Mercurial > repos > galaxyp > mgf_formatter
comparison test-data/Test.mzML @ 2:51ba38ae36c2 draft default tip
planemo upload commit b4871f9659a924a68430aed3a93f4f9bad733fd6
author | galaxyp |
---|---|
date | Wed, 07 Dec 2016 16:36:51 -0500 |
parents | |
children |
comparison
equal
deleted
inserted
replaced
1:29e7496f3907 | 2:51ba38ae36c2 |
---|---|
1 <?xml version="1.0" encoding="utf-8"?> | |
2 <indexedmzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.2_idx.xsd"> | |
3 <mzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.0.xsd" id="Test" version="1.1.0"> | |
4 <cvList count="2"> | |
5 <cv id="MS" fullName="Proteomics Standards Initiative Mass Spectrometry Ontology" version="3.79.0" URI="http://psidev.cvs.sourceforge.net/*checkout*/psidev/psi/psi-ms/mzML/controlledVocabulary/psi-ms.obo"/> | |
6 <cv id="UO" fullName="Unit Ontology" version="12:10:2011" URI="http://obo.cvs.sourceforge.net/*checkout*/obo/obo/ontology/phenotype/unit.obo"/> | |
7 </cvList> | |
8 <fileDescription> | |
9 <fileContent> | |
10 <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/> | |
11 <cvParam cvRef="MS" accession="MS:1000580" name="MSn spectrum" value=""/> | |
12 </fileContent> | |
13 <sourceFileList count="2"> | |
14 <sourceFile id="RAW1" name="Test.raw" location="file:///"> | |
15 <cvParam cvRef="MS" accession="MS:1000768" name="Thermo nativeID format" value=""/> | |
16 <cvParam cvRef="MS" accession="MS:1000563" name="Thermo RAW format" value=""/> | |
17 <cvParam cvRef="MS" accession="MS:1000569" name="SHA-1" value="29009da7aacaee7f66b595406fe8a3e69d98151f"/> | |
18 </sourceFile> | |
19 <sourceFile id="Test.mzML" name="Test.mzML" location="file:///"> | |
20 <cvParam cvRef="MS" accession="MS:1000569" name="SHA-1" value="724bd6bed6329cd815d61d7c99c8c496f7a6b198"/> | |
21 </sourceFile> | |
22 </sourceFileList> | |
23 </fileDescription> | |
24 <referenceableParamGroupList count="1"> | |
25 <referenceableParamGroup id="CommonInstrumentParams"> | |
26 <cvParam cvRef="MS" accession="MS:1001742" name="LTQ Orbitrap Velos" value=""/> | |
27 <cvParam cvRef="MS" accession="MS:1000529" name="instrument serial number" value="SN03464B"/> | |
28 </referenceableParamGroup> | |
29 </referenceableParamGroupList> | |
30 <softwareList count="3"> | |
31 <software id="Xcalibur" version="2.6.0 SP3"> | |
32 <cvParam cvRef="MS" accession="MS:1000532" name="Xcalibur" value=""/> | |
33 </software> | |
34 <software id="pwiz" version="3.0.6618"> | |
35 <cvParam cvRef="MS" accession="MS:1000615" name="ProteoWizard software" value=""/> | |
36 </software> | |
37 <software id="pwiz_3.0.8990" version="3.0.8990"> | |
38 <cvParam cvRef="MS" accession="MS:1000615" name="ProteoWizard software" value=""/> | |
39 </software> | |
40 </softwareList> | |
41 <instrumentConfigurationList count="2"> | |
42 <instrumentConfiguration id="IC1"> | |
43 <referenceableParamGroupRef ref="CommonInstrumentParams"/> | |
44 <componentList count="3"> | |
45 <source order="1"> | |
46 <cvParam cvRef="MS" accession="MS:1000398" name="nanoelectrospray" value=""/> | |
47 <cvParam cvRef="MS" accession="MS:1000485" name="nanospray inlet" value=""/> | |
48 </source> | |
49 <analyzer order="2"> | |
50 <cvParam cvRef="MS" accession="MS:1000484" name="orbitrap" value=""/> | |
51 </analyzer> | |
52 <detector order="3"> | |
53 <cvParam cvRef="MS" accession="MS:1000624" name="inductive detector" value=""/> | |
54 </detector> | |
55 </componentList> | |
56 <softwareRef ref="Xcalibur"/> | |
57 </instrumentConfiguration> | |
58 <instrumentConfiguration id="IC2"> | |
59 <referenceableParamGroupRef ref="CommonInstrumentParams"/> | |
60 <componentList count="3"> | |
61 <source order="1"> | |
