From 8c6a1744ec80057cd9657d297b8011f1b8193bfc Mon Sep 17 00:00:00 2001
From: Paulina <pvenegas@lsst.org>
Date: Thu, 10 Oct 2024 20:37:21 +0000
Subject: [PATCH] update gitignore to ignore notebook checkpoint

---
 .gitignore                                    |    1 +
 .ipynb_checkpoints/index-checkpoint.md        |    9 +
 ...OM-1120_az_brake_analysis-checkpoint.ipynb | 1749 +++++++++++++++++
 3 files changed, 1759 insertions(+)
 create mode 100644 .ipynb_checkpoints/index-checkpoint.md
 create mode 100644 notebooks/.ipynb_checkpoints/SITCOM-1120_az_brake_analysis-checkpoint.ipynb

diff --git a/.gitignore b/.gitignore
index da408c0..5d1e26c 100644
--- a/.gitignore
+++ b/.gitignore
@@ -3,3 +3,4 @@ _build/
 .tox/
 venv/
 .venv/
+.ipynb_checkpoints/**
diff --git a/.ipynb_checkpoints/index-checkpoint.md b/.ipynb_checkpoints/index-checkpoint.md
new file mode 100644
index 0000000..096e948
--- /dev/null
+++ b/.ipynb_checkpoints/index-checkpoint.md
@@ -0,0 +1,9 @@
+# TMA Brake Analysis
+
+```{abstract}
+TMA Brake Analysis th-note
+```
+
+## Add content here
+
+See the [Documenteer documentation](https://documenteer.lsst.io/technotes/index.html) for tips on how to write and configure your new technote.
diff --git a/notebooks/.ipynb_checkpoints/SITCOM-1120_az_brake_analysis-checkpoint.ipynb b/notebooks/.ipynb_checkpoints/SITCOM-1120_az_brake_analysis-checkpoint.ipynb
new file mode 100644
index 0000000..7042f21
--- /dev/null
+++ b/notebooks/.ipynb_checkpoints/SITCOM-1120_az_brake_analysis-checkpoint.ipynb
@@ -0,0 +1,1749 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "2158adab-9adf-4587-b2c2-3421c0ff3467",
+   "metadata": {},
+   "source": [
+    "# SITCOM-1120: Brake analysis"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "757a4561-0528-492d-bf39-280d740c97db",
+   "metadata": {},
+   "source": [
+    "# Data\n",
+    "#### e-stop - rolex\n",
+    " * 22-11-2023\n",
+    " 0.  Fisrt log TMA:  2023-11-22T19:56:33.622523   /// bquint@love01.cp.lsst.org  /\n",
+    " 1.  by 2023-11-23T00:51:28 / running the TMA Az/El breaks tests( E-stop ) /// ashugart@love01.cp.lsst.org \n",
+    " 2.  by 2023-11-23T02:32:17.254532 /    bquint@love01.cp.lsst.org \n",
+    "   * We ran another TMA Brake Test earlier today. Taking note now. 2023-11-23 00:38 UTC - 2023-11-23 00:42 UTC\n",
+    "   * TMA Brake tests in Azimuth - Going from 151º to 0º\n",
+    "   * We stopped around 102.5º, and we overshot until 89.67º\n",
+    " 3. 2023-11-23T03:08:50.50 /   bquint@love01.cp.lsst.org \n",
+    "   * - 2023-11-23 01:02 UTC - 2023-11-23 01:05 UTC\n",
+    "   * - TMA Brake tests in Elevation - Going up from 20º to 80º.\n",
+    "   * - We stopped around 40º, and we overshooted until 45º.\n",
+    " 4.  2023-11-23 01:35 UTC - 2023-11-23 01:40 UTC / by bquint@love01.cp.lsst.org 2023-11-23T03:10:09\n",
+    "   * - TMA Brake tests in Elevation - Going down from 80º to 20º.\n",
+    "   * - We stopped around 57.8º, and we overshooted until 53.8º.\n",
+    "    \n",
+    "---\n",
+    "\n",
+    " * BLOCK-142 : https://jira.lsstcorp.org/browse/BLOCK-142\n",
+    "\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b78af94d-d6aa-490f-811e-d1d8f86ea953",
+   "metadata": {},
+   "source": [
+    "# Imports"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "479e57a1-08a7-4ca1-a322-1769f1a5468f",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:47.862855Z",
+     "iopub.status.busy": "2024-08-02T02:56:47.862692Z",
+     "iopub.status.idle": "2024-08-02T02:56:53.962863Z",
+     "shell.execute_reply": "2024-08-02T02:56:53.962376Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:47.862843Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "import sys, time, os, asyncio, glob\n",
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "import pickle as pkl\n",
+    "from datetime import datetime\n",
+    "from astropy.time import Time, TimeDelta\n",
+    "\n",
+    "from lsst_efd_client import EfdClient\n",
+    "from lsst.summit.utils.efdUtils import makeEfdClient, getEfdData\n",
+    "from scipy.interpolate import UnivariateSpline\n",
+    "\n",
+    "\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "b00c31bb-4e80-441a-abc9-d7a7f4076a0b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "client = EfdClient(\"usdf_efd\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "b0922192-30dd-48e0-a082-4bcd81df5a4c",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%load_ext lab_black\n",
+    "%load_ext autoreload\n",
+    "%autoreload 2\n",
+    "%matplotlib inline"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6a12e4a0-ceec-4dc7-8086-3ece77d5bd66",
+   "metadata": {},
+   "source": [
+    "# Functions"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "97a0f6b4-0f64-42b9-ad2a-0c3d3ea8652a",
+   "metadata": {},
+   "source": [
+    "## plot Azimuht(az, azXs, azVs, event1 = None event2=None)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "7f80130c-e20b-469f-9e7f-333a3faec40e",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:53.963912Z",
+     "iopub.status.busy": "2024-08-02T02:56:53.963419Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.031182Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.030727Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:53.963899Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def plot_az(az, azXs, azVs, event_1=None, event_2=None):\n",
+    "    plt.figure(figsize=(16, 15))\n",
+    "    plt.suptitle(\"lsst.sal.MTMount.azimuth\", fontsize=18, fontweight=\"bold\")\n",
+    "\n",
+    "    ###########\n",
+    "    # Position\n",
+    "    plt.subplot(4, 1, 1)\n",
+    "    plt.plot(\n",
+    "        az.index,\n",
+    "        az[\"actualPosition\"],\n",
+    "        label=\"Position\",\n",
+    "    )\n",
+    "    plt.plot(\n",
+    "        az.index,\n",
+    "        az[\"demandPosition\"],\n",
+    "        label=\"demandPosition\",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Position\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "    ############################################\n",
+    "    if event_1 and event_2 is not None:\n",
+    "        # Event line\n",
+    "        event_datetime_1 = event_1.to_datetime()\n",
+    "        event_datetime_2 = event_2.to_datetime()\n",
+    "        event_time1 = pd.Timestamp(event_datetime_1)\n",
+    "        event_time2 = pd.Timestamp(event_datetime_2)\n",
+    "        plt.axvline(\n",
+    "            x=event_time1,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time1}\",\n",
+    "        )\n",
+    "        plt.axvline(\n",
+    "            x=event_time2,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time2}\",\n",
+    "        )\n",
+    "        plt.legend()\n",
+    "    ############################################\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "\n",
