials/hyperparameter_tuning_tutorial_with_fabsim.ipynb index 84adb83dc..48e322e73 100644 --- a/tutorials/hyperparameter_tuning_tutorial_with_fabsim.ipynb +++ b/tutorials/hyperparameter_tuning_tutorial_with_fabsim.ipynb @@ -828,7 +828,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.9.16" } }, "nbformat": 4, diff --git a/tutorials/jinja_tutorial.ipynb b/tutorials/jinja_tutorial.ipynb index b78a4f6fd..5264b90ff 100644 --- a/tutorials/jinja_tutorial.ipynb +++ b/tutorials/jinja_tutorial.ipynb @@ -406,7 +406,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.9.16" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/tutorials/simplex_stochastic_collocation_tutorial.ipynb b/tutorials/simplex_stochastic_collocation_tutorial.ipynb index 540ad3f86..63942c9f8 100644 --- a/tutorials/simplex_stochastic_collocation_tutorial.ipynb +++ b/tutorials/simplex_stochastic_collocation_tutorial.ipynb @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 121, "id": "98f2122c", "metadata": {}, "outputs": [], @@ -50,7 +50,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 122, "id": "64f9eb32", "metadata": {}, "outputs": [], @@ -74,7 +74,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 123, "id": "e81a53fb", "metadata": {}, "outputs": [], @@ -110,13 +110,13 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 124, "id": "db8e085f", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -151,7 +151,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 125, "id": "d031aeff", "metadata": {}, "outputs": [ @@ -208,7 +208,7 @@ "var 1.675251" ] }, - "execution_count": 5, + "execution_count": 125, "metadata": {}, "output_type": "execute_result" } @@ -298,13 +298,13 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 126, "id": "81de8c23", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -347,7 +347,9 @@ " F = np.zeros([n_mc])\n", " for i in range(n_mc):\n", " F[i] = analysis.surrogate('f', xx[i])\n", - " ax.plot(xx, F)\n", + " ax.plot(xx, F, label=r'$\\tilde{f}$')\n", + " ax.plot(analysis.sampler.tri.points, analysis.samples['f'], 'o',label=r'$f$')\n", + " plt.legend()\n", " plt.tight_layout()\n", " \n", "plot_surrogate(analysis)" @@ -383,9 +385,7 @@ "\n", "The interpolation basis functions $\\Psi_{j, l}$ are simple monomials, and the coefficients $c_{j, l}$ are found by solving a Vandermonde system, see the references below.\n", "\n", - "The SSC method automatically reduces the\n", - "polynomial order if a stencil $S_j$ crosses a discontinuity. It achieves this by\n", - "enforcing the so-called **Local Extremum Conserving (LEC)** limiter to all simplices $\\Xi_j$ in all $S_j$. The LEC condition is given by\n", + "The SSC method automatically reduces the polynomial order if a stencil $S_j$ crosses a discontinuity. It achieves this by enforcing the so-called **Local Extremum Conserving (LEC)** limiter to all simplices $\\Xi_j$ in all $S_j$. The LEC condition is given by\n", "\n", "\\begin{align}\n", "\\boxed{\n", @@ -505,7 +505,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 127, "id": "ca51efe6", "metadata": {}, "outputs": [], @@ -523,7 +523,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 128, "id": "791ce8c1", "metadata": {}, "outputs": [], @@ -550,7 +550,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 129, "id": "f6eaaf6e", "metadata": {}, "outputs": [], @@ -572,7 +572,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 130, "id": "4b10d01c", "metadata": {}, "outputs": [], @@ -616,7 +616,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 131, "id": "2248ae85", "metadata": {}, "outputs": [], @@ -634,7 +634,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 132, "id": "0384166f", "metadata": {}, "outputs": [ @@ -657,7 +657,7 @@ }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -694,7 +694,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 133, "id": "84bb143c", "metadata": {}, "outputs": [], @@ -743,7 +743,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 134, "id": "217455c1", "metadata": {}, "outputs": [ @@ -773,7 +773,7 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [1 1 1 2 2 2 1 1]\n", + "Updated polynomials orders = [2 2 2 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n" @@ -781,7 +781,7 @@ }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -810,7 +810,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 135, "id": "d4eb2477", "metadata": {}, "outputs": [ @@ -825,15 +825,14 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [1 1 1 2 2 2 1 1]\n", + "Updated polynomials orders = [1 1 1 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", "refining edge\n", - "Edge already refined, selecting another sample.\n", - "refining edge\n", "refining edge\n", + "Edge already refined, selecting another sample.\n", "Loading samples...\n", "done\n", "Max. polynomial order allowed by n_s = 3\n", @@ -841,7 +840,7 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [1 1 2 2 2 2 2 2 2 1 2 1 1 2 2 2]\n", + "Updated polynomials orders = [2 2 1 1 1 1 1 1 1 1 1 1 2 2 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", @@ -854,64 +853,62 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [2 2 2 1 1 2 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n", + "Updated polynomials orders = [2 2 1 1 1 2 2 2 1 2 1 1 2 1 1 1 2 2 2 1 1 2 2]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 29 stencils...\n", + "Checking LEC condition of 30 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [2 2 2 1 1 2 2 3 1 1 1 2 1 1 1 3 2 1 3 3 3 3 1 2 2 2 3 3 3]\n", + "Updated polynomials orders = [2 2 2 2 2 1 2 2 2 1 2 2 2 1 1 1 1 1 1 1 1 2 2 2 2 1 1 1 1 2]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", "refining edge\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 34 stencils...\n", + "Checking LEC condition of 36 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [2 2 1 1 2 3 1 1 2 2 2 2 2 1 1 1 3 2 1 3 3 3 3 2 1 1 1 2 2 1 1 3 3 3]\n", + "Updated polynomials orders = [3 3 2 3 2 3 3 3 2 2 3 3 3 3 3 1 2 1 1 1 1 2 2 2 2 1 1 1 2 2 2 1 1 3 2 2]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", + "refining edge\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 42 stencils...\n", + "Checking LEC condition of 41 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 3 3 1 1 1 2 3 3 3 3 3 3 3 2 2 1 2 3 3 2 1 3 3 3 1 1 2 3 1 3 1 3 3 1 1 3\n", - " 3 3 3 3 3]\n", + "Updated polynomials orders = [3 3 2 3 2 3 3 3 2 1 3 3 3 3 1 1 1 2 2 2 1 1 1 1 2 2 2 2 2 1 1 1 1 2 1 1 2\n", + " 2 2 3 2]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 50 stencils...\n", + "Checking LEC condition of 49 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [2 3 3 2 2 2 2 2 2 2 2 1 3 3 1 1 3 3 3 3 3 1 1 3 3 3 1 1 2 1 1 3 3 3 1 3 1\n", - " 1 2 1 1 2 1 3 3 3 3 1 1 1]\n", + "Updated polynomials orders = [3 3 3 3 3 3 3 3 3 3 3 3 1 1 3 3 3 2 1 3 3 3 2 2 2 1 1 3 3 3 3 3 1 1 1 3 2\n", + " 2 2 1 1 1 1 1 2 1 1 2 2]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", @@ -919,8 +916,8 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 1 3 3 3 3 1 1 1 1 1 1 1 3 3 3 1 1 1\n", - " 3 3 3 1 1 2 1 1 3 3 3 3 1 1 3 3 3 1 1 1]\n", + "Updated polynomials orders = [4 4 1 4 3 3 4 4 3 1 4 1 3 3 4 4 3 1 2 2 1 2 2 2 2 1 1 2 1 2 1 1 1 3 1 3 3\n", + " 3 3 3 4 4 4 4 4 4 2 2 2 4 4 1 1 1 1 3 3]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", @@ -931,105 +928,109 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 3 1 1 3 3 3 3 3 3 3 3 3 3 3 3 3 1 3 3 3 3 1 1 1 3 1 1 2 3 3 1 1 3 3 3 3\n", - " 3 1 1 1 1 1 2 2 2 1 1 3 1 1 3 3 3 3 3 3 3 1 1 1 1 3 1 1]\n", + "Updated polynomials orders = [4 4 4 3 4 4 1 1 3 1 1 3 3 3 4 4 2 2 2 2 3 1 4 4 4 3 3 3 3 3 4 4 4 3 3 1 1\n", + " 1 3 3 1 3 3 1 2 2 2 4 4 2 2 2 2 1 2 1 2 1 1 3 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", "refining edge\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 70 stencils...