{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# NB3: Phylogeny: species tree \n", "\n", "The data sets used in this notebook were generated with ipyrad (see [notebook here]()). You can re-create the data sets used here by running that notebook. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Table of contents\n", "[Software installation (conda)](#Required-software) \n", "[Phylogenetic analysis (tetrad)](#Analysis-RAxML) \n", "[Tree plots (toytree)](#Tree plot)\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Required software\n", "All software required for this notebook can be installed locally using *conda*. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "## conda install toytree -c eaton-lab\n", "## conda install ipyrad -c ipyrad " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ipyrad v.0.6.20\n" ] } ], "source": [ "## import packages\n", "import ipyrad as ip\n", "import ipyrad.analysis as ipa\n", "import toytree\n", "\n", "## print ipyrad info\n", "print \"ipyrad v.{}\".format(ip.__version__)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Cluster setup\n", "We will distribute jobs across an HPC cluster using the ipyparallel library (which is installed as a dependency of ipyrad). Start an ipcluster instance and check your connection below. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "## print ipyparallel cluster information\n", "import ipyparallel as ipp\n", "ipyclient = ipp.Client()\n", "#print ip.cluster_info(ipyclient)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### A function to select samples from clades\n", "For a given data set this function returns the samples in it that are from the selected clade. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def get_subsample_names(data, clade):\n", " ## known clades\n", " c1 = [\"tonduzii\", \"maxima\", \"yoponens\", \"glabrata\", \"insipida\"]\n", " c2 = [\"nymph\", \"obtus\", \"pope\", \"bull\", \"citri\", \"paraen\",\n", " \"pertus\", \"perfor\", \"dugan\", \"turbin\", \"colub\", \n", " \"costa\", \"tria\", \"trig\"]\n", " \n", " ## select clades from a dict\n", " clades={\n", " \"pharmacosycea\": c1,\n", " \"americana\": c2,\n", " }\n", " \n", " ## return selected clade names\n", " keys = data.samples.keys()\n", " names = [i for i in keys if any([bit in i for bit in clades[clade]])]\n", " return names" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Data sets\n", "\n", "We will use three data sets that were created already. One \"full\" data set and two subsampled data sets. " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " loading Assembly: ficus_dhi_s4\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/ficus_dhi_s4.json\n", "\n", " Assembly: pharma_dhi_s4\n", " [####################] 100% filtering loci | 0:00:17 | s7 | \n", " [####################] 100% building loci/stats | 0:00:35 | s7 | \n", " [####################] 100% building alleles | 0:00:40 | s7 | \n", " [####################] 100% building vcf file | 0:00:51 | s7 | \n", " [####################] 100% writing vcf file | 0:00:00 | s7 | \n", " [####################] 100% building arrays | 0:00:14 | s7 | \n", " [####################] 100% writing outfiles | 0:00:14 | s7 | \n", " Outfiles written to: ~/Documents/Ficus/analysis-ipyrad/pharma_dhi_s4_outfiles\n", "\n", " Assembly: america_dhi_s4\n", " [####################] 100% filtering loci | 0:00:36 | s7 | \n", " [####################] 100% building loci/stats | 0:00:37 | s7 | \n", " [####################] 100% building alleles | 0:00:45 | s7 | \n", " [####################] 100% building vcf file | 0:01:16 | s7 | \n", " [####################] 100% writing vcf file | 0:00:00 | s7 | \n", " [####################] 100% building arrays | 0:00:29 | s7 | \n", " [####################] 100% writing outfiles | 0:00:44 | s7 | \n", " Outfiles written to: ~/Documents/Ficus/analysis-ipyrad/america_dhi_s4_outfiles\n" ] } ], "source": [ "## the full large data set\n", "full = ip.load_json(\"analysis-ipyrad/ficus_dhi_s4.json\")\n", "\n", "## pharma subsampled data set\n", "pharma = full.branch(\"pharma_dhi_s4\", \n", " subsamples=get_subsample_names(full, \"pharmacosycea\"))\n", "pharma.set_params(\"min_samples_locus\", 4)\n", "pharma.run(\"7\", force=True)\n", "\n", "## americana subsampled data set\n", "america = full.branch(\"america_dhi_s4\", \n", " subsamples=get_subsample_names(full, \"americana\"))\n", "america.set_params(\"min_samples_locus\", 4)\n", "america.run(\"7\", force=True) " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " loading Assembly: ficus_dhi_s4\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/ficus_dhi_s4.json\n", " loading Assembly: pharma_dhi_s4\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/pharma_dhi_s4.json\n", " loading Assembly: america_dhi_s4\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/america_dhi_s4.json\n" ] } ], "source": [ "full = ip.load_json(\"analysis-ipyrad/ficus_dhi_s4.json\")\n", "pharma = ip.load_json(\"analysis-ipyrad/pharma_dhi_s4.json\")\n", "america = ip.load_json(\"analysis-ipyrad/america_dhi_s4.json\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Analysis `tetrad`\n", "(Inference by phylogenetic invariants within quartets)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "loading seq array [76 taxa x 547987 bp]\n", "max unlinked SNPs per quartet (nloci): 76904\n", "loading seq array [23 taxa x 143884 bp]\n", "max unlinked SNPs per quartet (nloci): 41432\n", "loading seq array [53 taxa x 361100 bp]\n", "max unlinked SNPs per quartet (nloci): 56067\n" ] } ], "source": [ "## create tetrad object\n", "fulltet = ipa.tetrad(\n", " full.name,\n", " seqfile=full.outfiles.snpsphy, \n", " mapfile=full.outfiles.snpsmap,\n", " workdir=\"analysis-tetrad\", \n", " nboots=100,\n", " );\n", "\n", "pharmatet = ipa.tetrad(\n", " pharma.name,\n", " seqfile=pharma.outfiles.snpsphy, \n", " mapfile=pharma.outfiles.snpsmap,\n", " workdir=\"analysis-tetrad\", \n", " nboots=100,\n", " );\n", "\n", "americatet = ipa.tetrad(\n", " america.name,\n", " seqfile=america.outfiles.snpsphy, \n", " mapfile=america.outfiles.snpsmap,\n", " workdir=\"analysis-tetrad\", \n", " nboots=100,\n", " );\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Run it" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pharmatet.run(force=True, ipyclient=ipyclient)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [ "americatet.run(ipyclient=ipyclient)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [ "fulltet.run(ipyclient=ipyclient)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot trees" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "import toytree\n", "import toyplot\n", "import toyplot.pdf" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
A96_glabrataB131_glabrataXmaximaA97_glabrataB134_glabrataB133_glabrataB130_glabrataXmaximaC50_insipidaB128_insipidaC15_insipidaB126_insipidaA95_insipidaB127_insipidaC48_tonduziiB123_maximaC45_yoponensisC47_yoponensisC46_yoponensisC18_maximaB120_maximaB119_maximaB118_maximaC17_maximaA94_maxima1001009958100100281417381001001001005310093864870
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tre = toytree.tree(\"analysis-tetrad/pharma_dhi_s4.cons\")\n", "#tre.root(wildcard=\"insip\")\n", "tre.draw(\n", " width=300,\n", " height=700,\n", " node_labels=tre.get_node_values(\"support\"),\n", " );" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## OTHER STUFF" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Looking at raw data on tree" ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " loading Assembly: ficus_dlo\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/ficus_dlo.json\n" ] }, { "data": { "text/html": [ "
