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The myosin-induced shift to higher affinity binding fits well with experimental observation [14].
Data was double-referenced and 1 1 and heterogeneous ligand binding fits were applied.
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BIAcore control software 3.2 was used to analyze the data, and the best 1 1 Langmuir binding fit was used to derive kinetic constants.
(a) The gap enhancement depends mainly on λ, is weakly dependent on Δ and shows almost no change with Ω. Calculations are made for Δ =t corresponding to a BN gap of 2Δ =4.66 eV, Δ =1.20t (2Δ =5.6 eV), and Δ =0.84t (2Δ =3.92 eV, the tight binding fit from reference [10]).
The dissociation equilibrium constant (KD) was estimated by the 1∶1 Langmuir binding fit model encoded in the Biacore analysis software.
However, a distinct secondary site component was not delineated from the total binding fit.
Importantly, all inhibition curves obtained in CHO-β2 cells preferred a one-phase binding fit, suggesting that the two-phase binding fit is specific of the ligand interactions with the β1-adrenoceptor.
A one site total binding fit using Prism 5.04 for Windows was used to fit the curves and determine the dissociation constants.
This was analysed using a total binding fit that incorporates a linear component to account for non-specific binding (and any β1-adrenoceptor site 2 binding that will be linear within this concentration range).
Thus, the linear component of the total binding fit is likely to represent a combination of non-specific binding and binding to the secondary site of the β1-adrenoceptor.
Barring rare exceptions, your DIN and binding fit on the second ski should be the same as the first.
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