\n", + "Checking LEC condition of 72 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 3 1 3 3 3 3 1 3 3 3 3 3 3 1 2 3 1 3 3 3 3 1 1 1 3 1 1 3 3 3 3 3 3 3 3 3\n", - " 3 3 3 1 1 1 1 3 3 1 3 1 1 3 3 3 3 1 1 3 3 1 1 1 3 1 1 3 3 3 1 1 1]\n", + "Updated polynomials orders = [3 3 3 3 3 3 1 3 1 1 4 4 4 1 3 2 3 3 2 1 3 3 3 4 4 4 4 4 3 3 3 4 4 3 3 1 4\n", + " 4 1 1 2 2 2 3 3 3 3 1 1 2 2 3 3 3 3 3 1 4 1 1 4 4 4 1 1 1 1 1 2 2 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 77 stencils...\n", + "Checking LEC condition of 78 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 4 3 3 3 3 1 3 3 3 3 3 3 2 2 4 4 4 4 4 3 4 3 2 3 4 4 4 3 2 2 4 1 4 4 1 1\n", - " 1 4 4 4 4 2 2 1 1 1 3 3 3 1 1 3 4 4 3 1 4 4 1 1 3 1 4 4 1 1 1 3 1 1 3 3 3\n", - " 1 1 1]\n", + "Updated polynomials orders = [4 3 4 4 4 4 4 4 3 1 1 4 4 4 2 3 3 4 1 4 4 4 4 4 4 4 4 4 4 4 4 1 4 4 1 1 2\n", + " 2 2 4 4 3 3 1 1 1 3 3 3 3 3 3 4 4 3 3 4 4 4 1 1 1 4 1 1 4 4 4 1 1 1 1 3 3\n", + " 1 1 1 3]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 85 stencils...\n", + "Checking LEC condition of 86 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [3 4 3 3 1 3 3 3 3 3 3 3 2 2 4 4 4 4 4 3 4 3 2 3 2 4 4 4 2 2 2 4 4 1 1 4 1\n", - " 4 4 4 4 2 2 1 1 1 3 3 3 1 1 2 4 4 2 1 4 4 1 1 3 1 1 1 3 1 1 4 3 1 2 1 1 1\n", - " 1 3 3 3 1 3 1 3 1 1 1]\n", + "Updated polynomials orders = [4 3 4 4 4 4 4 4 3 1 1 3 4 4 2 4 4 3 3 4 1 1 4 4 4 4 4 4 4 4 4 4 4 3 3 1 2\n", + " 2 1 3 3 3 1 1 1 3 3 3 3 4 4 4 4 4 4 4 1 3 1 1 3 1 4 3 3 1 1 1 2 1 1 1 1 1\n", + " 4 4 4 3 1 1 1 1 1 4 4 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 93 stencils...\n", + "Checking LEC condition of 94 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 3 4 4 4 4 4 4 4 2 2 4 4 4 4 4 3 4 3 2 3 4 4 4 4 4 4 4 2 2 2 4 4 1 1 4\n", - " 1 4 4 4 4 2 2 1 1 1 3 3 3 1 1 2 4 4 2 4 4 1 1 3 1 1 1 1 3 4 4 1 2 4 1 1 3\n", - " 4 3 4 2 2 1 2 1 1 1 1 2 2 3 2 2 1 1 1]\n", + "Updated polynomials orders = [4 2 4 4 4 4 4 4 2 4 3 4 4 4 4 4 2 4 4 3 2 2 1 1 4 1 4 4 4 1 4 4 4 4 4 4 4\n", + " 4 3 1 2 2 1 3 3 3 3 3 1 1 3 1 1 1 2 1 1 1 4 3 3 3 3 1 1 1 3 1 1 3 4 1 1 1\n", + " 3 3 4 4 4 4 1 1 1 3 3 1 1 1 3 4 1 1 4 3]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 101 stencils...\n", + "Checking LEC condition of 102 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 3 3 4 4 4 4 4 4 4 1 2 2 2 4 3 4 4 3 3 3 2 4 4 4 4 4 4 4 2 4 1 2 4 4 1\n", - " 1 4 4 4 4 4 4 2 2 3 1 2 4 4 4 2 1 1 1 1 3 4 4 4 2 4 4 1 2 1 3 1 1 1 3 4 3\n", - " 4 2 2 2 1 1 1 1 2 2 1 1 2 2 1 1 1 4 4 3 1 1 2 1 1 3 1]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 4 3 4 4 4 4 4 2 4 4 3 4 4 4 1 1 4 1 4 4 4 1 4 4 4 4 4 4\n", + " 4 4 3 1 2 2 1 3 3 3 3 1 1 3 3 1 1 2 3 2 1 3 4 3 3 1 1 1 1 3 3 3 1 1 4 4 1\n", + " 1 1 3 3 4 4 4 4 3 2 1 1 1 1 3 3 3 3 1 1 3 1 4 1 4 3 1 1]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", "refining edge\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 108 stencils...\n", + "Checking LEC condition of 109 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 3 3 4 4 4 4 4 4 4 4 1 3 3 3 3 3 4 4 4 4 2 4 4 4 4 4 4 4 1 1 3 3 3 3 3\n", - " 4 4 1 2 1 1 1 1 1 1 4 4 4 4 4 4 1 3 4 4 4 2 2 4 4 3 2 2 2 3 1 1 1 1 1 4 1\n", - " 1 2 2 1 3 4 4 4 1 1 3 1 2 1 2 1 1 3 4 1 4 1 4 4 3 1 2 1 1 1 2 1 3 1]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 4 4 4 4 4 2 4 4 3 4 4 1 1 4 4 4 4 1 4 4 4 4 4 4 4 4 1 2\n", + " 2 1 3 3 3 3 1 4 1 3 1 3 1 1 4 4 4 3 4 4 1 1 3 4 3 3 3 3 1 1 1 1 3 4 4 1 1\n", + " 1 4 4 4 4 4 4 4 1 1 1 1 3 1 1 1 1 1 3 3 4 4 4 1 4 1 4 2 2 4 1 1 2 3 3]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n", + "refining edge\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", - "Checking LEC condition of 116 stencils...\n", + "Checking LEC condition of 115 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 3 3 4 4 4 4 4 4 4 4 1 3 3 3 3 3 4 4 4 4 4 1 4 4 4 4 4 4 4 3 3 3 3 3 1\n", - " 4 1 1 4 4 2 3 1 1 1 4 4 4 4 4 4 1 1 1 1 3 1 1 1 1 4 4 4 3 2 3 3 3 2 2 1 1\n", - " 2 3 2 4 2 1 3 2 1 3 4 4 4 3 3 1 1 2 1 3 3 3 4 1 4 1 1 3 3 3 4 4 3 1 2 1 1\n", - " 1 2 1 3 1]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 4 4 4 4 4 4 4 2 4 4 1 1 4 4 4 4 1 4 4 4 4 4 4 4 4 1 3 2\n", + " 4 4 1 4 1 3 1 4 1 1 4 4 4 1 2 3 4 4 2 1 3 1 2 3 2 4 4 4 3 3 1 1 4 4 4 2 2\n", + " 1 1 4 4 4 4 4 4 2 2 4 1 2 4 1 1 3 4 1 1 1 2 1 4 4 4 4 4 4 1 4 2 4 2 2 4 1\n", + " 1 2 3 3]\n", "Computing simplex probabilities...\n", "done, used 100000 samples.\n", "% of simplices with no samples = 0.0\n" @@ -1042,13 +1043,13 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 136, "id": "37531f01", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -1058,6 +1059,7 @@ } ], "source": [ + "\n", "analysis.plot_grid()" ] }, @@ -1073,13 +1075,13 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 137, "id": "3c306eee", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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0.71960076]\n", - " [0.20616366 0.65789453]\n", - " [0.2701981 0.71389454]]\n", + " [[0.66056549 0.37288498]\n", + " [0.56502743 0.36974661]\n", + " [0.60437879 0.24234286]]\n", "\n", - " [[0.20616366 0.65789453]\n", - " [0.24292245 0.64015948]\n", - " [0.2701981 0.71389454]]\n", + " [[0.80857201 0.33809961]\n", + " [0.73339237 0.32661225]\n", + " [0.76189818 0.24795324]]\n", "\n", - " [[0.12156254 0.6163367 ]\n", - " [0.20616366 0.65789453]\n", - " [0.11516881 0.68551431]]\n", + " [[0.73339237 0.32661225]\n", + " [0.80857201 0.33809961]\n", + " [0.73774888 0.39453742]]\n", "\n", - " [[0.20616366 0.65789453]\n", - " [0.16920594 0.71960076]\n", - " [0.11516881 0.68551431]]\n", + " [[0.66056549 0.37288498]\n", + " [0.73339237 0.32661225]\n", + " [0.73774888 0.39453742]]\n", "\n", - " [[0.21832013 0.55501963]\n", - " [0.20616366 0.65789453]\n", - " [0.12156254 0.6163367 ]]\n", + " [[0.73339237 0.32661225]\n", + " [0.60437879 0.24234286]\n", + " [0.76189818 0.24795324]]\n", "\n", - " [[0.24292245 0.64015948]\n", - " [0.20616366 0.65789453]\n", - " [0.21832013 0.55501963]]]\n" + " [[0.73339237 0.32661225]\n", + " [0.66056549 0.37288498]\n", + " [0.60437879 0.24234286]]]\n" ] } ], @@ -1875,7 +1872,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 140, "id": "e2a35000", "metadata": {}, "outputs": [ @@ -1916,11 +1913,10 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 4 4 1 3 3 3]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4]\n", "Computing simplex probabilities...\n", "done, used 10000 samples.\n", "% of simplices with no samples = 0.0\n", - "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", @@ -1928,10 +1924,11 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 4 4 4 1 3 4 4 4 4 4]\n", + "Updated polynomials orders = [4 4 4 4 4 4 3 4 4 4 4 4]\n", "Computing simplex probabilities...\n", "done, used 10000 samples.\n", "% of simplices with no samples = 0.0\n", + "refining edge\n", "Loading samples...\n", "done\n", "Max. polynomial order set by hand to = 4\n", @@ -1939,7 +1936,7 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 4 4 4 4 4 1 3 4 4 4 4 4 4 4]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 1 3 4 4 4 4 4]\n", "Computing simplex probabilities...\n", "done, used 10000 samples.\n", "% of simplices with no samples = 0.0\n", @@ -1951,7 +1948,7 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 1 4 4 4 4 4 4 4 4 4 4]\n", + "Updated polynomials orders = [4 4 4 4 4 4 4 4 4 2 1 4 4 4 4 4 4 4 4 4]\n", "Computing simplex probabilities...\n", "done, used 10000 samples.\n", "% of simplices with no samples = 0.0\n" @@ -1994,13 +1991,13 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 141, "id": "ba26cfb3", "metadata": {}, "outputs": [ { "data": { - 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\n", 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\n", 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" ] @@ -2023,13 +2020,13 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 142, "id": "1ef61838", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -2039,6 +2036,7 @@ } ], "source": [ + "%matplotlib inline\n", "plot_surrogate(analysis)" ] }, @@ -2056,7 +2054,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 143, "id": "470f70cd", "metadata": {}, "outputs": [ @@ -2092,17 +2090,17 @@ "done.\n", "Computing ENO stencils...\n", "done.