Sentence examples for by applying a weak from inspiring English sources

Their intention is to change the spontaneous firing rate of neurons in the somatosensory cortex by applying a weak electric current to the scalp above that part of the brain.

The interlayer of the protonated titanate is significantly expanded by replacing the protons with bulky organic ions such as tetra-butylammonium ions (TBA+) [105], hence enabling the exfoliation process by applying a weak shear force in the liquid solution [105].

The resultant Fe3O4/PVP-GNPs nanohybrids are superparamagnetic and can be aligned in an epoxy resin, before gelation, by applying a weak magnetic field as low as 0.009 T.

During imaging with the OFM, those particles can be oriented to make their codes visible by applying a weak magnetic field.

According to the terminology of Van Kooten and Snel (1990), minimal fluorescence (Fo) was determined by applying a weak modulated light (0.4 µmol m−2 s−1) and maximal fluorescence (Fm) was induced by a short pulse (0.8 s) of saturating light (∼8000 µmol m−2 s−1).

This means that, by applying a weak stimulus pulse immediately prior to a stronger ACT pulse, denoted here as the LO-HI excitation scheme, not only faster but also more power-efficient PCM devices can be developed, compared to using merely the conventional single-pulse operation.

With another researcher, Dr. Robert E. Cooke, Dr. Gibson stimulated sweating by swabbing a small area of skin with an alkaloid called pilocarpine, and applying a weak electric current.

By applying a strong pump laser and a weak probe laser to the QD simultaneously, one could probe the MFs via optical pump-probe technique [30, 31].

ARACNE (Algorithm for the Reconstruction of Accurate Cellular NEtworks) assigns to each pair of nodes a weight equal to their mutual information and removes the weakest edges by applying a proper threshold [ 30].

To improve over this intrinsic difficulty, we carried out a preprocessing stage by applying a non-linear filter trained to boost weak somata and decrease the voxel intensities in non-soma regions.

This is achieved by considering the distribution of the first component of the bivariate signed root transformation, and then by applying a version of Stein's identity and very weak expansions to determine the correction terms.