A01_paraensisA02_paraensisA04_paraensisA05_paraensisA06_obtusifoliaA07_obtusifoliaA16_citrifoliaA18_citrifoliaA19_citrifoliaA26_popenoeiA27_popenoeiA28_popenoeiA29_popenoeiA33_nymphaeifoliaA34_nymphaeifoliaA38_nymphaeifoliaA41_nymphaeifoliaA42_nymphaeifoliaA48_trigonataA49_trigonataA55_triangleA59_dugandiiA60_dugandiiA61_turbinataA62_turbinataA63_turbinataA65_pertusaA67_bulleneiA69_bulleneiA70_bulleneiA71_bulleneiA72_bulleneiA75_colubrinaeA77_colubrinaeA82_perforataA83_perforataA84_perforataA85_perforataA87_costaricanaA94_maximaA95_insipidaA96_glabrataA97_glabrataB102_obtusifoliaB103_obtusifoliaB118_maximaB119_maximaB120_maximaB123_maximaB126_insipidaB127_insipidaB128_insipidaB130_glabrataXmaximaB131_glabrataXmaximaB133_glabrataB134_glabrataC01_bulleneiC02_citrifoliaC04_colubrinaeC09_costaricanaC11_costaricanaC12_dugandiiC14_dugandiiC15_insipidaC17_maximaC18_maximaC19_nymphaeifoliaC21_obtusifoliaC22_obtusifoliaC24_obtusifoliaC25_popenoeiC26_popenoeiC27_popenoeiC28_pertusaC30_triangleC31_triangleC32_triangleXtrigonataC33_triangleC34_triangleC36_trigonataC37_trigonataC39_trigonataC41_trigonataC43_trigonataC45_yoponensisC46_yoponensisC47_yoponensisC48_tonduziiC49_dugandiiC50_insipidaC51_perforataC52_citrifoliaC53_citrifoliaC54_citrifoliaC5_colubrinae012345N raw reads (x 1e6)04080120160200N consensus reads (x 1e3)
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data = ip.load_json(\"analysis-ipyrad/ficus_dlo.json\", 1)\n", "\n", "## draw scatterplot\n", "c, a, m = toyplot.scatterplot(\n", " data.stats.reads_raw, \n", " data.stats.reads_consens,\n", " width=300, height=300,\n", " size=8,\n", " mstyle={\"fill\": \"#262626\", \"stroke\": \"#262626\", \"opacity\": 0.8},\n", " title=data.stats.index.tolist(),\n", " )\n", "\n", "## modify axes\n", "a.y.label.text = \"N consensus reads (x 1e3)\"\n", "a.y.ticks.show = True\n", "a.y.ticks.locator = toyplot.locator.Explicit(\n", " locations = range(0, int(240e3), int(40e3)),\n", " labels = range(0, 240, 40),\n", " )\n", "a.x.label.text = \"N raw reads (x 1e6)\"\n", "a.x.ticks.show = True\n", "a.x.ticks.locator = toyplot.locator.Explicit(\n", " locations = range(0, int(60e6), int(10e6)),\n", " labels = range(0, 6),\n", " )\n", "\n" ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " loading Assembly: lodepth_min4\n", " from saved path: ~/Documents/Ficus/analysis-ipyrad/lodepth_min4.json\n" ] }, { "data": { "image/png": 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a8xJN65/Z8cq89d+VaHtqT3LG2/fmjarFiwIREa1bvaJz/TM75mx7IF03ek6y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\npF6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csSOll7t706kZDhUhhBBCswTT6AAQQs8LCv6mhF72Gh3HdOnuTec3bdv9XHK4VNq4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" ], "text/plain": [ "" ] }, "execution_count": 126, "metadata": {}, "output_type": "execute_result" } ], "source": [ "## load tree data\n", "#tre = toytree.tree(\"analysis-tetrad/ficus_85d6f2_min4_s3K.tree\")\n", "newick=\"analysis_raxml/RAxML_bipartitions.ficus_c85d6f2_min4_s3K\"\n", "tre = toytree.tree(newick, format=0)\n", "\n", "## load ipyrad data \n", "data = ip.load_json(\"analysis-ipyrad/lodepth_min4.json\")\n", "heights = data.stats.reads_raw.ix[tre.get_tip_labels()]\n", "hdata = heights/float(1e6) \n", "hover = [\"{}: {}\".format(hdata.index[i], hdata[i]) for \\\n", " i in range(hdata.shape[0])[::-1]]\n", "\n", "## plot tree\n", "canvas = toyplot.Canvas( \n", " width=800, \n", " height=1000,\n", " )\n", "ax1 = canvas.cartesian(bounds=(\"10%\", \"50%\", \"10%\", \"90%\"))\n", "ax2 = canvas.cartesian(bounds=(\"55%\", \"90%\", \"10%\", \"90%\"))\n", "\n", "tre.draw(\n", " axes=ax1,\n", " #node_labels=True,\n", " node_size=5,\n", " use_edge_lengths=True,\n", " tip_labels_style={\"font-size\": \"7px\"}\n", " );\n", "\n", "## add barplot\n", "ax2.bars(hdata[::-1], \n", " along='y', \n", " title=hover,\n", " )\n", "\n", "## style axes\n", "ax1.show = False\n", "ax2.y.show = False\n", "ax2.x.label.text = \"N raw reads (1e6)\"\n", "ax2.x.ticks.show = True\n", "\n", "## save the plot and render in notebook\n", "toyplot.pdf.render(canvas, \"Tree_w_N_raw_Ficus_lodepth_min_4.pdf\")\n", "canvas" ] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.13" } }, "nbformat": 4, "nbformat_minor": 1 }