+    "    # Velocity\n",
+    "    plt.subplot(4, 1, 2)\n",
+    "    plt.plot(\n",
+    "        az[\"actualVelocity\"],\n",
+    "        label=\"Velocity\",\n",
+    "    )\n",
+    "    plt.plot(\n",
+    "        az[\"demandVelocity\"],\n",
+    "        label=\"demandVelocity\",\n",
+    "    )\n",
+    "\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Velocity\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "    ############################################\n",
+    "    if event_1 and event_2 is not None:\n",
+    "        # Event line\n",
+    "        event_datetime_1 = event_1.to_datetime()\n",
+    "        event_datetime_2 = event_2.to_datetime()\n",
+    "        event_time1 = pd.Timestamp(event_datetime_1)\n",
+    "        event_time2 = pd.Timestamp(event_datetime_2)\n",
+    "        plt.axvline(\n",
+    "            x=event_time1,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time1}\",\n",
+    "        )\n",
+    "        plt.axvline(\n",
+    "            x=event_time2,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time2}\",\n",
+    "        )\n",
+    "        plt.legend()\n",
+    "    ############################################\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "\n",
+    "    # Interpolation\n",
+    "    plt.subplot(4, 1, 3)\n",
+    "    plt.plot(\n",
+    "        azXs,\n",
+    "        azVs,\n",
+    "        label=\"Velocity\",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Velocity\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    ###########\n",
+    "    plt.subplot(4, 1, 4)\n",
+    "    plt.plot(\n",
+    "        azXs,\n",
+    "        azAccSpline(azXs),\n",
+    "        label=\"Interpolated Acceleration \",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Acceleration\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    # disign\n",
+    "    plt.tight_layout()\n",
+    "    plt.show()\n",
+    "    return"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cc6bf7e2-79a2-4513-be05-2db6e8535ba6",
+   "metadata": {},
+   "source": [
+    "## format_time(t_start, t_end)\n",
+    "input --> output\n",
+    "\n",
+    "t_start, t_end **-->** start, end"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "df7d1d7d-f150-4a4c-b8f7-696af223b52c",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.032396Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.032260Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.068723Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.068343Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.032385Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def format_time(t_start, t_end):\n",
+    "    start = Time(t_start, scale=\"utc\", format=\"isot\")\n",
+    "    end = Time(t_end, scale=\"utc\", format=\"isot\")\n",
+    "    return (start, end)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8b4745c2-fb6d-42a8-b26b-e0b7bc4212cb",
+   "metadata": {},
+   "source": [
+    "## call_az_data_range"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "943ae820-5376-43f5-aca6-73df87f85e07",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.069477Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.069352Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.106182Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.105761Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.069466Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def call_az_data_range(start, end):\n",
+    "    df_az = getEfdData(\n",
+    "        client,\n",
+    "        \"lsst.sal.MTMount.azimuth\",\n",
+    "        columns=[\n",
+    "            \"actualPosition\",\n",
+    "            \"actualVelocity\",\n",
+    "            \"demandPosition\",\n",
+    "            \"demandVelocity\",\n",
+    "            \"timestamp\",\n",
+    "        ],\n",
+    "        begin=start,\n",
+    "        end=end,\n",
+    "    )\n",
+    "    return df_az"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c0edb6cc-9b3e-418e-b24f-c641faaf71f4",
+   "metadata": {},
+   "source": [
+    "## call_el_data_range"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "046530eb-c68c-4eb6-bc63-81fcc036d6d4",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.106893Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.106708Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.142158Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.141782Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.106882Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def call_el_data_range(start, end):\n",
+    "    df_el = getEfdData(\n",
+    "        client,\n",
+    "        \"lsst.sal.MTMount.elevation\",\n",
+    "        columns=[\n",
+    "            \"actualPosition\",\n",
+    "            \"actualVelocity\",\n",
+    "            \"demandPosition\",\n",
+    "            \"demandVelocity\",\n",
+    "            \"timestamp\",\n",
+    "        ],\n",
+    "        begin=start,\n",
+    "        end=end,\n",
+    "    )\n",
+    "    return df_el"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3e1e0c8b-4382-481f-9331-ed236135f628",
+   "metadata": {},
+   "source": [
+    "## acc_spline(df_test)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "b4dc39ba-9976-4d78-a210-fe58ddbc1ba8",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.142749Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.142629Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.179155Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.178765Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.142738Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def acc_spline(df_test):\n",
+    "    elXs = df_test[\"timestamp\"].values - df_test[\"timestamp\"].values[0]\n",
+    "    elVs = df_test[\"actualVelocity\"].values\n",
+    "    elVelSpline = UnivariateSpline(elXs, elVs, s=0)\n",
+    "    elAccSpline = elVelSpline.derivative(n=1)\n",
+    "    return (elAccSpline, elXs, elVs)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cb91aecf-c73c-4c47-a356-1f9f46842458",
+   "metadata": {},
+   "source": [
+    "## miniformat(result)\n",
+    "Formatting date"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "ab7809ce-cf94-47b7-9ace-d2dfb2cab989",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.179789Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.179670Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.216162Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.215794Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.179779Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def miniformat(df):\n",
+    "    # Reiniciar el índice\n",
+    "    df.reset_index(inplace=True)\n",
+    "    # Asignar un nombre al índice\n",
+    "    df.index.name = \"Axis\"\n",
