Technical Notes

Analyze self-interaction to predict viscosity and aggregation propensity at higher concentrations

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TECHNICAL NOTE 2 ©2021 NanoTemper Technologies, Inc. South San Francisco, CA, USA. All Rights Reserved. The result is that a positive slope for k D is considered an ideal formulation, as it is less likely to result in increased viscosity or aggregation at high protein concentrations. Negative k D values indicate conditions where the protein favors self- association while positive values indicate repulsive interactions between protein molecules. The latter is a more desirable scenario for developing a therapeutic molecule. The diffusion coefficient D is specifically related to the r H by the Stokes-Einstein equation D = k B T/6πɳr H . (k B = Boltzmann constant; T = temp in Kelvin; ɳ = dynamic viscosity). This shows that D is inversely related to the measured particle size; hence as the diffusion coefficient gets larger, the measured particle size is smaller. The k D is dependent on both the sequence of the candidate and its buffer environment. Changes to a candidate's primary sequence can affect its self-interaction propensity, for example by introducing hydrophobic patches to the solvent-exposed region of the protein. Alternatively, the same candidate can behave differently depending on the concentration of salt or the pH of the buffer it is formulated in. Increasing salt concentration is generally assumed to shield the surface charges of the protein and reduce electrostatic interactions between molecules. Here we show that DLS experiments done in the Prometheus Panta give exemplary k D data for evaluating candidates' self-association propensity. First, we demonstrate how changes in the diffusion coefficient as a result of concentration changes result in different measured hydrodynamic radii of NIST mAb. Secondly, we demonstrate how changes to the buffer formulation can have an impact on the self-association of a representative mAb.

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