From 87fc1303aa7539e4d4280b69ef1950dfa6dd0c62 Mon Sep 17 00:00:00 2001 From: Johann Date: Wed, 8 May 2024 17:09:28 +0200 Subject: [PATCH] Added Notebook demonstrating the random_seed functionality. --- docs/notebooks/random_seed.ipynb | 196 ++++++++++++++++++++++++++++ ramp/example/random_seed_example.py | 48 ------- 2 files changed, 196 insertions(+), 48 deletions(-) create mode 100644 docs/notebooks/random_seed.ipynb delete mode 100644 ramp/example/random_seed_example.py diff --git a/docs/notebooks/random_seed.ipynb b/docs/notebooks/random_seed.ipynb new file mode 100644 index 00000000..c8213b31 --- /dev/null +++ b/docs/notebooks/random_seed.ipynb @@ -0,0 +1,196 @@ +{ + "cells": [ + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "# Specifing the Random Seed\n", + "\n", + "When building a UseCase, you can provide a random_seed value. It is used to initialize the pseudo-random number generator.\n", + "This makes it possible to exactly reproduce the results of running a RAMP UseCase, for example to provide a code sample which exactly produces the presented data and plots in a paper." + ], + "id": "ce224d1e9b768f7a" + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "## Generate a UseCase without specified seed\n", + "- By default, the random_seed is None. In this case, the pseudo-random number generator uses the current system time as seed. (See https://docs.python.org/3/library/random.html#bookkeeping-functions for details). \n", + "- All UseCases in the following example are generated with the User_list from input_file_1 of the examples.\n", + "- The UseCase is initialized and a load profile is generated.\n" + ], + "id": "4f72c158e8d9fda0" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-05-08T14:52:38.256239Z", + "start_time": "2024-05-08T14:52:37.058279Z" + } + }, + "cell_type": "code", + "source": [ + "from ramp import UseCase\n", + "from copy import deepcopy" + ], + "id": "2a602befafcfae1f", + "outputs": [], + "execution_count": 1 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-05-08T14:54:08.983642Z", + "start_time": "2024-05-08T14:54:08.329458Z" + } + }, + "cell_type": "code", + "source": [ + "# Import users list of example file 1\n", + "from ramp.example.input_file_1 import User_list\n", + "\n", + "# Build use case 1 with non-fixed seed\n", + "uc_1 = UseCase(\n", + " users=deepcopy(User_list),\n", + " random_seed=None\n", + ")\n", + "# Initialize and generate load profile\n", + "uc_1.initialize(peak_enlarge=0.15, num_days=3)\n", + "uc_1_lp = uc_1.generate_daily_load_profiles()" + ], + "id": "441c5f7b2bf33409", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "You will simulate 3 day(s) from 2024-05-08 00:00:00 until 2024-05-11 00:00:00\n" + ] + } + ], + "execution_count": 7 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "## Generate two UseCases with fixed random seed\n", + "- The same, fixed random seed is specified for UseCases 2 and 3. \n", + "- The users and parameters of initialization are identical with UseCase 1\n", + "- A load profile is generated for each UseCase" + ], + "id": "1c07481527fd933c" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-05-08T14:52:47.272310Z", + "start_time": "2024-05-08T14:52:45.855080Z" + } + }, + "cell_type": "code", + "source": [ + "# Build use case 2 and fixed random seed\n", + "uc_2 = UseCase(\n", + " users=deepcopy(User_list),\n", + " random_seed=1\n", + ")\n", + "# Initialize and generate load profile\n", + "uc_2.initialize(peak_enlarge=0.15, num_days=3)\n", + "uc_2_lp = uc_2.generate_daily_load_profiles()\n", + "\n", + "# Build use case 3 and same fixed random seed as uc_2\n", + "uc_3 = UseCase(\n", + " users=deepcopy(User_list),\n", + " random_seed=1\n", + ")\n", + "\n", + "# Initialize and generate load profile\n", + "uc_3.initialize(peak_enlarge=0.15, num_days=3)\n", + "uc_3_lp = uc_3.generate_daily_load_profiles()" + ], + "id": "902bbd475ea04ac4", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "You will simulate 3 day(s) from 2024-05-08 00:00:00 until 2024-05-11 00:00:00\n", + "You will simulate 3 day(s) from 2024-05-08 00:00:00 until 2024-05-11 00:00:00\n" + ] + } + ], + "execution_count": 3 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "## Comparing the results\n", + "The plot visualizes the effect of specifying the random seed:\n", + "- The load profiles of UseCase 2 and 3 are identical.\n", + "- The load profile of UseCase 1 is different, since the pseudo-random number generators seed was not specified.\n", + "If you rerun the above code and plot the new load profiles, you will notice that the load profile of UseCase 2 and 3 remain unchanged, while the result of UseCase 1 differs. " + ], + "id": "f72471c560cacc3c" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-05-08T14:59:11.000826Z", + "start_time": "2024-05-08T14:59:10.766744Z" + } + }, + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "\n", + "lp_df = pd.DataFrame({'UseCase_1: non_fixed_seed': uc_1_lp,\n", + " 'UseCase_2: fixed_seed': uc_2_lp,\n", + " 'UseCase_3: fixed_seed': uc_3_lp,\n", + " 'diff UseCase_2 - UseCase_1': uc_2_lp - uc_1_lp, # difference between uc_1 and uc_2 is not zero\n", + " 'diff UseCase_2 - UseCase_3': uc_2_lp - uc_3_lp # difference between uc_2 and uc_3 is zero\n", + " })\n", + "lp_df.plot()\n", + "plt.show()" + ], + "id": "d65dc51db815e8b4", + "outputs": [ + { + "data": { + "text/plain": [ + "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 9 + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/ramp/example/random_seed_example.py b/ramp/example/random_seed_example.py deleted file mode 100644 index 836aa7f1..00000000 --- a/ramp/example/random_seed_example.py +++ /dev/null @@ -1,48 +0,0 @@ -import pandas as pd -from copy import deepcopy - -from ramp.core.core import UseCase - -# Import users list of example file 1 -from ramp.example.input_file_1 import User_list - -# Build use case 1 with non-fixed seed -uc_1 = UseCase( - users=deepcopy(User_list), - random_seed=None -) -# Initialize and generate load profile -uc_1.initialize(peak_enlarge=0.15, num_days=3) -uc_1_lp = uc_1.generate_daily_load_profiles() - -# Build use case 2 and fixed random seed -uc_2 = UseCase( - users=deepcopy(User_list), - random_seed=1 -) -# Initialize and generate load profile -uc_2.initialize(peak_enlarge=0.15, num_days=3) -uc_2_lp = uc_2.generate_daily_load_profiles() - -# Build use case 3 and same fixed random seed as uc_2 -uc_3 = UseCase( - users=deepcopy(User_list), - random_seed=1 -) - -# Initialize and generate load profile -uc_3.initialize(peak_enlarge=0.15, num_days=3) -uc_3_lp = uc_3.generate_daily_load_profiles() - - -#%% Plot results -import matplotlib.pyplot as plt - -lp_df = pd.DataFrame({'uc_1_non_fixed_seed': uc_1_lp, - 'uc_2_fixed_seed': uc_2_lp, - 'uc_3_fixed_seed': uc_3_lp, - 'diff uc_2 - uc-1': uc_2_lp - uc_1_lp, # difference between uc_1 and uc_2 is not zero - 'diff uc_2 - uc_3': uc_2_lp - uc_3_lp # difference between uc_2 and uc_3 is zero - }) -lp_df.plot() -plt.show() \ No newline at end of file