+    "    df = df.rename(columns={\"index\": \"time\"})\n",
+    "    print(df)\n",
+    "    df = str(df[\"time\"][0])\n",
+    "    event = datetime.strptime(df, \"%Y-%m-%d %H:%M:%S.%f%z\").strftime(\n",
+    "        \"%Y-%m-%dT%H:%M:%S.%f\"\n",
+    "    )\n",
+    "    print()\n",
+    "    print(\"Event happened at: \", event)\n",
+    "    event = Time(event, scale=\"utc\", format=\"isot\")\n",
+    "    return event"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "62afce52-dfff-411b-95b5-b8f55291869d",
+   "metadata": {},
+   "source": [
+    "## get_event(start, end)\n",
+    "    \"\"\"\n",
+    "    Fetch an event from a Axis stopped in a defined range of time.\n",
+    "    This need the find_state() function.\n",
+    "\n",
+    "    Parameters:\n",
+    "     start, end : range of time to search.\n",
+    "    \"\"\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "57e8c201-c288-4a51-aedf-19425234ac77",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.216775Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.216655Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.260043Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.259648Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.216765Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def get_event(start, end):\n",
+    "    \"\"\"\n",
+    "    Fetch an event from a Axis stopped in a defined range of time.\n",
+    "    This need the find_state() function.\n",
+    "\n",
+    "    Parameters:\n",
+    "     start, end : range of time to search.\n",
+    "    \"\"\"\n",
+    "    df_az_state = getEfdData(\n",
+    "        client,\n",
+    "        \"lsst.sal.MTMount.logevent_azimuthMotionState\",\n",
+    "        columns=[\n",
+    "            \"state\",\n",
+    "            \"timestamp\",\n",
+    "        ],\n",
+    "        begin=start,\n",
+    "        end=end,\n",
+    "    )\n",
+    "\n",
+    "    df_el_state = getEfdData(\n",
+    "        client,\n",
+    "        \"lsst.sal.MTMount.logevent_elevationMotionState\",\n",
+    "        columns=[\n",
+    "            \"state\",\n",
+    "            \"timestamp\",\n",
+    "        ],\n",
+    "        begin=start,\n",
+    "        end=end,\n",
+    "    )\n",
+    "\n",
+    "    df_move = getEfdData(\n",
+    "        client,\n",
+    "        # \"lsst.sal.MTMount.logevent_azimuthInPosition\",\n",
+    "        \"lsst.sal.MTMount.logevent_azimuthSystemState\",\n",
+    "        columns=[\n",
+    "            \"motionControllerState0\",\n",
+    "            \"motionControllerState5\",\n",
+    "            \"motionControllerState10\",\n",
+    "        ],\n",
+    "        begin=start,\n",
+    "        end=end,\n",
+    "    )\n",
+    "\n",
+    "    print()\n",
+    "    print(\"MTMount_logevent_azimuthSystemState (op-1): \")\n",
+    "    print(df_move)\n",
+    "    print()\n",
+    "    print(\"MTMount.logevent_azimuthMotionState (op-2): \")\n",
+    "    print(df_az_state)\n",
+    "    print()\n",
+    "    print(\"MTMount.logevent_elevationMotionState (op-3): \")\n",
+    "    print(df_el_state)\n",
+    "    print()\n",
+    "\n",
+    "    # interactive_input():\n",
+    "    \"\"\"\n",
+    "    Prompt the user for interactive input and execute an action based on the selected option.\n",
+    "    \"\"\"\n",
+    "    # Prompt the user for input\n",
+    "    user_input = input(\"Please enter your option: \")\n",
+    "\n",
+    "    # Use the user input in the notebook\n",
+    "    print(f\"You have entered: {user_input}\")\n",
+    "\n",
+    "    # Continue with code based on the input\n",
+    "    if user_input == \"1\":\n",
+    "        print(\"You selected azimuthSystemState\")\n",
+    "        event = miniformat(df_move)\n",
+    "    elif user_input == \"2\":\n",
+    "        print(\"You selected azimuthMotionState\")\n",
+    "        event = miniformat(df_az_state)\n",
+    "    else:\n",
+    "        print(\"You selected elevationMotionState\")\n",
+    "        event = miniformat(df_el_state)\n",
+    "\n",
+    "    print()\n",
+    "\n",
+    "    return event"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ffdf7c69-9941-4b2f-ba70-0b8b889aad79",
+   "metadata": {},
+   "source": [
+    "## plot Elevation  / (el, elXs, elVs, event=None):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "d3f276d7-9184-4946-8d00-08cbf957dbc9",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.260678Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.260556Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.323201Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.322792Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.260667Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def plot_el(el, elXs, elVs, event_1=None, event_2=None):\n",
+    "    plt.figure(figsize=(16, 15))\n",
+    "    plt.suptitle(\"lsst.sal.MTMount.elevation\", fontsize=18, fontweight=\"bold\")\n",
+    "\n",
+    "    ###########\n",
+    "    # Position\n",
+    "    plt.subplot(4, 1, 1)\n",
+    "    plt.plot(\n",
+    "        el.index,\n",
+    "        el[\"actualPosition\"],\n",
+    "        label=\"Position\",\n",
+    "    )\n",
+    "    plt.plot(\n",
+    "        el.index,\n",
+    "        el[\"demandPosition\"],\n",
+    "        label=\"demandPosition\",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Position\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "    ############################################\n",
+    "    if event_1 and event_2 is not None:\n",
+    "        # Event line\n",
+    "        event_datetime_1 = event_1.to_datetime()\n",
+    "        event_datetime_2 = event_2.to_datetime()\n",
+    "        event_time1 = pd.Timestamp(event_datetime_1)\n",
+    "        event_time2 = pd.Timestamp(event_datetime_2)\n",
+    "        plt.axvline(\n",
+    "            x=event_time1,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time1}\",\n",
+    "        )\n",
+    "        plt.axvline(\n",
+    "            x=event_time2,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time2}\",\n",
+    "        )\n",
+    "        plt.legend()\n",
+    "    ############################################\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "\n",
+    "    # Velocity\n",
+    "    plt.subplot(4, 1, 2)\n",
+    "    plt.plot(\n",
+    "        el[\"actualVelocity\"],\n",
+    "        label=\"Velocity\",\n",
+    "    )\n",
+    "    plt.plot(\n",
+    "        el[\"demandVelocity\"],\n",
+    "        label=\"demandVelocity\",\n",
+    "    )\n",
+    "\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Velocity\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "    ############################################\n",
+    "    if event_1 and event_2 is not None:\n",
+    "        # Event line\n",
