Sentence examples for multidimensional experiment from inspiring English sources

This review focuses on Variable Angle Spinning (VAS), Switched Angle Spinning (SAS), and Dynamic Angle Spinning (DAS), all of which involve spinning at two or more different angles sequentially, either in successive experiments or during a multidimensional experiment.

For studies in the near future, other parameters of network environments can be considered for multidimensional experiments.

Despite its relatively low sensibility, NMR offers a number of unique advantages, including the application of different, complementary, and multidimensional experiments to reach a molecular profiling and perform both semi- and quantitative analyses [19].

Table 1 provides information for future top-down [ 2, 25] and bottom-up (e.g., structural equation modeling) studies and can also be used in the design of multidimensional experiments where a priori considerations of statistical power are important.

Multidimensional experiments used for Cα, Cβ, C′, N, and HN assignments entailed: TROSY version of 2D H-N heteronuclear single quantum coherence (HSQC) and 3D HN CO CA, HNCA, HNCACB, HN CO CACB, HNCO, and HN CA CO.

Multidimensional experiments have been used both to palliate the problem and to provide structural information; however these experiments are themselves prone to signal overlap, leading to cross-peaks that appear to imply chimeric structures formed by conjoined spin systems that actually belong to different chemical species.

1D tests use constant intervals between pulses, allowing for either longitudinal or transverse relaxation to be evaluated, whereas in multidimensional experiments, the signal is measured as a function of two or more independent variables, allowing the spin system to evolve under different relaxation mechanisms [ 16].

As an example, in a multidimensional chromatography experiment, we can only compare LC-MS recordings of the same chromatography steps.

To speed up data acquisition, we developed a family of experiments called Polarization Optimized Experiments (POE), in which we utilized the orphan spin operators that are discarded in classical multidimensional NMR experiments, recovering them to allow simultaneous acquisition of multiple 2D and 3D experiments, all while using conventional probes with spectrometers equipped with one receiver.

These new experiments open the possibility of obtaining significant resolution enhancement for multidimensional NMR experiments carried out on oriented liquid crystalline samples as well as oriented membrane proteins.

We show how the Cramer Rao lower bound can be calculated for data obtained from multidimensional NMR experiments.