Add spectral data in the activities and resources

Add spectral data in the activities and resources

by Moodle Administrator -
Number of replies: 0

You can now add spectrum inside the course activities and resources. 

Watch the short video:


1. View NMR Spectrum

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KekuleChemObjViewer K-Transparent-Background"}

2. Identify NMR peak with H-atom selection. Place the mouse on the H-atoms

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3. Identify C-13 NMR peak with C-atom selection. Place the mouse on the C-atoms

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4. View Mass Spectrum

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Mayer, ISAS Dortmund\",\"Owner\":\"COPYRIGHT (C) 1993 by ISAS Dortmund, FRG\",\"SpectrometerDataSystem\":\"Finnigan MAT Magnum\",\"InstrumentalParameters\":\"LOW RESOLUTION\"},\"parameters\":{\"__type__\":\"object\",\"MS.SpectrometerType\":\"TRAP\",\"MS.Inlet\":\"GC\"},\"__type__\":\"object\"},\"coordPos2D\":0,\"coordPos3D\":0,\"spectrumType\":\"MS\",\"data\":{\"sections\":{\"coordPos2D\":0,\"coordPos3D\":0,\"items\":[{\"__type__\":\"Kekule.Spectroscopy.SpectrumDataSection\",\"coordPos2D\":0,\"coordPos3D\":0,\"localVarInfos\":[{\"__type__\":\"object\",\"symbol\":\"X\"},{\"__type__\":\"object\",\"symbol\":\"Y\"}],\"mode\":2,\"modifiedTime\":{\"date\":\"Mon, 26 Dec 2022 07:17:15 GMT\",\"__type__\":\"date\"},\"dataItems\":{\"values\":[[50,5.84],[51,9.55],[52,4.19],[53,1.12],[54,12.67],[60,3.8],[61,10.16],[62,13.47],[63,58.3],[64,60.43],[65,33.02],[66,4.32],[72,1.7],[75,1.62],[91,1.03],[92,24.95],[93,4.2],[94,1.25],[99,7.2],[100,19.83],[101,3.45],[102,6.47],[128,100],[129,6.52],[130,32.45],[131,2.13]]}}],\"__type__\":\"Kekule.ChemObjList\"},\"autoCreateSection\":true,\"activeSectionIndex\":0,\"variables\":[{\"__type__\":\"Kekule.Spectroscopy.SpectrumVarDefinition\",\"name\":\"\",\"symbol\":\"X\",\"unit\":\"m/z\",\"dependency\":0},{\"__type__\":\"Kekule.Spectroscopy.SpectrumVarDefinition\",\"name\":\"\",\"symbol\":\"Y\",\"unit\":\"Relative abundance\",\"dependency\":1}],\"varSymbols\":[\"X\",\"Y\"],\"mode\":2,\"__type__\":\"Kekule.Spectroscopy.SpectrumData\"},\"size2D\":{\"x\":9.600000000000001,\"y\":6.4,\"__type__\":\"object\"},\"__type__\":\"Kekule.Spectroscopy.Spectrum\"}","data-spectrum-viewer-draw-options":"{\"autofitContextPadding\":20,\"zoom\":1,\"rotateX\":0,\"rotateY\":0,\"rotateZ\":0,\"rotateAngle\":0,\"rotateAxisVector\":null,\"rotateMatrix\":null}","data-assoc-viewer-draw-options":"{\"autofitContextPadding\":45,\"autoShrink\":true,\"_spectrum_render_enable_sub_bounds\":true,\"color\":null,\"zoom\":1,\"rotateX\":0,\"rotateY\":0,\"rotateZ\":0,\"rotateAngle\":0,\"rotateAxisVector\":null,\"rotateMatrix\":null}","data-assoc-viewer-visual-mode":"0","data-assoc-viewer-size":"25%","data-enable-hot-track":"true","data-enable-select":"true","data-enable-multi-select":"false","class":" KekuleChemObjViewer K-Transparent-Background"}

5. View IR Spectrum

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KekuleChemObjViewer K-Transparent-Background"}

6. You also load spectrum in .cml format. Shown below an IR spectrum in cml format

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7. View UV-Visible spectrum (cml format)

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