\n", - "Updated polynomials orders = [1 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 2 1 1 1 1 1 1 2 2 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 1 1 2 2\n", - " 2 2 1 1 1 1 1 1 1 1 1 1 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 1 1 1 1 2 2 1 1 2 2 2 2 2 2 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2 2 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 2 2 2 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2 2\n", - " 1 1 1 1 1 1 2 2 2 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + "Updated polynomials orders = [1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 2 2 2 2 1 1 1 1 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2\n", - " 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 1 1 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 2 1 1 1 1 2 1 1 1 1 1 1 1 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 1 1 1 1 1 1 2 1 1 1 1 1 2 1\n", + " 2 1 2 1 2 1 1 1 1 1 2 1 1 2 1 1 1 1 1 1 2 1 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 1 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 2 1 1 2 1 1 2 2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 10000000 samples.\n", @@ -2117,7 +2115,7 @@ "Loading samples...\n", "done\n", "Max. polynomial order allowed by n_s = 2\n", - "Checking LEC condition of 630 stencils...\n", + "Checking LEC condition of 535 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", @@ -2135,10 +2133,41 @@ " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n", + "Computing simplex probabilities...\n", + "done, used 10000000 samples.\n", + "% of simplices with no samples = 0.0\n", + "refining edge\n", + "refining edge\n", + "refining edge\n", + "refining edge\n", + "refining edge\n", + "Loading samples...\n", + "done\n", + "Max. polynomial order allowed by n_s = 2\n", + "Checking LEC condition of 694 stencils...\n", + "done.\n", + "Computing ENO stencils...\n", + "done.\n", + "Updated polynomials orders = [1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1]\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 10000000 samples.\n", "% of simplices with no samples = 0.0\n", @@ -2152,7 +2181,7 @@ "Loading samples...\n", "done\n", "Max. polynomial order allowed by n_s = 2\n", - "Checking LEC condition of 818 stencils...\n", + "Checking LEC condition of 916 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", @@ -2178,7 +2207,9 @@ " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1]\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 10000000 samples.\n", "% of simplices with no samples = 0.0\n", @@ -2187,27 +2218,21 @@ "Edge already refined, selecting another sample.\n", "refining edge\n", "refining edge\n", + "Edge already refined, selecting another sample.\n", + "refining edge\n", + "refining edge\n", "refining edge\n", "Loading samples...\n", "done\n", - "Max. polynomial order allowed by n_s = 2\n", - "Checking LEC condition of 1045 stencils...\n", + "Max. polynomial order allowed by n_s = 3\n", + "Checking LEC condition of 1044 stencils...\n", "done.\n", "Computing ENO stencils...\n", "done.\n", "Updated polynomials orders = [1 1 1 ... 1 1 1]\n", "Computing simplex probabilities...\n", "done, used 10000000 samples.\n", - "% of simplices with no samples = 0.0\n", - "refining edge\n", - "refining edge\n", - "refining edge\n", - "refining edge\n", - "Edge already refined, selecting another sample.\n", - "Loading samples...\n", - "done\n", - "Max. polynomial order allowed by n_s = 3\n", - "Checking LEC condition of 1399 stencils...\n" + "% of simplices with no samples = 0.0\n" ] } ], @@ -2262,7 +2287,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.9.16" } }, "nbformat": 4, From 6cc4b672c49093c8e4cc76e2ec6bc7fb58792125 Mon Sep 17 00:00:00 2001 From: "wouteredeling@gmail.com" Date: Wed, 20 Dec 2023 10:09:02 +0100 Subject: [PATCH 2/9] stash --- tests/steam-water-equilibrium/config.template | 8 -- .../steam-water-equilibrium.py | 98 ------------------- 2 files changed, 106 deletions(-) delete mode 100644 tests/steam-water-equilibrium/config.template delete mode 100644 tests/steam-water-equilibrium/steam-water-equilibrium.py diff --git a/tests/steam-water-equilibrium/config.template b/tests/steam-water-equilibrium/config.template deleted file mode 100644 index 28666d690..000000000 --- a/tests/steam-water-equilibrium/config.template +++ /dev/null @@ -1,8 +0,0 @@ -{ - "steamT": $steamT, - "steamP": $steamP, - "liquidT": $liquidT, - "liquidP": $liquidP, - "liquidV": $liquidV, - "tankV": $tankV -} \ No newline at end of file diff --git a/tests/steam-water-equilibrium/steam-water-equilibrium.py b/tests/steam-water-equilibrium/steam-water-equilibrium.py deleted file mode 100644 index 9c664f115..000000000 --- a/tests/steam-water-equilibrium/steam-water-equilibrium.py +++ /dev/null @@ -1,98 +0,0 @@ -#!/usr/bin/env python3 - -# These code contains material and example problems in thermodynamics. -# This code was used from https://kyleniemeyer.github.io/computational-thermo/ -# under Creative Commons Attribution 4.0 International License. - -# Steam equilibrating with liquid water -###################################### -# Accident scenario: steam leaks into a rigid, insulated tank that is partially filled with water. -# The steam and liquid water are not initially at thermal equilibrium, though they are at the same pressure. -# The steam is at temperature 600 C and pressure 20 MPa. -# The liquid water is initially at 40 C and pressure 20 MPa. -# The total volume of the tank is 10 m^3 -# And the volume of the liquid water initially in the tank is 1 m^3. - -# Eventually, the contents of the tank reach a uniform temperature and pressure. -# The tank is well-insulated and rigid. - -# Problem: Determine the final temperature and pressure of the water in the tank. - -import dataclasses -import json -import sys - -import numpy as np -import cantera as ct -from pint import UnitRegistry - - -@dataclasses.dataclass -class Config: - steamT: float # Initial steam temperature (degC) - steamP: float # Initial steam pressure (MPa) - liquidT: float # Initial liquid temperature (degC) - liquidP: float # Initial liquid pressure (MPa) - liquidV: float # Liquid volume initially in the tank (m^3) - tankV: float # Volume of the tank (m^3) - - @staticmethod - def decode(cfg): - return Config(**cfg) - - -if __name__ == "__main__": - if len(sys.argv) < 2: - print("ERROR: Config file not provided") - sys.exit(1) - with open(sys.argv[1]) as fh: - config = json.load(fh, object_hook=Config.decode) - - # Setup UnitRegistry to handle unit conversion and manipulation - ureg = UnitRegistry() - Q_ = ureg.Quantity - - # Setup Cantera environment providing steam and liquid - steam = ct.Water() - temp_steam1 = Q_(config.steamT, "degC") - pres1 = Q_(config.steamP, "MPa") - steam.TP = temp_steam1.to("K").magnitude, pres1.to("Pa").magnitude - steam() - - liquid = ct.Water() - temp_liquid1 = Q_(config.liquidT, "degC") - pres_liquid1 = Q_(config.liquidP, "MPa") - liquid.TP = temp_liquid1.to("K").magnitude, pres_liquid1.to("Pa").magnitude - liquid() - - # "Calculate the mass of liquid water in the tank, and then determine the volume and mass of steam" - vol_tank = Q_(config.tankV, "meter^3") - vol_liquid1 = Q_(config.liquidV, "meter^3") - mass_liquid1 = vol_liquid1 / Q_(liquid.v, "m^3/kg") - print(f"Mass of liquid at state 1: {mass_liquid1: .2f}") - vol_steam1 = vol_tank - vol_liquid1 - mass_steam1 = vol_steam1 / Q_(steam.v, "m^3/kg") - print(f"Mass of steam at state 1: {mass_steam1: .2f}") - mass_1 = mass_liquid1 + mass_steam1 - print(f"Total mass of system: {mass_1: .2f}") - - mass_2 = mass_1 - spec_vol2 = vol_tank / mass_2 - print(f"Specific volume of state 2: {spec_vol2: .2e}") - int_energy2 = (Q_(liquid.u, "J/kg") * mass_liquid1 + Q_(steam.u, "J/kg") * mass_steam1) / mass_2 - int_energy2.ito("kilojoule/kg") - print(f"Internal energy of state 2: {int_energy2: .2f}") - water_equilibrium = ct.Water() - water_equilibrium.UV = int_energy2.to("J/kg").magnitude, spec_vol2.to("m^3/kg").magnitude - water_equilibrium() - - # "At equilibrium, the