diff --git a/demo/.gitignore b/demo/.gitignore new file mode 100644 index 0000000..5537770 --- /dev/null +++ b/demo/.gitignore @@ -0,0 +1 @@ +ignored \ No newline at end of file diff --git a/demo/.python-version b/demo/.python-version new file mode 100644 index 0000000..24ee5b1 --- /dev/null +++ b/demo/.python-version @@ -0,0 +1 @@ +3.13 diff --git a/demo/demo.ipynb b/demo/demo.ipynb new file mode 100644 index 0000000..7cb288b --- /dev/null +++ b/demo/demo.ipynb @@ -0,0 +1,528 @@ +{ + "cells": [ + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "# Cloud Assess\n", + "\n", + "This notebook demonstrates Cloud Assess.\n", + "\n", + "## VM workload simulation\n", + "\n", + "We simulate a workload of virtual machines (VM) as follows.\n", + "- The period is 1 month, i.e. 30 days\n", + "- The granularity of 1 hour, i.e. 24*30 = 720 measure points per VM\n", + "- 10 clients, each client creates 1 VM\n", + "- Each VM starts and ends at a random time\n", + "- Each VM is specified by a random RAM, vCPU and storage usage" + ], + "id": "9739e5e77a0d1368" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:11:34.107085Z", + "start_time": "2025-10-31T10:11:34.104488Z" + } + }, + "cell_type": "code", + "source": [ + "from dataclasses import dataclass, asdict\n", + "from random import randint\n", + "\n", + "import pandas as pd\n", + "from requests import post\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns" + ], + "id": "b689166ceea8bb67", + "outputs": [], + "execution_count": 94 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T09:13:16.078631Z", + "start_time": "2025-10-31T09:13:16.074787Z" + } + }, + "cell_type": "code", + "source": [ + "period = 30 # days\n", + "delta_t = 1 # hour\n", + "t_max = period * 24 - 1 # clock ends at last tick\n", + "\n", + "@dataclass\n", + "class VM:\n", + " uid : str\n", + " start: int\n", + " end: int\n", + " ram: int # GB\n", + " vcpu: int # dimensionless\n", + " storage: int # GB\n", + "\n", + "def gen_vm(uid: str) -> VM:\n", + " start = randint(0, t_max)\n", + " end = start + randint(0, t_max - start)\n", + " ram = randint(2, 64)\n", + " vcpu = randint(1, 8)\n", + " storage = randint(100, 2000)\n", + " return VM(uid, start, end, ram, vcpu, storage)\n", + "\n", + "def gen_usage(n_clients) -> list[VM]:\n", + " return [gen_vm(f\"client_{i}\") for i in range(n_clients)]\n" + ], + "id": "fdef91c6bc0de37d", + "outputs": [], + "execution_count": 26 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T09:47:18.097367Z", + "start_time": "2025-10-31T09:47:18.092986Z" + } + }, + "cell_type": "code", + "source": [ + "@dataclass\n", + "class TimeSlice:\n", + " t: int\n", + " active_vms: list[VM]\n", + "\n", + " def total_ram(self) -> int:\n", + " return sum([vm.ram for vm in self.active_vms])\n", + "\n", + " def total_vcpu(self) -> int:\n", + " return sum([vm.vcpu for vm in self.active_vms])\n", + "\n", + " def total_storage(self) -> int:\n", + " return sum([vm.storage for vm in self.active_vms])\n", + "\n", + "@dataclass\n", + "class Workload:\n", + " slices: list[TimeSlice]\n", + "\n", + " def __init__(self, vms: list[VM]):\n", + " self.slices = []\n", + " for t in range(0, t_max):\n", + " active_vms = [vm for vm in vms if (vm.start <= t) and (vm.end >= t)]\n", + " self.slices.append(TimeSlice(t, active_vms))" + ], + "id": "14b8fe7893fb93e2", + "outputs": [], + "execution_count": 52 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T09:47:19.223101Z", + "start_time": "2025-10-31T09:47:19.220139Z" + } + }, + "cell_type": "code", + "source": [ + "n_clients = 10\n", + "workload = Workload(gen_usage(n_clients))" + ], + "id": "81988e4d68361fbd", + "outputs": [], + "execution_count": 53 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "## Invoking Cloud Assess\n", + "\n", + "We push the workload to Cloud Assess API and collect the impacts for every client.