+    "        event_datetime_1 = event_1.to_datetime()\n",
+    "        event_datetime_2 = event_2.to_datetime()\n",
+    "        event_time1 = pd.Timestamp(event_datetime_1)\n",
+    "        event_time2 = pd.Timestamp(event_datetime_2)\n",
+    "        plt.axvline(\n",
+    "            x=event_time1,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time1}\",\n",
+    "        )\n",
+    "        plt.axvline(\n",
+    "            x=event_time2,\n",
+    "            color=\"r\",\n",
+    "            linestyle=\"--\",\n",
+    "            label=f\"status change: {event_time2}\",\n",
+    "        )\n",
+    "        plt.legend()\n",
+    "    ############################################\n",
+    "    # ++++++++++++++++++++++++++++++++++++++++++#\n",
+    "\n",
+    "    ############################################\n",
+    "    # Interpolation\n",
+    "    plt.subplot(4, 1, 3)\n",
+    "    plt.plot(\n",
+    "        elXs,\n",
+    "        elVs,\n",
+    "        label=\"Velocity\",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Velocity\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "    ############\n",
+    "    plt.subplot(4, 1, 4)\n",
+    "    plt.plot(\n",
+    "        elXs,\n",
+    "        elAccSpline(elXs),\n",
+    "        label=\"Interpolated Acceleration \",\n",
+    "    )\n",
+    "    plt.xlabel(\"Time\", fontsize=14)\n",
+    "    plt.ylabel(\"Acceleration\", fontsize=14)\n",
+    "    plt.grid(\":\", alpha=0.5)  # or alpha=0.3\n",
+    "    plt.legend(fontsize=14)\n",
+    "    plt.xticks(fontsize=12.5, fontweight=\"bold\")\n",
+    "    plt.yticks(fontsize=14)\n",
+    "    ############################################\n",
+    "\n",
+    "    # disign\n",
+    "    plt.tight_layout()\n",
+    "    plt.show()\n",
+    "    return"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "77bbec05-dcc8-4645-9f6a-caa2d879fd12",
+   "metadata": {},
+   "source": [
+    "## delta_time"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "b8f6fdc3-3b64-43fa-a1af-0448b80d79b2",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.323859Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.323734Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.357025Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.356597Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.323849Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "#################################\n",
+    "def delta_time(timestamp1, timestamp2):\n",
+    "    # Convert to datetime objects\n",
+    "    dt1 = datetime.fromisoformat(timestamp1)\n",
+    "    dt2 = datetime.fromisoformat(timestamp2)\n",
+    "\n",
+    "    # Calculate time difference\n",
+    "    diff = dt2 - dt1\n",
+    "    print(f\"Time difference: {diff}\")\n",
+    "    return diff\n",
+    "\n",
+    "    #################################"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1687913e-d19b-4146-97c2-ea835607c0a3",
+   "metadata": {},
+   "source": [
+    "## get_format_h(df)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "91c17b65-479f-4bb3-84e9-28835275bd81",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.357635Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.357516Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.392634Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.392249Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.357626Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def get_format_h(df):\n",
+    "    try:\n",
+    "        date_stop = str(df[\"time\"][0])\n",
+    "        h_event = datetime.strptime(date_stop, \"%Y-%m-%d %H:%M:%S.%f%z\").strftime(\n",
+    "            \"%H:%M:%S.%f\"\n",
+    "        )[:-3]\n",
+    "\n",
+    "        # Convertir el evento a objeto datetime\n",
+    "        h_event = pd.to_datetime(h_event)\n",
+    "\n",
+    "    except:\n",
+    "        pos_time = str(df)\n",
+    "        h_event = datetime.strptime(pos_time, \"%Y-%m-%d %H:%M:%S.%f%z\").strftime(\n",
+    "            \"%Y-%m-%dT%H:%M:%S.%f\"\n",
+    "        )\n",
+    "\n",
+    "    return h_event"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3a998469-7e32-436e-8c38-196979bfecab",
+   "metadata": {},
+   "source": [
+    "## find_first_non_zero_from_end"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "ce5ee2b4-5882-4146-8cda-812f18f5aea1",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.394710Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.394583Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.430078Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.429687Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.394700Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "def find_first_non_zero_from_end(df, col_name, threshold=0.01):\n",
+    "    \"\"\"\n",
+    "    Parameters:\n",
+    "    df (pd.DataFrame): The DataFrame to search.\n",
+    "    col_name (str): The name of the column to check.\n",
+    "    threshold (float): The tolerance threshold for considering a value as zero.\n",
+    "\n",
+    "    Returns:\n",
+    "    tuple: A tuple containing:\n",
+    "        - The row where the value stops being zero.\n",
+    "        - The name of the column.\n",
+    "        - The value in the column at that row.\n",
+    "    \"\"\"\n",
+    "    # Reverse the DataFrame to search from the end\n",
+    "    reversed_df = df.iloc[::-1]\n",
+    "\n",
+    "    # Iterate over the reversed DataFrame\n",
+    "    for i in range(len(reversed_df)):\n",
+    "        if abs(reversed_df[col_name].iloc[i]) > threshold:\n",
+    "            # Get the row index in the original DataFrame\n",
+    "            original_index = reversed_df.index[i]\n",
+    "            # Get the row, column name, and value\n",
+    "            row = df.loc[original_index]\n",
+    "            value = df.at[original_index, col_name]\n",
+    "            return (row, col_name, value)\n",
+    "\n",
+    "    # If no non-zero value is found, return None\n",
+    "    return None"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "id": "5dfaf6b2-f3c0-4191-b114-54525c2624a3",
+   "metadata": {},
+   "source": [
+    "## Period TimeStamp:\n",
+    "##################################################\n",
+    "\n",
+    "start, end = format_time(\"2023-11-22T20:05:00\", \"2023-11-23T06:07:00\")\n",
+    "\n",
+    "##################################################\n",
+    "\n",
+    "test: lsst.sal.mtmount.command_stop"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e27cff00-ca99-45f9-8ce2-8f5521788326",
+   "metadata": {},
+   "source": [
+    "# Cases"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4ce794d1-9d13-4d9a-a5ef-235369c7d829",
+   "metadata": {},
+   "source": [
+    "## Same data than case 2 / Case 1: \n",