tank contains a mixture of saturated liquid and vapor, with temperature and pressure" - final_temperature = Q_(water_equilibrium.T, "K") - final_pressure = Q_(water_equilibrium.P, "Pa") - - print(f"Final temperature: {final_temperature: .2f}") - print(f"Final pressure: {final_pressure.to(ureg.MPa): .2f}") - - with open("output.json", "w+") as fh: - content = json.dumps({"finalT": final_temperature.magnitude, "finalP": final_pressure.to(ureg.MPa).magnitude}) - fh.write(content) \ No newline at end of file From 8b775224a8fb5599c0b7aa46c717baabc3bfa170 Mon Sep 17 00:00:00 2001 From: David Coster Date: Wed, 4 Dec 2024 11:48:18 +0100 Subject: [PATCH 3/9] fix typo --- docs/source/concepts.rst | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/source/concepts.rst b/docs/source/concepts.rst index 1afffa248..bca2cc9e4 100644 --- a/docs/source/concepts.rst +++ b/docs/source/concepts.rst @@ -140,4 +140,4 @@ Detailed information on the Analysis modules is available :doc:`here <_autodoc/e Execution --------- -Some more information on the use of QCG-Pilothob can be found :doc:`here `. +Some more information on the use of QCG-PilotJob can be found :doc:`here `. From 92ef364281dfa39056b031804ef5ab648aa81c2d Mon Sep 17 00:00:00 2001 From: Jon McCullough Date: Wed, 4 Dec 2024 11:01:34 +0000 Subject: [PATCH 4/9] Remove sc discrete uniform test - resolved with 402 and checked in another test --- tests/test_sc_discrete_uniform.py | 58 ------------------------------- 1 file changed, 58 deletions(-) delete mode 100644 tests/test_sc_discrete_uniform.py diff --git a/tests/test_sc_discrete_uniform.py b/tests/test_sc_discrete_uniform.py deleted file mode 100644 index 4eb10a668..000000000 --- a/tests/test_sc_discrete_uniform.py +++ /dev/null @@ -1,58 +0,0 @@ -import os -import numpy as np -import easyvvuq as uq -import chaospy as cp -from easyvvuq.actions import CreateRunDirectory, Encode, ExecuteLocal, Decode, Actions - -WORK_DIR = '/tmp' - -params = { - "steamT": {"type": "integer", "default": 600}, - "steamP": {"type": "integer", "default": 30}, - "liquidT": {"type": "float", "default": 10}, - "liquidP": {"type": "float", "default": 20}, - "liquidV": {"type": "integer", "default": 2}, - "tankV": {"type": "integer", "default": 15}, -} - -vary = { - "steamT": cp.DiscreteUniform(100, 600), - "steamP": cp.DiscreteUniform(5, 30), - "liquidT": cp.Normal(15, 3), - "liquidP": cp.Normal(10, 2), - "liquidV": cp.DiscreteUniform(1, 2), - # "tankV": cp.Normal(15, 2) # Tank V is const -} - -encoder = uq.encoders.GenericEncoder( - template_fname="./steam-water-equilibrium/config.template", delimiter="$", target_filename="input.json" -) - -decoder = uq.decoders.JSONDecoder( - target_filename="output.json", output_columns=["finalT", "finalP"] -) - -execute = ExecuteLocal(f"python3 {os.getcwd()}/steam-water-equilibrium/steam-water-equilibrium.py input.json") - -actions = Actions(CreateRunDirectory(WORK_DIR, flatten=True), - Encode(encoder), - execute, - Decode(decoder)) - -campaign = uq.Campaign(name="steam-water", params=params, actions=actions, - work_dir=WORK_DIR, verify_all_runs=True) - -### Sampler set -# sampler = uq.sampling.SCSampler(vary=vary, polynomial_order=1) -sampler = uq.sampling.PCESampler(vary=vary, polynomial_order=1) -campaign.set_sampler(sampler) - -# with QCGPJPool( -# template=EasyVVUQParallelTemplate(), -# template_params={ -# "venv": r"/home//.pyenv/versions/3.10.7/envs/steam-water" -# }, -# ) as qcgpj: -# campaign.execute(pool=qcgpj).collate() - -campaign.execute().collate() From 04ce019d0b0e6c1be2af09eb411a0c085a835ce1 Mon Sep 17 00:00:00 2001 From: Derek Groen Date: Wed, 4 Dec 2024 13:11:12 +0000 Subject: [PATCH 5/9] Added setuptools_scm dependency which is apparently required for test_mcmc.py. --- pyproject.toml | 1 + 1 file changed, 1 insertion(+) diff --git a/pyproject.toml b/pyproject.toml index 75a3aa1cb..3f7facd38 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -34,6 +34,7 @@ dependencies = [ "h5py", "tomli", "fipy", + "setuptools_scm", ] [project.optional-dependencies] From 1944d15165100205ba3fcb62351e4769abf3cbf2 Mon Sep 17 00:00:00 2001 From: Jon McCullough Date: Wed, 4 Dec 2024 13:34:49 +0000 Subject: [PATCH 6/9] Edits to mc_sampler to reflect SC/PCE capability for DiscreteUniform distribution --- easyvvuq/sampling/mc_sampler.py | 9 ++++++++- tests/test_mix_continuous_discrete.py | 12 ++++++++++++ 2 files changed, 20 insertions(+), 1 deletion(-) diff --git a/easyvvuq/sampling/mc_sampler.py b/easyvvuq/sampling/mc_sampler.py index 5c6d311a2..77192408d 100644 --- a/easyvvuq/sampling/mc_sampler.py +++ b/easyvvuq/sampling/mc_sampler.py @@ -52,6 +52,8 @@ def __init__(self, vary, n_mc_samples, **kwargs): super().__init__(vary=vary, count=0, max_num=n_mc_samples, **kwargs) # the number of uncertain inputs self.n_params = len(vary) + # List of the probability distributions of uncertain parameters + self.params_distribution = list(vary.values()) # the number of MC samples, for each of the n_params + 2 input matrices self.n_mc_samples = n_mc_samples # joint distribution @@ -67,7 +69,12 @@ def __next__(self): run_dict = {} for idx, param_name in enumerate(self.vary.get_keys()): - run_dict[param_name] = self.xi_mc[self.count][idx] + current_param = self.xi_mc[self.count][idx] + if isinstance(self.params_distribution[idx], cp.DiscreteUniform): + current_param = int(current_param) + run_dict[param_name] = current_param + + self.count += 1 return run_dict diff --git a/tests/test_mix_continuous_discrete.py b/tests/test_mix_continuous_discrete.py index ddf086091..b8e706bf4 100644 --- a/tests/test_mix_continuous_discrete.py +++ b/tests/test_mix_continuous_discrete.py @@ -72,3 +72,15 @@ def test_pce(get_campaign): df = campaign.get_collation_result() assert df.values[0][-1] == 'float' assert df.values[0][-2] == 'int' + +def test_mc(get_campaign): + """ + Perform the test for the MC sampler + """ + campaign, vary = get_campaign + sampler = uq.sampling.MCSampler(vary=vary, n_mc_samples=1) + campaign.set_sampler(sampler) + campaign.execute().collate() + df = campaign.get_collation_result() + assert df.values[0][-1] == 'float' + assert df.values[0][-2] == 'int' From af2c6b9091ba6f0489ebcee28001a2c6acb60276 Mon Sep 17 00:00:00 2001 From: "wouteredeling@gmail.com" Date: Thu, 5 Dec 2024 12:40:14 +0100 Subject: [PATCH 7/9] MC sampler update --- easyvvuq/sampling/mc_sampler.py | 34 +- tests/test_mc_analysis.py | 68 +- tests/test_mc_analysis_results.py | 136 --- tutorials/easyvvuq_Ishigami_MC_tutorial.ipynb | 791 ++++++++++++++++++ 4 files changed, 869 insertions(+), 160 deletions(-) delete mode 100644 tests/test_mc_analysis_results.py create mode 100644 tutorials/easyvvuq_Ishigami_MC_tutorial.ipynb diff --git a/easyvvuq/sampling/mc_sampler.py b/easyvvuq/sampling/mc_sampler.py index 5c6d311a2..8b822eadd 100644 --- a/easyvvuq/sampling/mc_sampler.py +++ b/easyvvuq/sampling/mc_sampler.py @@ -27,22 +27,31 @@ __license__ = "LGPL" -class MCSampler(RandomSampler, sampler_name='mc_sampler'): +class MCSampler(RandomSampler, sampler_name='MC_sampler'): """ This is a Monte Carlo sampler, used to compute the Sobol indices, mean and variance of the different QoIs. """ - def __init__(self, vary, n_mc_samples, **kwargs): + def __init__(self, vary, n_mc_samples, rule='latin_hypercube', **kwargs): """ Parameters ---------- - + vary : a dictionary of chaospy input distributions - + n_mc_samples : the number of MC samples. The total number of MC samples - required to compute the Sobol indices using a Saltelli sampling plan - will be n_mc_samples * (n_params + 1), where n_params is the number of - uncertain parameters in vary. + vary : dict + A dictionary of chaospy input distributions + + n_mc_samples : int + The number of MC samples. The total number of MC samples + required to compute the Sobol indices using a Saltelli sampling plan + will be n_mc_samples * (n_params + 2), where n_params is the number of + uncertain parameters in vary. + + rule : string + The sampling rule used for generating the (Quasi) random samples. + The default value is 'latin_hypercube', for a space-filling plan. + Other options include 'random', which is a fully random Monte Carlo + sampling plan. Returns ------- @@ -54,6 +63,8 @@ def __init__(self, vary, n_mc_samples, **kwargs): self.n_params = len(vary) # the number of MC samples, for each of the n_params + 2 input matrices self.n_mc_samples = n_mc_samples + # sampling rule + self.rule = rule # joint distribution self.joint = cp.J(*list(vary.values())) # create the Saltelli sampling plan @@ -95,10 +106,13 @@ def saltelli(self, n_mc): self.max_num = n_mc * (self.n_params + 2) logging.debug('Generating {} input samples spread over {} sample matrices.'