62 <cvParam cvRef="MS" accession="MS:1000398" name="nanoelectrospray" value=""/> | |
63 <cvParam cvRef="MS" accession="MS:1000485" name="nanospray inlet" value=""/> | |
64 </source> | |
65 <analyzer order="2"> | |
66 <cvParam cvRef="MS" accession="MS:1000083" name="radial ejection linear ion trap" value=""/> | |
67 </analyzer> | |
68 <detector order="3"> | |
69 <cvParam cvRef="MS" accession="MS:1000253" name="electron multiplier" value=""/> | |
70 </detector> | |
71 </componentList> | |
72 <softwareRef ref="Xcalibur"/> | |
73 </instrumentConfiguration> | |
74 </instrumentConfigurationList> | |
75 <dataProcessingList count="2"> | |
76 <dataProcessing id="pwiz_Reader_Thermo_conversion"> | |
77 <processingMethod order="0" softwareRef="pwiz"> | |
78 <cvParam cvRef="MS" accession="MS:1000544" name="Conversion to mzML" value=""/> | |
79 </processingMethod> | |
80 </dataProcessing> | |
81 <dataProcessing id="pwiz_Reader_conversion"> | |
82 <processingMethod order="0" softwareRef="pwiz_3.0.8990"> | |
83 <cvParam cvRef="MS" accession="MS:1000544" name="Conversion to mzML" value=""/> | |
84 </processingMethod> | |
85 </dataProcessing> | |
86 </dataProcessingList> | |
87 <run id="Test" defaultInstrumentConfigurationRef="IC1" startTimeStamp="2015-06-12T11:17:02Z" defaultSourceFileRef="RAW1"> | |
88 <spectrumList count="2" defaultDataProcessingRef="pwiz_Reader_conversion"> | |
89 <spectrum index="0" id="controllerType=0 controllerNumber=1 scan=46" defaultArrayLength="12250"> | |
90 <cvParam cvRef="MS" accession="MS:1000579" name="MS1 spectrum" value=""/> | |
91 <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="1"/> | |
92 <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/> | |
93 <cvParam cvRef="MS" accession="MS:1000128" name="profile spectrum" value=""/> | |
94 <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="371.100860595703" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
95 <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="2.22363225e06" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
96 <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="1.3314092e07"/> | |
97 <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="300.000340897661" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
98 <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="1814.502660843167" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
99 <scanList count="1"> | |
100 <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/> | |
101 <scan> | |
102 <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.377493333333" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/> | |
103 <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + p NSI Full ms [300.00-1800.00]"/> | |
104 <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="1"/> | |
105 <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="28.824626922607" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/> | |
106 <scanWindowList count="1"> | |
107 <scanWindow> | |
108 <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="300.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
109 <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="1800.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
110 </scanWindow> | |
111 </scanWindowList> | |
112 </scan> | |
113 </scanList> | |
114 <binaryDataArrayList count="2"> | |
115 <binaryDataArray encodedLength="97668"> | |
116 <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/> | |
117 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
118 <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
119 <binary>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</binary> | |
120 </binaryDataArray> | |