+    " 1.  by 2023-11-23T00:51:28 / running the TMA Az/El breaks tests( E-stop ) /// ashugart@love01.cp.lsst.org \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "1bc17596-04ed-4009-b8fc-e7fd5c7ad173",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.430718Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.430594Z",
+     "iopub.status.idle": "2024-08-02T02:56:54.460144Z",
+     "shell.execute_reply": "2024-08-02T02:56:54.459782Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.430708Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "##################################################\n",
+    "time_start = \"2023-11-23T00:38:05\"\n",
+    "time_ends = \"2023-11-23T00:40:15\"\n",
+    "##################################################"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f36c93f1-642f-4639-90df-f15dd43b535a",
+   "metadata": {},
+   "source": [
+    "## Case 2:\n",
+    " 2.  by 2023-11-23T02:32:17.254532 /    bquint@love01.cp.lsst.org \n",
+    "   * We ran another TMA Brake Test earlier today. Taking note now. 2023-11-23 00:38 UTC - 2023-11-23 00:42 UTC\n",
+    "   * TMA Brake tests in Azimuth - Going from 151º to 0º\n",
+    "   * We stopped around 102.5º, and we overshot until 89.67º\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "6292040e-3171-4d7a-ad38-d2c5cf26ec93",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:54.460730Z",
+     "iopub.status.busy": "2024-08-02T02:56:54.460610Z",
+     "iopub.status.idle": "2024-08-02T02:56:59.239501Z",
+     "shell.execute_reply": "2024-08-02T02:56:59.239088Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:54.460721Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "MTMount_logevent_azimuthSystemState (op-1): \n",
+      "                                  motionControllerState0  \\\n",
+      "2023-11-23 00:40:36.120481+00:00                       2   \n",
+      "\n",
+      "                                  motionControllerState5  \\\n",
+      "2023-11-23 00:40:36.120481+00:00                       2   \n",
+      "\n",
+      "                                  motionControllerState10  \n",
+      "2023-11-23 00:40:36.120481+00:00                        2  \n",
+      "\n",
+      "MTMount.logevent_azimuthMotionState (op-2): \n",
+      "                                  state timestamp\n",
+      "2023-11-23 00:40:28.305729+00:00      2      None\n",
+      "\n",
+      "MTMount.logevent_elevationMotionState (op-3): \n",
+      "                                  state timestamp\n",
+      "2023-11-23 00:40:28.313140+00:00      2      None\n",
+      "2023-11-23 00:40:28.975216+00:00      1      None\n",
+      "\n"
+     ]
+    },
+    {
+     "name": "stdin",
+     "output_type": "stream",
+     "text": [
+      "Please enter your option:  2\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "You have entered: 2\n",
+      "You selected azimuthMotionState\n",
+      "                                 time  state timestamp\n",
+      "Axis                                                  \n",
+      "0    2023-11-23 00:40:28.305729+00:00      2      None\n",
+      "\n",
+      "Event happened at:  2023-11-23T00:40:28.305729\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "##################################################\n",
+    "time_start = \"2023-11-23T00:40:20\"\n",
+    "time_ends = \"2023-11-23T00:42:10\"\n",
+    "##################################################\n",
+    "start, end = format_time(time_start, time_ends)\n",
+    "df_az = call_az_data_range(start, end)\n",
+    "event1 = get_event(start, end)\n",
+    "##################################################"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d9b5076e-0d8a-4f1f-bd80-bbd6e03812c6",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "dd54de70-0a19-4695-9cfb-ee6b2bbf0fe1",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:56:59.240164Z",
+     "iopub.status.busy": "2024-08-02T02:56:59.240032Z",
+     "iopub.status.idle": "2024-08-02T02:57:01.296382Z",
+     "shell.execute_reply": "2024-08-02T02:57:01.295916Z",
+     "shell.execute_reply.started": "2024-08-02T02:56:59.240154Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "MTMount_logevent_azimuthSystemState (op-1): \n",
+      "                                  motionControllerState0  \\\n",
+      "2023-11-23 00:40:36.120481+00:00                       2   \n",
+      "\n",
+      "                                  motionControllerState5  \\\n",
+      "2023-11-23 00:40:36.120481+00:00                       2   \n",
+      "\n",
+      "                                  motionControllerState10  \n",
+      "2023-11-23 00:40:36.120481+00:00                        2  \n",
+      "\n",
+      "MTMount.logevent_azimuthMotionState (op-2): \n",
+      "                                  state timestamp\n",
+      "2023-11-23 00:40:28.305729+00:00      2      None\n",
+      "\n",
+      "MTMount.logevent_elevationMotionState (op-3): \n",
+      "                                  state timestamp\n",
+      "2023-11-23 00:40:28.313140+00:00      2      None\n",
+      "2023-11-23 00:40:28.975216+00:00      1      None\n",
+      "\n"
+     ]
+    },
+    {
+     "name": "stdin",
+     "output_type": "stream",
+     "text": [
+      "Please enter your option:  1\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "You have entered: 1\n",
+      "You selected azimuthSystemState\n",
+      "                                 time  motionControllerState0  \\\n",
+      "Axis                                                            \n",
+      "0    2023-11-23 00:40:36.120481+00:00                       2   \n",
+      "\n",
+      "      motionControllerState5  motionControllerState10  \n",
+      "Axis                                                   \n",
+      "0                          2                        2  \n",
+      "\n",
+      "Event happened at:  2023-11-23T00:40:36.120481\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "event2 = get_event(start, end)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "f70b2a1d-14a0-445f-8ff5-f06e269f8cf2",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:01.297033Z",
+     "iopub.status.busy": "2024-08-02T02:57:01.296902Z",
+     "iopub.status.idle": "2024-08-02T02:57:01.914369Z",
+     "shell.execute_reply": "2024-08-02T02:57:01.914036Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:01.297022Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 1600x1500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "##################################################\n",
+    "azAccSpline, azXs, azVs = acc_spline(df_az)\n",
+    "plot_az(df_az, azXs, azVs, event1, event2)\n",
+    "##################################################"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7eb45d61-33e7-49cb-b770-7d6e5a719d5a",