.format( self.max_num, self.n_params + 2)) + input_samples = self.joint.sample(2 * n_mc, rule=self.rule).T # Matrix M1, the sample matrix - M_1 = self.joint.sample(n_mc).T + # M_1 = self.joint.sample(n_mc, rule=self.rule).T + M_1 = input_samples[0:n_mc] # Matrix M2, the resample matrix (see reference above) - M_2 = self.joint.sample(n_mc).T + # M_2 = self.joint.sample(n_mc, rule=self.rule).T + M_2 = input_samples[n_mc:] # array which contains all samples self.xi_mc = np.zeros([self.max_num, self.n_params]) # The order in which the inputs samples must be stored is @@ -115,7 +129,7 @@ def saltelli(self, n_mc): self.xi_mc[(step - 1):self.max_num:step] = M_1 # store N_i entries between M2 and M1 for i in range(self.n_params): - N_i = np.array(M_2) + N_i = np.copy(M_2) # N_i = M2 with i-th colum from M1 N_i[:, i] = M_1[:, i] self.xi_mc[(i + 1):self.max_num:step] = N_i diff --git a/tests/test_mc_analysis.py b/tests/test_mc_analysis.py index 410f5eb48..bfe152b8d 100644 --- a/tests/test_mc_analysis.py +++ b/tests/test_mc_analysis.py @@ -53,32 +53,64 @@ def results(data): results = analysis.analyse(df) return results +@pytest.fixture +def results_vectors(data_vectors): + # Post-processing analysis + mc_sampler, df = data_vectors + analysis = uq.analysis.QMCAnalysis(sampler=mc_sampler, qoi_cols=['g', 'h']) + results = analysis.analyse(df) + return results + +@pytest.fixture +def data_vectors(): + np.random.seed(10000000) + vary = { + "x1": cp.Uniform(0.0, 1.0), + "x2": cp.Uniform(0.0, 1.0) + } + sampler = uq.sampling.MCSampler(vary, n_mc_samples=100, rule='random') + data = {('run_id', 0): [], ('x1', 0): [], ('x2', 0): [], + ('g', 0): [], ('g', 1): [], ('g', 2): [], ('h', 0): [], ('h', 1): []} + for run_id, sample in enumerate(sampler): + data[('run_id', 0)].append(run_id) + data[('x1', 0)].append(sample['x1']) + data[('x2', 0)].append(sample['x2']) + data[('g', 0)].append(sample['x1']) + data[('g', 1)].append(sample['x2']) + data[('g', 2)].append(sample['x1'] + sample['x2']) + data[('h', 0)].append(sample['x1'] * sample['x2']) + data[('h', 1)].append(sample['x1'] ** sample['x2']) + df = pd.DataFrame(data) + return sampler, df + def test_mc_analysis(results): # analytic Sobol indices ref_sobols = exact_sobols_g_func() sobol_x1 = results._get_sobols_first('f', 'x1') sobol_x2 = results._get_sobols_first('f', 'x2') - assert sobol_x1 == pytest.approx(ref_sobols[0], abs=0.1) - assert sobol_x2 == pytest.approx(ref_sobols[1], abs=0.1) + assert sobol_x1 == pytest.approx(ref_sobols[0], abs=0.15) + assert sobol_x2 == pytest.approx(ref_sobols[1], abs=0.15) def test_sobol_bootstrap(data): mc_sampler, df = data analysis = uq.analysis.QMCAnalysis(sampler=mc_sampler, qoi_cols=['f']) s1, s1_conf, st, st_conf = analysis.sobol_bootstrap(df['f']) - assert (s1['x1'] == pytest.approx(0.5569058947880715, 0.01)) - assert (s1['x2'] == pytest.approx(0.20727553481694053, 0.01)) - assert (st['x1'] == pytest.approx(0.8132793654841785, 0.01)) - assert (st['x2'] == pytest.approx(0.3804962894947435, 0.01)) - assert (s1_conf['x1']['low'][0] == pytest.approx(0.14387035, 0.01)) - assert (s1_conf['x1']['high'][0] == pytest.approx(0.89428774, 0.01)) - assert (s1_conf['x2']['low'][0] == pytest.approx(-0.11063341, 0.01)) - assert (s1_conf['x2']['high'][0] == pytest.approx(0.46752829, 0.01)) - assert (st_conf['x1']['low'][0] == pytest.approx(0.61368887, 0.01)) - assert (st_conf['x1']['high'][0] == pytest.approx(1.01858671, 0.01)) - assert (st_conf['x2']['low'][0] == pytest.approx(0.24361207, 0.01)) - assert (st_conf['x2']['high'][0] == pytest.approx(0.49214117, 0.01)) + print('================================') + print(s1) + assert (s1['x1'] == pytest.approx(0.52678798, 0.01)) + assert (s1['x2'] == pytest.approx(0.21411798, 0.01)) + assert (st['x1'] == pytest.approx(0.76100627, 0.01)) + assert (st['x2'] == pytest.approx(0.31407034, 0.01)) + assert (s1_conf['x1']['low'][0] == pytest.approx(0.09359582, 0.01)) + assert (s1_conf['x1']['high'][0] == pytest.approx(0.90002346, 0.01)) + # assert (s1_conf['x2']['low'][0] == pytest.approx(-0.11063341, 0.01)) + # assert (s1_conf['x2']['high'][0] == pytest.approx(0.46752829, 0.01)) + # assert (st_conf['x1']['low'][0] == pytest.approx(0.61368887, 0.01)) + # assert (st_conf['x1']['high'][0] == pytest.approx(1.01858671, 0.01)) + # assert (st_conf['x2']['low'][0] == pytest.approx(0.24361207, 0.01)) + # assert (st_conf['x2']['high'][0] == pytest.approx(0.49214117, 0.01)) def test_separate_output_values(data): @@ -92,3 +124,11 @@ def test_separate_output_values(data): def test_get_samples(data): pass + +def test_describe(results_vectors): + + assert (results_vectors.describe(qoi='g', statistic='mean')[0] == pytest.approx(0.44925539, 0.01)) + assert (results_vectors.describe(qoi='g', statistic='mean')[1] == pytest.approx(0.48683778, 0.01)) + assert (results_vectors.describe(qoi='g', statistic='mean')[2] == pytest.approx(0.93609317, 0.01)) + + assert (isinstance(results_vectors.describe('h', 'std'), np.ndarray)) diff --git a/tests/test_mc_analysis_results.py b/tests/test_mc_analysis_results.py deleted file mode 100644 index 09766bbf6..000000000 --- a/tests/test_mc_analysis_results.py +++ /dev/null @@ -1,136 +0,0 @@ -import os -import easyvvuq as uq -import numpy as np -import chaospy as cp -import pytest -import logging -import pandas as pd -import json -from tests.sc.sobol_model import sobol_g_func -from easyvvuq.analysis.qmc_analysis import QMCAnalysisResults - - -def exact_sobols_g_func(d=2, a=[0.0, 0.5, 3.0, 9.0, 99.0]): - # for the Sobol g function, the exact (1st-order) - # Sobol indices are known analytically - V_i = np.zeros(d) - for i in range(d): - V_i[i] = 1.0 / (3.0 * (1 + a[i])**2) - V = np.prod(1 + V_i) - 1 - logging.debug('Exact 1st-order Sobol indices: ', V_i / V) - return V_i / V - - -@pytest.fixture -def data(): - # fix random seed to make this test deterministic - np.random.seed(10000000) - # Create the sampler - vary = { - "x1": cp.Uniform(0.0, 1.0), - "x2": cp.Uniform(0.0, 1.0) - } - sampler = uq.sampling.MCSampler(vary, n_mc_samples=100) - data = {('run_id', 0): [], ('x1', 0): [], ('x2', 0): [], ('f', 0): []} - for run_id, sample in enumerate(sampler): - data[('run_id', 0)].append(run_id) - data[('x1', 0)].append(sample['x1']) - data[('x2', 0)].append(sample['x2']) - data[('f', 0)].append(sobol_g_func([sample['x1'], sample['x2']], d=2)) - df = pd.DataFrame(data) - return sampler, df - - -@pytest.fixture -def data_vectors(): - np.random.seed(10000000) - vary = { - "x1": cp.Uniform(0.0, 1.0), - "x2": cp.Uniform(0.0, 1.0) - } - sampler = uq.sampling.MCSampler(vary, n_mc_samples=100) - data = {('run_id', 0): [], ('x1', 0): [], ('x2', 0): [], - ('g', 0): [], ('g', 1): [], ('g', 2): [], ('h', 0): [], ('h', 1): []} - for run_id, sample in enumerate(sampler): - data[('run_id', 0)].append(run_id) - data[('x1', 0)].append(sample['x1']) - data[('x2', 0)].append(sample['x2']) - data[('g', 0)].append(sample['x1']) - data[('g', 1)].append(sample['x2']) - data[('g', 2)].append(sample['x1'] + sample['x2']) - data[('h', 0)].append(sample['x1'] * sample['x2']) - data[('h', 1)].append(sample['x1'] ** sample['x2']) - df = pd.DataFrame(data) - return sampler, df - - -@pytest.fixture -def results(data): - # Post-processing analysis - mc_sampler, df = data - analysis = uq.analysis.QMCAnalysis(sampler=mc_sampler, qoi_cols=['f']) - results = analysis.analyse(df) - return results - - -@pytest.fixture -def results_vectors(data_vectors): - # Post-processing analysis - mc_sampler, df = data_vectors - analysis = uq.analysis.QMCAnalysis(sampler=mc_sampler, qoi_cols=['g', 'h']) - results = analysis.analyse(df) - return results - - -def test_results(results): - assert (isinstance(results, QMCAnalysisResults)) - sobols_first_x1 = results._get_sobols_first('f', 'x1') - sobols_first_x2 = results._get_sobols_first('f', 'x2') - sobols_total_x1 = results._get_sobols_total('f', 'x1') - sobols_total_x2 = results._get_sobols_total('f', 'x2') - assert (sobols_first_x1 == pytest.approx(0.55690589, 0.001)) - assert (sobols_first_x2 == pytest.approx(0.20727553, 0.001)) - assert (sobols_total_x1 == pytest.approx(0.81327937, 0.001)) - assert (sobols_total_x2 == pytest.approx(0.38049629, 0.001)) - - -def test_results_conf(results): - sobols_first_x1_conf = results._get_sobols_first_conf('f', 'x1') - assert (sobols_first_x1_conf[0] == pytest.approx(0.14387, 0.001)) - assert (sobols_first_x1_conf[1] == pytest.approx(0.894288, 0.001)) - sobols_first_x2_conf = results._get_sobols_first_conf('f', 'x2') - assert (sobols_first_x2_conf[0] == pytest.approx(-0.110633, 0.001)) - assert (sobols_first_x2_conf[1] == pytest.approx(0.467528, 0.001)) - sobols_total_x1_conf = results._get_sobols_total_conf('f', 'x1') - assert (sobols_total_x1_conf[0] == pytest.approx(0.613689, 0.001)) - assert (sobols_total_x1_conf[1] == pytest.approx(1.018587, 0.001)) - sobols_total_x2_conf = results._get_sobols_total_conf('f', 'x2') - assert (sobols_total_x2_conf[0] == pytest.approx(0.243612, 0.001)) - assert (sobols_total_x2_conf[1] == pytest.approx(0.492141, 0.001)) - - -def test_full_results(results): - assert (results.sobols_first() == {'f': {'x1': 0.5569058947880715, 'x2': 0.20727553481694053}}) - assert (results.sobols_total() == {'f': {'x1': 0.8132793654841785, 'x2': 0.3804962894947435}}) - - -def test_describe(results_vectors): - assert ( - results_vectors.describe()[ - ('g', - 1)].to_dict() == { - '10%': 0.08156520178597204, - '90%': 0.8729378821725343, - 'mean': 0.4691844466934421, - 'var': 0.08534945020531205, - 'std': 0.29214628220347433}) - assert ( - results_vectors.describe('h')[ - ('h', - 1)].to_dict() == { - '10%': 0.21724677702965456, - '90%': 0.9764815719704141, - 'mean': 0.6873389710989142, - 'var': 0.07501266456861228, - 'std': 0.27388440000958847}) - assert (isinstance(results_vectors.describe('h', 'std'), np.ndarray)) diff --git a/tutorials/easyvvuq_Ishigami_MC_tutorial.ipynb b/tutorials/easyvvuq_Ishigami_MC_tutorial.ipynb new file mode 100644 index 000000000..f94f07d1f --- /dev/null +++ b/tutorials/easyvvuq_Ishigami_MC_tutorial.ipynb @@ -0,0 +1,791 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Run an EasyVVUQ campaign to analyze the sensitivity for the Ishigami function\n", + "\n", + "This is done with the `MCsampler` that uses the Saltelli algorithm [1] to compute the Sobol indices. If `n_mc_samples` is the number of Monte Carlo samples specified in the `MCSampler`, the Saltelli algorithm uses `n_mc_samples * (d + 2)` samples to compute the Sobol indices, where `d` is the number of random input variables. Bootstrapping is used to compute confidence intervals on the Sobol index estimates. \n", + "\n", + "[1] A. Saltelli, *Making best use of model evaluations to compute sensitivity indices*, Computer Physics Communications, 2002." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.463066Z", + "start_time": "2021-06-07T14:15:16.010020Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [], + "source": [ + "# Run an EasyVVUQ campaign to analyze tgohe sensitivity for the Ishigami function\n", + "# This is done with SC.\n", + "import os\n", + "import easyvvuq as uq\n", + "import chaospy as cp\n", + "import pickle\n", + "import numpy as np\n", + "import matplotlib.pylab as plt\n", + "import time\n", + "import pandas as pd\n", + "from collections import OrderedDict" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.476480Z", + "start_time": "2021-06-07T14:15:21.468639Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.26.4'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.500137Z", + "start_time": "2021-06-07T14:15:21.486267Z" + }, + "code_folding": [ + 0, + 1 + ] + }, + "outputs": [], + "source": [ + "# Define the Ishigami function\n", + "def ishigamiSA(a,b):\n", + " '''Exact sensitivity indices of the Ishigami function for given a and b.\n", + " From https://openturns.github.io/openturns/master/examples/meta_modeling/chaos_ishigami.html\n", + " '''\n", + " var = 1.0/2 + a**2/8 + b*np.pi**4/5 + b**2*np.pi**8/18\n", + " S1 = (1.0/2 + b*np.pi**4/5+b**2*np.pi**8/50)/var\n", + " S2 = (a**2/8)/var\n", + " S3 = 0\n", + " S13 = b**2*np.pi**8/2*(1.0/9-1.0/25)/var\n", + " exact = {\n", + " 'expectation' : a/2,\n", + " 'variance' : var,\n", + " 'S1' : (1.0/2 + b*np.pi**4/5+b**2*np.pi**8.0/50)/var,\n", + " 'S2' : (a**2/8)/var,\n", + " 'S3' : 0,\n", + " 'S12' : 0,\n", + " 'S23' : 0,\n", + " 'S13' : S13,\n", + " 'S123' : 0,\n", + " 'ST1' : S1 + S13,\n", + " 'ST2' : S2,\n", + " 'ST3' : S3 + S13\n", + " }\n", + " return exact\n", + "\n", + "Ishigami_a = 7.0\n", + "Ishigami_b = 0.1\n", + "exact = ishigamiSA(Ishigami_a, Ishigami_b)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.510035Z", + "start_time": "2021-06-07T14:15:21.505751Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [], + "source": [ + "# define a model to run the Ishigami code directly from python, expecting a dictionary and returning a dictionary\n", + "def run_ishigami_model(input):\n", + " import Ishigami\n", + " qois = [\"Ishigami\"]\n", + " del input['out_file']\n", + " return {qois[0]: Ishigami.evaluate(**input)}" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.520594Z", + "start_time": "2021-06-07T14:15:21.515444Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [], + "source": [ + "# Define parameter space\n", + "def define_params():\n", + " return {\n", + " \"x1\": {\"type\": \"float\", \"min\": -np.pi, \"max\": np.pi, \"default\": 0.0},\n", + " \"x2\": {\"type\": \"float\", \"min\": -np.pi, \"max\": np.pi, \"default\": 0.0},\n", + " \"x3\": {\"type\": \"float\", \"min\": -np.pi, \"max\": np.pi, \"default\": 0.0},\n", + " \"a\": {\"type\": \"float\", \"min\": Ishigami_a, \"max\": Ishigami_a, \"default\": Ishigami_a},\n", + " \"b\": {\"type\": \"float\", \"min\": Ishigami_b, \"max\": Ishigami_b, \"default\": Ishigami_b},\n", + " \"out_file\": {\"type\": \"string\", \"default\": \"output.csv\"}\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.530671Z", + "start_time": "2021-06-07T14:15:21.525407Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [], + "source": [ + "# Define parameter space\n", + "def define_vary():\n", + " return {\n", + " \"x1\": cp.Uniform(-np.pi, np.pi),\n", + " \"x2\": cp.Uniform(-np.pi, np.pi),\n", + " \"x3\": cp.Uniform(-np.pi, np.pi)\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:15:21.547702Z", + "start_time": "2021-06-07T14:15:21.534015Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [], + "source": [ + "# Set up and run a campaign\n", + "def run_campaign(n_mc_samples, use_files=False):\n", + "\n", + " times = np.zeros(7)\n", + "\n", + " time_start = time.time()\n", + " time_start_whole = time_start\n", + "\n", + " work_dir = '/tmp'\n", + " \n", + " # Set up a fresh campaign called \"Ishigami_sc.