\n", + "\n", + "### Mappers\n", + "\n", + "Some utility functions to prepare the API requests." + ], + "id": "d430722d66bee8a7" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:23:15.623117Z", + "start_time": "2025-10-31T10:23:15.619390Z" + } + }, + "cell_type": "code", + "source": [ + "pool_id = \"worker\"\n", + "\n", + "def vm_dto(vm: VM):\n", + " return {\n", + " \"id\": vm.uid,\n", + " \"pool_id\": pool_id,\n", + " \"quantity\": {\n", + " \"amount\": 1.0,\n", + " \"unit\": \"u\"\n", + " },\n", + " \"ram\": {\n", + " \"amount\": vm.ram,\n", + " \"unit\": \"GB\"\n", + " },\n", + " \"vcpu\": {\n", + " \"amount\": vm.vcpu,\n", + " \"unit\": \"vCPU\",\n", + " },\n", + " \"storage\": {\n", + " \"amount\": vm.storage,\n", + " \"unit\": \"GB\",\n", + " },\n", + " }\n", + "\n", + "def request_dto(t_slice: TimeSlice):\n", + " return {\n", + " \"period\": {\n", + " \"amount\": delta_t,\n", + " \"unit\": \"hour\",\n", + " },\n", + " \"total_ram\": {\n", + " \"amount\": t_slice.total_ram(),\n", + " \"unit\": \"GB\",\n", + " },\n", + " \"total_vcpu\": {\n", + " \"amount\": t_slice.total_vcpu(),\n", + " \"unit\": \"vCPU\",\n", + " },\n", + " \"total_storage\": {\n", + " \"amount\": t_slice.total_storage(),\n", + " \"unit\": \"GB\",\n", + " },\n", + " \"virtual_machines\": [vm_dto(vm) for vm in t_slice.active_vms]\n", + " }" + ], + "id": "5710628e4ce72ecd", + "outputs": [], + "execution_count": 102 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "### Collect impacts\n", + "id": "719a049484abb74d" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:23:19.693181Z", + "start_time": "2025-10-31T10:23:19.688484Z" + } + }, + "cell_type": "code", + "source": [ + "@dataclass\n", + "class Impact:\n", + " unit: str\n", + " total: float\n", + " manufacturing: float\n", + " transport: float\n", + " use: float\n", + " end_of_life: float\n", + "\n", + "@dataclass\n", + "class Measure:\n", + " uid: str # client id\n", + " t: int # time of measurement\n", + " gwp: Impact\n", + " wu: Impact\n", + "\n", + "def collect_measures(workload: Workload) -> list[Measure]:\n", + " measures = []\n", + " for t, t_slice in enumerate(workload.slices):\n", + " dto = request_dto(t_slice)\n", + " dto_response = post(\"http://localhost:8080/virtual_machines/assess\", json=dto).json()\n", + " for vm_response in dto_response[\"virtual_machines\"]:\n", + " uid = vm_response[\"request\"][\"id\"]\n", + " gwp = Impact(\n", + " vm_response[\"impacts\"][\"GWP\"][\"total\"][\"unit\"],\n", + " vm_response[\"impacts\"][\"GWP\"][\"total\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"GWP\"][\"per_lc_step\"][\"manufacturing\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"GWP\"][\"per_lc_step\"][\"transport\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"GWP\"][\"per_lc_step\"][\"use\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"GWP\"][\"per_lc_step\"][\"end_of_life\"][\"amount\"],\n", + " )\n", + " wu = Impact(\n", + " vm_response[\"impacts\"][\"WU\"][\"total\"][\"unit\"],\n", + " vm_response[\"impacts\"][\"WU\"][\"total\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"WU\"][\"per_lc_step\"][\"manufacturing\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"WU\"][\"per_lc_step\"][\"transport\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"WU\"][\"per_lc_step\"][\"use\"][\"amount\"],\n", + " vm_response[\"impacts\"][\"WU\"][\"per_lc_step\"][\"end_of_life\"][\"amount\"],\n", + " )\n", + " measures.append(Measure(uid, t, gwp, wu))\n", + " return measures\n" + ], + "id": "b7f99613affca8e1", + "outputs": [], + "execution_count": 103 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:24:37.941084Z", + "start_time": "2025-10-31T10:23:22.421897Z" + } + }, + "cell_type": "code", + "source": "measures = collect_measures(workload)", + "id": "68ba5fe658c83c6b", + "outputs": [], + "execution_count": 104 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:24:58.805918Z", + "start_time": "2025-10-31T10:24:58.797939Z" + } + }, + "cell_type": "code", + "source": [ + "import pickle\n", + "with open(\"ignored/measures.pickle\", \"wb\") as f:\n", + " pickle.dump(measures, f)" + ], + "id": "590855291db7555e", + "outputs": [], + "execution_count": 105 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "## Visualization\n", + "id": "b18c5e2c9aad6bf7" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:27:07.904101Z", + "start_time": "2025-10-31T10:27:07.895941Z" + } + }, + "cell_type": "code", + "source": [ + "gwp_measures = list(map(lambda m: {\n", + " \"uid\": m.uid,\n", + " \"time\": m.t,\n", + " \"total\": m.gwp.total,\n", + " \"manufacturing\": m.gwp.manufacturing,\n", + " \"transport\": m.gwp.transport,\n", + " \"use\": m.gwp.use,\n", + " \"end_of_life\": m.gwp.end_of_life,\n", + "}, measures))\n", + "gwp_df = pd.DataFrame.from_records(gwp_measures)\n", + "gwp_df.head()" + ], + "id": "3eeb59135161f290", + "outputs": [ + { + "data": { + "text/plain": [ + " uid time total manufacturing transport use end_of_life\n", + "0 client_0 51 27.701328 23.455029 -0.0 4.246298 -0.0\n", + "1 client_0 52 27.701328 23.455029 -0.0 4.246298 -0.0\n", + "2 client_0 53 27.701328 23.455029 -0.0 4.246298 -0.0\n", + "3 client_0 54 27.701328 23.455029 -0.0 4.246298 -0.0\n", + "4 client_0 55 27.701328 23.455029 -0.0 4.246298 -0.0" + ], + "text/html": [ + "