+   "metadata": {},
+   "source": [
+    "### ZOOM"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "5d843c0c-0260-4735-8829-2231463a6f6b",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:01.914999Z",
+     "iopub.status.busy": "2024-08-02T02:57:01.914863Z",
+     "iopub.status.idle": "2024-08-02T02:57:02.484693Z",
+     "shell.execute_reply": "2024-08-02T02:57:02.484355Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:01.914988Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 1600x1500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "##################################################\n",
+    "time_start = \"2023-11-23T00:40:35\"\n",
+    "time_ends = \"2023-11-23T00:40:40\"\n",
+    "##################################################\n",
+    "start, end = format_time(time_start, time_ends)\n",
+    "df_az = call_az_data_range(start, end)\n",
+    "##################################################\n",
+    "azAccSpline, azXs, azVs = acc_spline(df_az)\n",
+    "plot_az(df_az, azXs, azVs, event1, event2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "f1a55131-dbef-494d-8cc8-612beb76d70d",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:02.485336Z",
+     "iopub.status.busy": "2024-08-02T02:57:02.485204Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.073686Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.073330Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:02.485326Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 1600x1500 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "##################################################\n",
+    "df_el = call_el_data_range(start, end)\n",
+    "elAccSpline, elXs, elVs = acc_spline(df_el)\n",
+    "plot_el(df_el, elXs, elVs)\n",
+    "##################################################"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d65fc627-0acf-41bf-81d9-3ac2096f57a8",
+   "metadata": {},
+   "source": [
+    "### Note.\n",
+    "Input: e-stop triggered  p2p ///   \n",
+    "\n",
+    "    * 2023-11-23 00:40:36.120481+00:00   ///  * Name: 2023-11-23 00:40:39.990298+00:00"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "fa1852c6-d489-4f67-991b-9c0024208ad9",
+   "metadata": {},
+   "source": [
+    "### When Telescope stop moving?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "117d8c2e-6801-4312-8264-c0b8cd0451fe",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.074339Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.074205Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.110172Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.109847Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.074329Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "difference = df_az[\"demandPosition\"] - df_az[\"actualPosition\"]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "fac6ab60-5a63-462e-bd60-15e8dea29be9",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.110754Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.110626Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.143696Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.143398Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.110744Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "df_az[\"difference\"] = difference"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "a3e5839c-ec4d-4063-9e99-9c789456be4c",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.144261Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.144138Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.178286Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.177985Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.144251Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "2023-11-23 00:40:39.299974+00:00    7.451426\n",
+       "2023-11-23 00:40:39.375400+00:00    7.481438\n",
+       "2023-11-23 00:40:39.457129+00:00    7.524223\n",
+       "2023-11-23 00:40:39.520990+00:00    7.536769\n",
+       "2023-11-23 00:40:39.622258+00:00    7.543328\n",
+       "2023-11-23 00:40:39.656782+00:00    7.540980\n",
+       "2023-11-23 00:40:39.768999+00:00    7.541637\n",
+       "2023-11-23 00:40:39.808768+00:00    7.541117\n",
+       "2023-11-23 00:40:39.885200+00:00    7.541437\n",
+       "2023-11-23 00:40:39.990298+00:00    7.541148\n",
+       "Name: difference, dtype: float64"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_az[\"difference\"].tail(10)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "41b8ac0c-8d0f-4fe4-b655-18bc2b52fc7c",
+   "metadata": {},
+   "source": [
+    "####  Distance that the telescope moves once the systems recieve the siganl. Ref: Position figure.\n",
+    "#### This is not the e-stop time triggeret .... "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1acc8d1a-f958-4d34-8442-b450f34e543b",
+   "metadata": {},
+   "source": [
+    "### D = 7.54 [deg]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9f6dbd5b-43f7-4676-bec6-ef9ecbce8455",
+   "metadata": {},
+   "source": [
+    "### Distance determination"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d02c88ac-2214-4ff3-88d1-6748058b1ece",
+   "metadata": {},
+   "source": [
+    "#### a). Actual Position - Last position of ... (data from the zoom)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "07b8c43d-d72d-41b7-829d-e9cca597ac13",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.178837Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.178716Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.210224Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.209893Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.178827Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Last azimuth position:  89.672  [deg]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Last azimuth position:\n",
+    "last_aPos = df_az[\"actualPosition\"].iloc[-1]  # --> 89.672343\n",
+    "print(\"Last azimuth position: \", \"%.3f\" % last_aPos, \" [deg]\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "06b7d2b8-8381-4a3e-8285-145d0f6a1a32",
+   "metadata": {},
+   "source": [
+    "#### b) from velocity figure. \n",
+    "\n",
+    "When velocity start changing the position can be determined\n",
+    "\n",
+    "value_to_find = \"2023-11-23 00:40:36.120481+00:00\"\n",
+    "\n",
+    "* value when velocity start changing."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "a8ad4b03-aaef-4430-8f4c-6f41be045748",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.210911Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.210628Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.240957Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.240649Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.210900Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "DatetimeIndex(['2023-11-23 00:40:35.018296+00:00',\n",