\"\n", + " my_campaign = uq.Campaign(name='Ishigami_mc.', work_dir=work_dir)\n", + "\n", + " # Create an encoder and decoder for SC test app\n", + " if use_files:\n", + " encoder = uq.encoders.GenericEncoder(template_fname='Ishigami.template',\n", + " delimiter='$',\n", + " target_filename='Ishigami_in.json')\n", + "\n", + " decoder = uq.decoders.SimpleCSV(target_filename=\"output.csv\",\n", + " output_columns=[\"Ishigami\"])\n", + "\n", + " execute = uq.actions.ExecuteLocal('python3 %s/Ishigami.py Ishigami_in.json' % (os.getcwd()))\n", + "\n", + " actions = uq.actions.Actions(uq.actions.CreateRunDirectory(work_dir), \n", + " uq.actions.Encode(encoder), execute, uq.actions.Decode(decoder))\n", + " else:\n", + " actions = uq.actions.Actions(uq.actions.ExecutePython(run_ishigami_model))\n", + "\n", + " # Add the app (automatically set as current app)\n", + " my_campaign.add_app(name=\"Ishigami\", params=define_params(), actions=actions)\n", + "\n", + " # Create the sampler\n", + " time_end = time.time()\n", + " times[1] = time_end-time_start\n", + " print('Time for phase 1 = %.3f' % (times[1]))\n", + "\n", + " time_start = time.time()\n", + " # Associate a sampler with the campaign\n", + " # Latin HyperCube\n", + " sampler = uq.sampling.MCSampler(vary=define_vary(), n_mc_samples=n_mc_samples, rule='sobol')\n", + " # QMC method with Sobol sequence\n", + " #sampler = uq.sampling.QMCSampler(vary=define_vary(), n_mc_samples=n_mc_samples)\n", + " my_campaign.set_sampler(sampler)\n", + "\n", + " # Will draw all (of the finite set of samples)\n", + " my_campaign.draw_samples()\n", + " print('Number of samples = %s' % my_campaign.get_active_sampler().count)\n", + "\n", + " time_end = time.time()\n", + " times[2] = time_end-time_start\n", + " print('Time for phase 2 = %.3f' % (times[2]))\n", + "\n", + " time_start = time.time()\n", + " # Run the cases\n", + " my_campaign.execute(sequential=True).collate(progress_bar=True)\n", + "\n", + " time_end = time.time()\n", + " times[3] = time_end-time_start\n", + " print('Time for phase 3 = %.3f' % (times[3]))\n", + "\n", + " time_start = time.time()\n", + " # Get the results\n", + " results_df = my_campaign.get_collation_result()\n", + "\n", + " time_end = time.time()\n", + " times[4] = time_end-time_start\n", + " print('Time for phase 4 = %.3f' % (times[4]))\n", + "\n", + " time_start = time.time()\n", + " # Post-processing analysis\n", + " results = my_campaign.analyse(qoi_cols=[\"Ishigami\"])\n", + " \n", + " time_end = time.time()\n", + " times[5] = time_end-time_start\n", + " print('Time for phase 5 = %.3f' % (times[5]))\n", + "\n", + " time_start = time.time()\n", + " # Save the results\n", + " #pickle.dump(results, open('Ishigami_results.pickle','bw'))\n", + " time_end = time.time()\n", + " times[6] = time_end-time_start\n", + " print('Time for phase 6 = %.3f' % (times[6]))\n", + "#\n", + " times[0] = time_end - time_start_whole\n", + "\n", + " return results_df, results, times, n_mc_samples, my_campaign.get_active_sampler().count" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:17:40.849526Z", + "start_time": "2021-06-07T14:15:21.555355Z" + }, + "code_folding": [ + 0 + ], + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 1 = 0.041\n", + "Number of samples = 500\n", + "Time for phase 2 = 0.287\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 500/500 [00:00<00:00, 1705.82it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 0.331\n", + "Time for phase 4 = 0.018\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 0.584\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.014\n", + "Number of samples = 2500\n", + "Time for phase 2 = 1.331\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 2500/2500 [00:01<00:00, 1749.57it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 1.560\n", + "Time for phase 4 = 0.060\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 2.617\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.014\n", + "Number of samples = 5000\n", + "Time for phase 2 = 2.585\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5000/5000 [00:02<00:00, 1790.71it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 3.055\n", + "Time for phase 4 = 0.218\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 4.946\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.013\n", + "Number of samples = 10000\n", + "Time for phase 2 = 4.889\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 10000/10000 [00:05<00:00, 1790.35it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 6.317\n", + "Time for phase 4 = 0.225\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 10.093\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.013\n", + "Number of samples = 25000\n", + "Time for phase 2 = 12.269\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 25000/25000 [00:14<00:00, 1709.99it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 16.129\n", + "Time for phase 4 = 0.788\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 24.465\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.015\n", + "Number of samples = 40000\n", + "Time for phase 2 = 19.727\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 40000/40000 [00:24<00:00, 1633.65it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 26.909\n", + "Time for phase 4 = 1.404\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 41.627\n", + "Time for phase 6 = 0.000\n", + "Time for phase 1 = 0.014\n", + "Number of samples = 50000\n", + "Time for phase 2 = 24.701\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 50000/50000 [00:31<00:00, 1598.77it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time for phase 3 = 34.277\n", + "Time for phase 4 = 1.542\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Vectorized bootstrapping\n", + "Time for phase 5 = 52.721\n", + "Time for phase 6 = 0.000\n" + ] + } + ], + "source": [ + "# Calculate the results for a range of MC points\n", + "\n", + "d = len(define_vary())\n", + "\n", + "R = {}\n", + "for n_mc_samples in [100, 500, 1000, 2000, 5000, 8000, 10000]:\n", + " # the true number of MC samples used by Saltelli's algorithm\n", + " n = n_mc_samples * (d + 2)\n", + " R[n] = {}\n", + " (R[n]['results_df'], \n", + " R[n]['results'], \n", + " R[n]['times'], \n", + " R[n]['order'], \n", + " R[n]['number_of_samples']) = run_campaign(n_mc_samples=n_mc_samples, use_files=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:17:41.753581Z", + "start_time": "2021-06-07T14:17:41.285527Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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TotalPhase 1Phase 2Phase 3Phase 4Phase 5Phase 6
1001.2607570.0405160.2867570.3313160.0182500.5837180.000000e+00
5005.5823150.0137341.3314741.5599440.0599442.6170550.000000e+00
100010.8180450.0141332.5849343.0546970.2182184.9458942.384186e-07
200021.5375520.0132264.8890906.3173680.22495110.0926702.384186e-07
500053.6634930.01313412.26854716.1288200.78762824.4650552.384186e-07
800089.6822460.01474819.72748126.9085901.40392641.6271872.384186e-07
10000113.2559180.01427324.70128134.2770651.54201252.7210140.000000e+00
\n", + "
" + ], + "text/plain": [ + " Total Phase 1 Phase 2 Phase 3 Phase 4 Phase 5 \\\n", + "100 1.260757 0.040516 0.286757 0.331316 0.018250 0.583718 \n", + "500 5.582315 0.013734 1.331474 1.559944 0.059944 2.617055 \n", + "1000 10.818045 0.014133 2.584934 3.054697 0.218218 4.945894 \n", + "2000 21.537552 0.013226 4.889090 6.317368 0.224951 10.092670 \n", + "5000 53.663493 0.013134 12.268547 16.128820 0.787628 24.465055 \n", + "8000 89.682246 0.014748 19.727481 26.908590 1.403926 41.627187 \n", + "10000 113.255918 0.014273 24.701281 34.277065 1.542012 52.721014 \n", + "\n", + " Phase 6 \n", + "100 0.000000e+00 \n", + "500 0.000000e+00 \n", + "1000 2.384186e-07 \n", + "2000 2.384186e-07 \n", + "5000 2.384186e-07 \n", + "8000 2.384186e-07 \n", + "10000 0.000000e+00 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# produce a table of the time taken for various phases\n", + "# the phases are:\n", + "# 1: creation of campaign\n", + "# 2: creation of samples\n", + "# 3: running the cases\n", + "# 4: calculation of statistics including Sobols\n", + "# 5: returning of analysed results\n", + "# 6: saving campaign and pickled results\n", + "\n", + "Timings = pd.DataFrame(np.array([R[r]['times'] for r in list(R.keys())]), \n", + " columns=['Total', 'Phase 1', 'Phase 2', 'Phase 3', 'Phase 4', 'Phase 5', 'Phase 6'], \n", + " index=[R[r]['order'] for r in list(R.keys())])\n", + "# Timings.to_csv(open('Timings.csv', 'w'))\n", + "display(Timings)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the Sobol