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" + ] + }, + "execution_count": 111, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 111 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "Let's visualize the total impact in time of a given client.", + "id": "7720d40b4a00af62" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:28:20.264412Z", + "start_time": "2025-10-31T10:28:20.261385Z" + } + }, + "cell_type": "code", + "source": [ + "def plot_client(target_client: str):\n", + " gwp_df_target = gwp_df[gwp_df[\"uid\"] == target_client]\n", + " plt.stackplot(gwp_df_target[\"time\"],\n", + " gwp_df_target[\"manufacturing\"],\n", + " gwp_df_target[\"transport\"],\n", + " gwp_df_target[\"use\"],\n", + " gwp_df_target[\"end_of_life\"],\n", + " labels=['manufacturing', 'transport', 'use', 'end_of_life']\n", + " )\n", + " sns.lineplot(x=\"time\", y=\"total\", data=gwp_df_target, drawstyle=\"steps-post\")\n", + " plt.title(f\"GWP of {target_client}\")\n", + " plt.legend(loc='upper right')\n" + ], + "id": "4438b027f236956f", + "outputs": [], + "execution_count": 113 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:28:29.822987Z", + "start_time": "2025-10-31T10:28:29.763610Z" + } + }, + "cell_type": "code", + "source": "plot_client(\"client_0\")\n", + "id": "8c728745481e0f68", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 114 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2025-10-31T10:28:38.722409Z", + "start_time": "2025-10-31T10:28:38.663656Z" + } + }, + "cell_type": "code", + "source": "plot_client(\"client_5\")", + "id": "865f604c99289aa9", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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b/flake.lock @@ -5,16 +5,16 @@ "nixpkgs": "nixpkgs" }, "locked": { - "lastModified": 1755701618, - "narHash": "sha256-sYsti9qylvf9ixal+HatpmCdMXBGvDLSIo46dW059ng=", + "lastModified": 1758272293, + "narHash": "sha256-FejyYNGaVGbovVmse4KymQCGauzLgzWqV+HyUU8zhWY=", "owner": "kleis-technology", "repo": "homebrew-lcaac", - "rev": "1d1fe5edb9b097e53e451108bc21636ebc36d625", + "rev": "5f38f8631c5e7c8072b3435c176d5456b579a9b1", "type": "github" }, "original": { "owner": "kleis-technology", - "ref": "v1.8.0", + "ref": "v2.0.0", "repo": "homebrew-lcaac", "type": "github" } diff --git a/trusted_library/README.md b/trusted_library/README.md new file mode 100644 index 0000000..5341f73 --- /dev/null +++ b/trusted_library/README.md @@ -0,0 +1,61 @@ +# Trusted library + +Parameters and required data +- timewindow +- maintenance intensity +- datacenter + - inventory: the characteristics of each datacenter + - total power + - reserved power + - lifespan + - pue + - impacts +- electricity mix + - impacts per geography +- network equipments + - inventory: the characteristics of each network equipment reference + - cf below + - impacts: for each network equipment + - the 20 indicators +- servers (physical) + - inventory: the characteristics of each server reference + - cf below + - impacts + - the 20 indicators +- storage servers + - inventory: the characteristics of each storage server reference + - cf below + - impacts + - the 20 indicators + +For each equipment (server, network or storage) +- datacenter id +- pool id + - equipments can be organized as pools + - usually used to segregate equipments for various services + - /!\ special pool mutualized +- power +- lifespan +- quantity + +Indicators +- ADPe (kg_Sb_Eq) +- ADPf (MJ_net_calorific_value) +- AP (mol_H_p_Eq) +- CTUe (CTUe) +- CTUh_c (CTUh) +- CTUh_nc (CTUh) +- Epf (kg_P_Eq) +- Epm (kg_N_Eq) +- Ept (mol_N_Eq) +- GWP (kg_CO2_Eq) +- GWPb (kg_CO2_Eq) +- GWPf (kg_CO2_Eq) +- GWPlu (kg_CO2_Eq) +- IR (kBq_U235_Eq) +- LU (u) +- ODP (kg_CFC_11_Eq) +- PM (disease_incidence) +- POCP (kg_NMVOC_Eq) +- WU (m3_world_eq_deprived) +- TPE (MJ_net_calorific_value)