121 <binaryDataArray encodedLength="31112"> | |
122 <cvParam cvRef="MS" accession="MS:1000521" name="32-bit float" value=""/> | |
123 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
124 <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
125 <binary>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</binary> | |
126 </binaryDataArray> | |
127 </binaryDataArrayList> | |
128 </spectrum> | |
129 <spectrum index="1" id="controllerType=0 controllerNumber=1 scan=47" defaultArrayLength="53"> | |
130 <cvParam cvRef="MS" accession="MS:1000580" name="MSn spectrum" value=""/> | |
131 <cvParam cvRef="MS" accession="MS:1000511" name="ms level" value="2"/> | |
132 <cvParam cvRef="MS" accession="MS:1000130" name="positive scan" value=""/> | |
133 <cvParam cvRef="MS" accession="MS:1000127" name="centroid spectrum" value=""/> | |
134 <cvParam cvRef="MS" accession="MS:1000504" name="base peak m/z" value="307.263916015625" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
135 <cvParam cvRef="MS" accession="MS:1000505" name="base peak intensity" value="1702.423095703125" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
136 <cvParam cvRef="MS" accession="MS:1000285" name="total ion current" value="10748.7705078125"/> | |
137 <cvParam cvRef="MS" accession="MS:1000528" name="lowest observed m/z" value="113.060066223145" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
138 <cvParam cvRef="MS" accession="MS:1000527" name="highest observed m/z" value="885.831176757813" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
139 <scanList count="1"> | |
140 <cvParam cvRef="MS" accession="MS:1000795" name="no combination" value=""/> | |
141 <scan> | |
142 <cvParam cvRef="MS" accession="MS:1000016" name="scan start time" value="0.383668333333" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/> | |
143 <cvParam cvRef="MS" accession="MS:1000512" name="filter string" value="FTMS + c NSI d Full ms2 306.93@hcd35.00 [111.00-935.00]"/> | |
144 <cvParam cvRef="MS" accession="MS:1000616" name="preset scan configuration" value="2"/> | |
145 <cvParam cvRef="MS" accession="MS:1000927" name="ion injection time" value="500.0" unitCvRef="UO" unitAccession="UO:0000028" unitName="millisecond"/> | |
146 <userParam name="[Thermo Trailer Extra]Monoisotopic M/Z:" value="306.93255615234375" type="xsd:float"/> | |
147 <scanWindowList count="1"> | |
148 <scanWindow> | |
149 <cvParam cvRef="MS" accession="MS:1000501" name="scan window lower limit" value="111.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
150 <cvParam cvRef="MS" accession="MS:1000500" name="scan window upper limit" value="935.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
151 </scanWindow> | |
152 </scanWindowList> | |
153 </scan> | |
154 </scanList> | |
155 <precursorList count="1"> | |
156 <precursor spectrumRef="controllerType=0 controllerNumber=1 scan=46"> | |
157 <isolationWindow> | |
158 <cvParam cvRef="MS" accession="MS:1000827" name="isolation window target m/z" value="306.93" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
159 <cvParam cvRef="MS" accession="MS:1000828" name="isolation window lower offset" value="1.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
160 <cvParam cvRef="MS" accession="MS:1000829" name="isolation window upper offset" value="1.0" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
161 </isolationWindow> | |
162 <selectedIonList count="1"> | |
163 <selectedIon> | |
164 <cvParam cvRef="MS" accession="MS:1000744" name="selected ion m/z" value="306.932556152344" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
165 <cvParam cvRef="MS" accession="MS:1000041" name="charge state" value="3"/> | |