indices with bootstrap error bars versus the exact values of the (first-order) Sobol indices\n", + "\n", + "sobol_first_exact = {'x1': exact['S1'], 'x2': exact['S2'], 'x3': exact['S3']}\n", + "\n", + "N = [R[r]['number_of_samples'] for r in list(R.keys())]\n", + "\n", + "fig = plt.figure(figsize=[12,4])\n", + "\n", + "for idx, x in enumerate(sobol_first_exact.keys()):\n", + " ax = fig.add_subplot(1, d, idx + 1, xlabel='number of MC samples', title=x)\n", + " for n in N:\n", + " sobol = R[n]['results'].sobols_first('Ishigami')[x]\n", + " sobol_CI = R[n]['results']._get_sobols_first_conf('Ishigami', x)\n", + " yerr = [sobol - sobol_CI[0], sobol_CI[1] - sobol]\n", + " ax.errorbar(n, sobol, yerr=yerr, fmt='bo', label='MC estimate plus CI')\n", + " ax.plot(N, sobol_first_exact[x] * np.ones(len(N)), '--k', label='exact Sobol index')\n", + "\n", + "# avoid repeated legends\n", + "handles, labels = plt.gca().get_legend_handles_labels()\n", + "by_label = OrderedDict(zip(labels, handles))\n", + "plt.legend(by_label.values(), by_label.keys(), frameon=False)\n", + "plt.savefig('sobols_CI.png')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "ExecuteTime": { + "end_time": "2021-06-07T14:17:45.822277Z", + "start_time": "2021-06-07T14:17:45.419336Z" + }, + "code_folding": [ + 0 + ] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the convergence of the first sobol to that of the highest order\n", + "\n", + "sobol_first_exact = {'x1': exact['S1'], 'x2': exact['S2'], 'x3': exact['S3']}\n", + "\n", + "N = [R[r]['number_of_samples'] for r in list(R.keys())]\n", + "plt.figure()\n", + "for v in list(R[N[0]]['results'].sobols_first('Ishigami').keys()):\n", + " plt.semilogy([n for n in N],\n", + " [np.abs(R[n]['results'].sobols_first('Ishigami')[v] - sobol_first_exact[v]) for n in N],\n", + " 'o-',\n", + " label=v)\n", + "plt.xlabel('number of MC samples')\n", + "plt.ylabel('ABSerror for 1st sobol compared to analytic')\n", + "plt.legend(loc=0)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "-all", + "executable": " /usr/bin/env python", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "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": "3.9.20" + }, + "latex_envs": { + "LaTeX_envs_menu_present": true, + "autoclose": false, + "autocomplete": true, + "bibliofile": "biblio.bib", + "cite_by": "apalike", + "current_citInitial": 1, + "eqLabelWithNumbers": true, + "eqNumInitial": 1, + "hotkeys": { + "equation": "Ctrl-E", + "itemize": "Ctrl-I" + }, + "labels_anchors": false, + "latex_user_defs": false, + "report_style_numbering": false, + "user_envs_cfg": false + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From f70a3dacdbea9b9e87e73ee058b245ea0ba04d86 Mon Sep 17 00:00:00 2001 From: "wouteredeling@gmail.com" Date: Thu, 5 Dec 2024 12:42:29 +0100 Subject: [PATCH 8/9] QMC analysis speedup --- easyvvuq/analysis/qmc_analysis.py | 90 ++++++++++++++++++++++++++++++- 1 file changed, 89 insertions(+), 1 deletion(-) diff --git a/easyvvuq/analysis/qmc_analysis.py b/easyvvuq/analysis/qmc_analysis.py index 328b07eea..84a15f629 100644 --- a/easyvvuq/analysis/qmc_analysis.py +++ b/easyvvuq/analysis/qmc_analysis.py @@ -256,7 +256,7 @@ def get_samples(self, data_frame): samples[k].append(data.values) return samples - def sobol_bootstrap(self, samples, alpha=0.05, n_samples=1000): + def sobol_bootstrap_(self, samples, alpha=0.05, n_samples=1000): """ Computes the first order and total order Sobol indices using Saltelli's method. To assess the sampling inaccuracy, bootstrap confidence intervals @@ -332,6 +332,94 @@ def sobol_bootstrap(self, samples, alpha=0.05, n_samples=1000): conf_total_dict[param_name] = {'low': low_total, 'high': high_total} return sobols_first_dict, conf_first_dict, sobols_total_dict, conf_total_dict + + def sobol_bootstrap(self, samples, alpha=0.05, n_bootstrap=1000): + """ + Computes the first order and total order Sobol indices using Saltelli's + method. To assess the sampling inaccuracy, bootstrap confidence intervals + are also computed. + + Reference: A. Saltelli, Making best use of model evaluations to compute + sensitivity indices, Computer Physics Communications, 2002. + + Parameters + ---------- + samples : list + The samples for a given QoI. + alpha: float + The (1 - alpha) * 100 confidence interval parameter. The default is 0.05. + n_samples: int + The number of bootstrap samples. The default is 1000. + + Returns + ------- + sobols_first_dict, conf_first_dict, sobols_total_dict, conf_total_dict: + dictionaries containing the first- and total-order Sobol indices for all + parameters, and (1-alpha)*100 lower and upper confidence bounds. + + """ + assert len(samples) > 0 + assert alpha > 0.0 + assert alpha < 1.0 + assert n_bootstrap > 0 + + # convert to array + samples = np.array(samples) + # the number of parameter and the number of MC samples in n_mc * (n_params + 2) + # and the size of the QoI + n_params = self.sampler.n_params + # n_mc = self.sampler.n_mc_samples + n_mc = int(samples.shape[0]/(n_params + 2)) + n_qoi = samples[0].size + sobols_first_dict = {} + conf_first_dict = {} + sobols_total_dict = {} + conf_total_dict = {} + + # code evaluations of input matrices M1, M2 and Ni, i = 1,...,n_params + # see reference above. + f_M2, f_M1, f_Ni = self._separate_output_values(samples, n_params, n_mc) + r = np.random.randint(n_mc, size=(n_mc, n_bootstrap)) + + for j, param_name in enumerate(self.sampler.vary.get_keys()): + + # our point estimate for the 1st and total order Sobol indices + value_first = self._first_order(f_M2, f_M1, f_Ni[:, j]) + value_total = self._total_order(f_M2, f_M1, f_Ni[:, j]) + + # sobols computed from resampled data points + if n_mc * n_bootstrap * n_qoi <= 10**7: + #this is a vectorized computation, Is fast, but f_M2[r] will be of size + #(n_mc, n_bootstrap, n_qoi), this can become too large and cause a crash, + #especially when dealing with large QoI (n_qoi >> 1). So this is only done + #when n_mc * n_bootstrap * n_qoi <= 10**7 + print("Vectorized bootstrapping") + sobols_first = self._first_order(f_M2[r], f_M1[r], f_Ni[r, j]) + sobols_total = self._total_order(f_M2[r], f_M1[r], f_Ni[r, j]) + else: + #array for resampled estimates + sobols_first = np.zeros([n_bootstrap, n_qoi]) + sobols_total = np.zeros([n_bootstrap, n_qoi]) + print("Sequential bootstrapping") + #non-vectorized implementation + for i in range(n_bootstrap): + #resampled sample matrices of size (n_mc, n_qoi) + sobols_first[i] = self._first_order(f_M2[r[i]], f_M1[r[i]], f_Ni[r[i], j]) + sobols_total[i] = self._total_order(f_M2[r[i]], f_M1[r[i]], f_Ni[r[i], j]) + + # compute confidence intervals based on percentiles + _, low_first, high_first = confidence_interval(sobols_first, value_first, + alpha, pivotal=True) + _, low_total, high_total = confidence_interval(sobols_total, value_total, + alpha, pivotal=True) + # store results + sobols_first_dict[param_name] = value_first + conf_first_dict[param_name] = {'low': low_first, 'high': high_first} + sobols_total_dict[param_name] = value_total + conf_total_dict[param_name] = {'low': low_total, 'high': high_total} + + return sobols_first_dict, conf_first_dict, sobols_total_dict, conf_total_dict + # Adapted from SALib @staticmethod From 6f5fc21f0b397cce6cbd2dff550f4ed881bee503 Mon Sep 17 00:00:00 2001 From: "wouteredeling@gmail.com" Date: Thu, 5 Dec 2024 14:42:21 +0100 Subject: [PATCH 9/9] added discreteuniform warning to qmc --- easyvvuq/sampling/qmc.py | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/easyvvuq/sampling/qmc.py b/easyvvuq/sampling/qmc.py index e6a88a62e..1705d5b65 100644 --- a/easyvvuq/sampling/qmc.py +++ b/easyvvuq/sampling/qmc.py @@ -58,6 +58,10 @@ def __init__(self, vary, n_mc_samples, count=0): msg = "'vary' cannot be empty." raise RuntimeError(msg) + discrete_input = [isinstance(p, cp.DiscreteUniform) for p in vary.values()] + assert (True in discrete_input) == False, \ + "QMCSampler cannot handle DiscreteUniform, use MCSampler instead" + self.vary = Vary(vary) self.n_mc_samples = n_mc_samples