+       "               '2023-11-23 00:40:35.123800+00:00',\n",
+       "               '2023-11-23 00:40:35.143883+00:00',\n",
+       "               '2023-11-23 00:40:35.201331+00:00',\n",
+       "               '2023-11-23 00:40:35.281225+00:00',\n",
+       "               '2023-11-23 00:40:35.338932+00:00',\n",
+       "               '2023-11-23 00:40:35.409118+00:00',\n",
+       "               '2023-11-23 00:40:35.492114+00:00',\n",
+       "               '2023-11-23 00:40:35.536163+00:00',\n",
+       "               '2023-11-23 00:40:35.644250+00:00',\n",
+       "               '2023-11-23 00:40:35.677436+00:00',\n",
+       "               '2023-11-23 00:40:35.778118+00:00',\n",
+       "               '2023-11-23 00:40:35.807177+00:00',\n",
+       "               '2023-11-23 00:40:35.870475+00:00',\n",
+       "               '2023-11-23 00:40:35.975136+00:00',\n",
+       "               '2023-11-23 00:40:35.997380+00:00',\n",
+       "               '2023-11-23 00:40:36.064734+00:00',\n",
+       "               '2023-11-23 00:40:36.157645+00:00',\n",
+       "               '2023-11-23 00:40:36.252471+00:00',\n",
+       "               '2023-11-23 00:40:36.344705+00:00',\n",
+       "               '2023-11-23 00:40:36.472574+00:00',\n",
+       "               '2023-11-23 00:40:36.520621+00:00',\n",
+       "               '2023-11-23 00:40:36.639151+00:00',\n",
+       "               '2023-11-23 00:40:36.706507+00:00',\n",
+       "               '2023-11-23 00:40:36.801215+00:00',\n",
+       "               '2023-11-23 00:40:36.880270+00:00',\n",
+       "               '2023-11-23 00:40:36.971995+00:00',\n",
+       "               '2023-11-23 00:40:37.081728+00:00',\n",
+       "               '2023-11-23 00:40:37.139665+00:00',\n",
+       "               '2023-11-23 00:40:37.256350+00:00',\n",
+       "               '2023-11-23 00:40:37.309580+00:00',\n",
+       "               '2023-11-23 00:40:37.395419+00:00',\n",
+       "               '2023-11-23 00:40:37.497737+00:00',\n",
+       "               '2023-11-23 00:40:37.565769+00:00',\n",
+       "               '2023-11-23 00:40:37.649616+00:00',\n",
+       "               '2023-11-23 00:40:37.754980+00:00',\n",
+       "               '2023-11-23 00:40:37.810047+00:00',\n",
+       "               '2023-11-23 00:40:37.901343+00:00',\n",
+       "               '2023-11-23 00:40:37.990183+00:00',\n",
+       "               '2023-11-23 00:40:38.071257+00:00',\n",
+       "               '2023-11-23 00:40:38.149815+00:00',\n",
+       "               '2023-11-23 00:40:38.218290+00:00',\n",
+       "               '2023-11-23 00:40:38.298128+00:00',\n",
+       "               '2023-11-23 00:40:38.378286+00:00',\n",
+       "               '2023-11-23 00:40:38.490335+00:00',\n",
+       "               '2023-11-23 00:40:38.536467+00:00',\n",
+       "               '2023-11-23 00:40:38.636454+00:00',\n",
+       "               '2023-11-23 00:40:38.714959+00:00',\n",
+       "               '2023-11-23 00:40:38.787575+00:00',\n",
+       "               '2023-11-23 00:40:38.867530+00:00',\n",
+       "               '2023-11-23 00:40:38.976111+00:00',\n",
+       "               '2023-11-23 00:40:39.003892+00:00',\n",
+       "               '2023-11-23 00:40:39.097861+00:00',\n",
+       "               '2023-11-23 00:40:39.167376+00:00',\n",
+       "               '2023-11-23 00:40:39.244356+00:00',\n",
+       "               '2023-11-23 00:40:39.299974+00:00',\n",
+       "               '2023-11-23 00:40:39.375400+00:00',\n",
+       "               '2023-11-23 00:40:39.457129+00:00',\n",
+       "               '2023-11-23 00:40:39.520990+00:00',\n",
+       "               '2023-11-23 00:40:39.622258+00:00',\n",
+       "               '2023-11-23 00:40:39.656782+00:00',\n",
+       "               '2023-11-23 00:40:39.768999+00:00',\n",
+       "               '2023-11-23 00:40:39.808768+00:00',\n",
+       "               '2023-11-23 00:40:39.885200+00:00',\n",
+       "               '2023-11-23 00:40:39.990298+00:00'],\n",
+       "              dtype='datetime64[ns, UTC]', freq=None)"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_az.index"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "38a7bb4f-5444-42c7-a428-995a9ca648ce",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.241496Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.241378Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.269188Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.268885Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.241486Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# El numero mas cercano al anterior\n",
+    "#'2023-11-23 00:40:36.157645+00:00'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "id": "79be9e02-b44e-4536-8e27-0757eb965107",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.269723Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.269604Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.518512Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.518130Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.269713Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Rows corresponding to the timestamp '2023-11-23 00:40:36.157645+00:00':\n",
+      "                                  actualPosition  actualVelocity  \\\n",
+      "2023-11-23 00:40:36.157645+00:00      102.546129       -6.993879   \n",
+      "\n",
+      "                                  demandPosition  demandVelocity  \\\n",
+      "2023-11-23 00:40:36.157645+00:00      101.496587        -6.98614   \n",
+      "\n",
+      "                                                         timestamp  difference  \n",
+      "2023-11-23 00:40:36.157645+00:00  2023-11-23 00:40:36.157645+00:00   -1.049541  \n",
+      "\n",
+      "aPos = first_azPos - last_azPos\n",
+      " > Difference on azimuth positions:  2023-11-23 00:40:36.157645+00:00    12.873785\n",
+      "Name: actualPosition, dtype: float64  [deg]\n"
+     ]
+    }
+   ],
+   "source": [
+    "df_az[\"timestamp\"] = df_az.index  # Establecer la columna 'timestamp' como índice\n",
+    "\n",
+    "# Convertir timestamps a strings\n",
+    "df_az[\"timestamp\"] = df_az[\"timestamp\"].astype(str)\n",
+    "\n",
+    "# Valor a buscar\n",
+    "search_value = \"2023-11-23 00:40:36.157645+00:00\"\n",
+    "\n",
+    "# Buscar en la columna 'timestamp' como string\n",
+    "matching_rows = df_az[df_az[\"timestamp\"] == search_value]\n",
+    "\n",
+    "if not matching_rows.empty:\n",
+    "    print(f\"Rows corresponding to the timestamp '{search_value}':\")\n",
+    "    print(matching_rows)\n",
+    "    first_aPos = matching_rows[\"actualPosition\"]\n",
+    "else:\n",
+    "    print(f\"Timestamp '{search_value}' not found in the column.\")\n",