166 <cvParam cvRef="MS" accession="MS:1000042" name="peak intensity" value="10963.7939453125" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
167 </selectedIon> | |
168 </selectedIonList> | |
169 <activation> | |
170 <cvParam cvRef="MS" accession="MS:1000422" name="beam-type collision-induced dissociation" value=""/> | |
171 <cvParam cvRef="MS" accession="MS:1000045" name="collision energy" value="35.0" unitCvRef="UO" unitAccession="UO:0000266" unitName="electronvolt"/> | |
172 </activation> | |
173 </precursor> | |
174 </precursorList> | |
175 <binaryDataArrayList count="2"> | |
176 <binaryDataArray encodedLength="356"> | |
177 <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/> | |
178 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
179 <cvParam cvRef="MS" accession="MS:1000514" name="m/z array" value="" unitCvRef="MS" unitAccession="MS:1000040" unitName="m/z"/> | |
180 <binary>eJxjYGBQuOEc48DAwHDg7jswzVDmFgem646D6Qf7FiWA6IY5q8D0gh2PwbTC0TuJINrhwIIksLjDEjDdsPsJmHbY45gMVueQmALmH0wB0w0l58D0gZPsaWDxLbvTwepKHTLA9OdkML0gogFMJ9hmZIHdcWsBmG7YcgDCvzg7G2yO00MwrSA7Kxfs7v9NeWB9b5wLwObITQbTBx5+BtMJ15mLwOZUCUNoAREwfWAlhG74JQ+mE7bIFYP1T1SC0OwqYLphOoR+UKIPph2SjSD0ASgdZgymFSxNIPyzEPqAkgOYZmh3LAfLO7s0QeRlm8Hm3rzUAlZXaNMOllfQ7ALLL1vX7QAAKx5udA==</binary> | |
181 </binaryDataArray> | |
182 <binaryDataArray encodedLength="300"> | |
183 <cvParam cvRef="MS" accession="MS:1000521" name="32-bit float" value=""/> | |
184 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
185 <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
186 <binary>eJwB1AAr/4O2LEPbOGBC2owEQ0J5I0P30nhDR7eCQpBAz0KumaJCOYpZQzAqBEPm3vlCb2xSQmTn3EJr2a1CT/xiQoXleEJ4tGtC1kf+QgdPFkO06Y1D08hlQlunQ0MPWJJD3HXBQuSEeUKtkHtCmA+jQvEt8kNHQKNCRNORQ8E96kJxQjVDv+dQQzl3H0NOZaFDugrhQnK/AUQu6v9DUEEjQ79npUKDIRpDbJEgQ3FZM0SKzdREFDgCRBFs10Mtf65Ceg9bQtLLpkJTNHtCzNiRQkntbELlV4lCzm5dsw==</binary> | |
187 </binaryDataArray> | |
188 </binaryDataArrayList> | |
189 </spectrum> | |
190 </spectrumList> | |
191 <chromatogramList count="1" defaultDataProcessingRef="pwiz_Reader_conversion"> | |
192 <chromatogram index="0" id="TIC" defaultArrayLength="4105"> | |
193 <cvParam cvRef="MS" accession="MS:1000235" name="total ion current chromatogram" value=""/> | |
194 <binaryDataArrayList count="2"> | |
195 <binaryDataArray encodedLength="36216"> | |
196 <cvParam cvRef="MS" accession="MS:1000523" name="64-bit float" value=""/> | |
197 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
198 <cvParam cvRef="MS" accession="MS:1000595" name="time array" value="" unitCvRef="UO" unitAccession="UO:0000031" unitName="minute"/> | |
199 <binary>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</binary> | |
200 </binaryDataArray> | |
201 <binaryDataArray encodedLength="20072"> | |
202 <cvParam cvRef="MS" accession="MS:1000521" name="32-bit float" value=""/> | |
203 <cvParam cvRef="MS" accession="MS:1000574" name="zlib compression" value=""/> | |
204 <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/> | |
205 <binary>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</binary> | |
206 </binaryDataArray> | |
207 </binaryDataArrayList> | |
208 </chromatogram> | |
209 </chromatogramList> | |
210 </run> | |
211 </mzML> | |
212 <indexList count="2"> | |
213 <index name="spectrum"> | |
214 <offset idRef="controllerType=0 controllerNumber=1 scan=46">5042</offset> | |
215 <offset idRef="controllerType=0 controllerNumber=1 scan=47">137244</offset> | |
216 </index> | |
217 <index name="chromatogram"> | |
218 <offset idRef="TIC">143216</offset> | |
219 </index> | |
220 </indexList> | |
221 <indexListOffset>200720</indexListOffset> | |
222 <fileChecksum>8a686f84205554818c183d587b7eac944c97f603</fileChecksum> | |
223 </indexedmzML> |