Prediction and analysis of NMR properties from 3D molecular structure
Mspin capabilities include full relaxation matrix of NOESY/ROESY cross peaks intensities, scalar couplings (Karplus and Altona equations), analysis of ab initio computations, and analysis of NMR properties in aligned media and paramagnetic systems such as RDCS, RCSAs, pseudocontact shifts, and residual quadrupolar couplings.
Mestrelab will no longer develop Mspin software.
Of course Mestrelab will continue supporting you if you have an existing Mspin license until full decomission of this product.
We strongly recommend you to try Mnova StereoFitter by clicking on the red button above which already contains most of Mspin features and more!
Contact us if you are interested in any particular 3D structural elucidation tool.
An integrated platform for the prediction and analysis of several NMR properties.
MSpin: 45-day FREE trial
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Open MSpin and go to ‘Help/Get-Install Licenses’. Select ‘Evaluate’.
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Last published version: 22 Jan 2019
Help & Support
Predict NMR properties that are essential in the stereochemical analysis of small molecules.
NMR in aligned media
Configurational and conformational analysis through the use of anisotropic NMR observables such as RDCs, RCSAs, or even quadrupolar splittings and pseudocontact shifts
NOE intensities from internuclear distances
A module for the prediction of NOE/ROE intensities from single structures or conformational ensembles using the full relaxation matrix method.
Prediction of vicinal coupling constants
A chemically intelligent module for the prediction of scalar couplings from 3D structures with the possibility of deployment of new parameters sets and even full equations through a rich chemical information API.
Analysing ab initio NMR computations
A tool to help you in the analysis of ab initio prediction of NMR data such as chemical shieldings, scalar couplings or magnetic susceptibilities.
- Determination of relative configuration in small molecules
- NMR in anisotropic media
- Conformational analysis
- Development of new scalar couplings empirical equations