+    "\n",
+    "aPos = first_aPos - last_aPos\n",
+    "print()\n",
+    "print(\"aPos = first_azPos - last_azPos\")\n",
+    "print(\" > Difference on azimuth positions: \", aPos, \" [deg]\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "31d66871-257a-4bcd-9b0d-bc07d6a92dba",
+   "metadata": {},
+   "source": [
+    "### D = 12.874 [deg]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "93a07a76-676a-40f6-9ac2-74c5fe50e7dd",
+   "metadata": {},
+   "source": [
+    "### Calculo : \n",
+    "\n",
+    "Input: e-stop triggered\n",
+    "\n",
+    "    * 2023-11-23 00:40:36.120481+00:00 \n",
+    "    \n",
+    "Input: Point when velocity is diff from 0.0\n",
+    "\n",
+    "    * Name: 2023-11-23 00:40:39.990298+00:00"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "f32cc910-1b96-47e5-a3b5-abfed08f4623",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.519155Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.519026Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.558337Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.558036Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.519144Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Row where values stop being zero:\n",
+      "actualPosition                           89.672343\n",
+      "actualVelocity                             0.01041\n",
+      "demandPosition                           97.213491\n",
+      "demandVelocity                                -0.0\n",
+      "timestamp         2023-11-23 00:40:39.990298+00:00\n",
+      "difference                                7.541148\n",
+      "Name: 2023-11-23 00:40:39.990298+00:00, dtype: object\n",
+      "Column name: actualVelocity\n",
+      "Value in the column: 0.0104097924626416\n"
+     ]
+    }
+   ],
+   "source": [
+    "#### First_non_zero_from_end /  function pending for verification !!\n",
+    "# Call the function to find the first non-zero row from the end\n",
+    "result = find_first_non_zero_from_end(df_az, \"actualVelocity\")\n",
+    "if result is not None:\n",
+    "    row, col_name, value = result\n",
+    "    print(\"Row where values stop being zero:\")\n",
+    "    print(row)\n",
+    "    print(f\"Column name: {col_name}\")\n",
+    "    print(f\"Value in the column: {value}\")\n",
+    "else:\n",
+    "    print(\"All values are zero.\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "605669ec-0c24-4e41-97b8-36f1b079a9fa",
+   "metadata": {},
+   "source": [
+    "#### F(t) Delta Time"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "id": "d9024201-a791-4e50-8e01-1ddf595cb0a5",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.558900Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.558778Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.593597Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.593300Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.558890Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "#################################\n",
+    "def delta_time(timestamp1, timestamp2):\n",
+    "    # Convert to datetime objects\n",
+    "    dt1 = datetime.fromisoformat(timestamp1)\n",
+    "    dt2 = datetime.fromisoformat(timestamp2)\n",
+    "\n",
+    "    # Calculate time difference\n",
+    "    diff = dt2 - dt1\n",
+    "    print(f\"Time difference: {diff}\")\n",
+    "    return diff\n",
+    "\n",
+    "\n",
+    "#################################"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "id": "ece4395a-3fb6-4a9e-99d2-14e157a9801f",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.594145Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.594026Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.627110Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.626806Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.594136Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Time difference: 0:00:03.869817\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "datetime.timedelta(seconds=3, microseconds=869817)"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# data from motionControllerState10\n",
+    "timestamp1 = \"2023-11-23 00:40:36.120481+00:00\"\n",
+    "\n",
+    "# Data from \"find_first_non_zero_from_end\"\n",
+    "timestamp2 = \"2023-11-23 00:40:39.990298+00:00\"\n",
+    "\n",
+    "delta_time(timestamp1, timestamp2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "33d8a809-cf5e-457f-8ac0-bbffd9a9b097",
+   "metadata": {},
+   "source": [
+    "#### Time difference: 0:00:03.869817"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c9531cdb-e5d1-4cd5-8e59-58d3bd9e67fd",
+   "metadata": {},
+   "source": [
+    "## Case 3:\n",
+    " 3. 2023-11-23T03:08:50.50 /   bquint@love01.cp.lsst.org \n",
+    "   * - 2023-11-23 01:02 UTC - 2023-11-23 01:05 UTC\n",
+    "   * - TMA Brake tests in Elevation - Going up from 20º to 80º.\n",
+    "   * - We stopped around 40º, and we overshooted until 45º.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "id": "1093e458-5858-4954-a77e-52ab9a8264de",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.627647Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.627528Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.656447Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.656137Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.627637Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "##################################################\n",
+    "time_start = \"2023-11-23T01:03:50\"\n",
+    "time_ends = \"2023-11-23T01:04:15\"\n",
+    "##################################################"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f622a396-d58b-44f5-b187-63d495edfb8e",
+   "metadata": {},
+   "source": [
+    "## Case 4:\n",
+    " 4.  2023-11-23 01:35 UTC - 2023-11-23 01:40 UTC / by bquint@love01.cp.lsst.org 2023-11-23T03:10:09\n",
+    "   * - TMA Brake tests in Elevation - Going down from 80º to 20º.\n",
+    "   * - We stopped around 57.8º, and we overshooted until 53.8º."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "id": "350b07a6-fa58-440d-8bff-bcd34a3145b1",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2024-08-02T02:57:03.656964Z",
+     "iopub.status.busy": "2024-08-02T02:57:03.656844Z",
+     "iopub.status.idle": "2024-08-02T02:57:03.684578Z",
+     "shell.execute_reply": "2024-08-02T02:57:03.684242Z",
+     "shell.execute_reply.started": "2024-08-02T02:57:03.656954Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "time_start = \"2023-11-23T01:43:00\"\n",
+    "time_ends = \"2023-11-23T02:00:00\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d0d07a2a-64eb-4f2c-87c7-15b4fa81eae7",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "LSST",
+   "language": "python",
+   "name": "lsst"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}