{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Interoperability between Astro-WISE and Virtual Observatory software\n", "\n", "In this tutorial we will use SAMP connectivity to find bright blue galaxies in a specific WFI field in a graphical, interactive way. You will need to have javaws (java webstart) installed on your system.\n", "\n", "## SAMP\n", "\n", "SAMP (Simple Application Messaging Protocol) is a communication protocol for astronomical tools. Several pieces of software have SAMP support, we will use TOPCAT (a table viewer) and Aladin (an image viewer).\n", "Select one of your own SourceLists, or use SourceList with SLID 135591 (from a WFI V band image). We will assume the SourceList is called sl." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "context.set_project('TUTORIAL')\n", "context.set_privileges(1)\n", "print(context.get_current_project())" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sl = (SourceList.SLID == 135591)[0]" ] }, { "attachments": { "topcat1.png": { "image/png": "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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "Starting other SAMP applications. \n", "Start the following programs:\n", "\n", " - Aladin (this will start a SAMP HUB)\n", " - TOPCAT\n", "\n", "![topcat1.png](attachment:topcat1.png)\n", "\n", "Figure: The TOPCAT main window. The buttons used in this tutorial are circled. From top to bottom, from left to right: the 'Interop' menu, the 'Row Subset' button, the 'Scatter Plot' button and the 'Activation Action' button.\n", "\n", "**Note: Starting these programs requires java!**\n", "\n", "Solution:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "os.system('aladin &')\n", "os.system('topcat &')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Alternatively you could use javaws (if available) to start both TOPCAT and Aladin." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "os.system('javaws http://aladin.u-strasbg.fr/java/Aladin-proto.jnlp &')\n", "os.system('javaws http://andromeda.star.bris.ac.uk/~mbt/topcat/topcat-full.jnlp &')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Connect Astro-WISE to the hub and transmit your SourceList (and its frame) through SAMP." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from astro.services.samp.Samp import Samp\n", "samp = Samp()\n", "samp.broadcast(sl.frame)\n", "samp.broadcast(sl)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Select some sources in TOPCAT and send their SIDs to the awe-prompt. You should see your SourceList loaded in the TOPCAT 'Table List' in its main window. Use TOPCAT to select specific sources of your interest and send their SIDs to the awe-prompt. \n", "\n", "**Solution A ('highlight' sources):**\n", "\n", "In the main TOPCAT window, press the (empty) button next to 'Activation Action' and choose 'Transmit Row' from the 'Set Activation Action' window that pops up, and close it.\n", "Create a 'Scatter Plot' and display your favorite attributes.\n", "Click on an interesting source in the plot.\n", "\n", "Retrieve the SID in the awe-prompt with:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "samp.highlighted(sl)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Solution B ('select' sources):**\n", "\n", "From the main TOPCAT window create a 'Scatter Plot' and display your favorite attributes.\n", "Use the 'select region' tool to select multiple interesting sources at once.\n", "Click the 'select region' button again to create a subset containing the sources (you need to name the subset).\n", "Open the 'Row Subsets' window by clicking its button in the main TOPCAT window.\n", "On the 'Row Subsets' window, select your subset and press the 'broadcast subset' button.\n", "Retrieve the SIDs in the awe-prompt with" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "samp.selected(sl)" ] }, { "attachments": { "topcat2.png": { "image/png": "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" }, "topcat3.png": { "image/png": "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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "Figure: The TOPCAT Scatter Plot window. In blue the 'Select Region' button has been circled. With this tool the blue points have been selected and labeled 'interesting' (Solution B). One of the points is selected with the black cross hair and send over SAMP (Solution A)\n", "\n", "![topcat2.png](attachment:topcat2.png)\n", "\n", "Figure: The TOPCAT Row Subset window. The 'Transmit Subset' button is encircled, it is grayed out when no subset is selected yet.\n", "\n", "![topcat3.png](attachment:topcat3.png)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.5.1" } }, "nbformat": 4, "nbformat_minor": 1 }