Sentence examples for binding values were calculated from inspiring English sources

Specific binding values were calculated by subtraction of nonspecific binding values from the corresponding total binding values.

The binding constant values were calculated using Kamat Fox equation indicates the binding behavior of the sensitizers with the nanoparticles.

For SII Ang II competition binding, pKi values were calculated based on KD values for Ang II competition experiments conducted in parallel.

D2 receptor binding potential (BP) values were calculated using the simplified reference tissue model with the cerebellum as reference region.

For equilibrium-competition binding assays, pKd values were calculated using the Cheng and Prusoff equation (Cheng and Prusoff, 1973).

The equilibrium-binding constant (KD) values were calculated assuming a 1 1 interaction by plotting specific equilibrium-binding responses against protein concentrations followed by nonlinear least squares fitting of the Langmuir-binding equation.

The binding affinities (K d) values were calculated using a steady-state affinity model produced with BIAcore 3000 analysis software (BIA evaluation Version 4.1).

The number of binding sites, binding constants, and Gibbs free energy values were calculated to illustrate the nature of intermolecular interactions.

Binding data were normalised to the maximal specific binding within each data set and IC50 values were calculated with a single site binding model.

DCIS = ductual carcinoma in situ; ER = oestrogen receptor; IHC = immunohistochemistry; Jab1 = c-jun activation domain binding protein 1. P values were calculated using χ2 tests.

To quantitate the flexibility of ligand binding sites, the crystal structures for each target were superimposed using Chimera [42], and root mean squared distance (RMSD) values were calculated for each binding site residue or a combination of several binding site residues.