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N P Moller

Publications and source records attributed to N P Moller.

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The effects of overloading in density-gradient centrifugation.

The effects of overloading of the sample zone in density gradient centrifugation have been studied by use of a three-component shelf-lavered sample in which the total protein concentration was increased by addition of different amounts of albumin. It is found that overloading of the gradient gives rise to particle movements which are not predictable from the Svedberg equation. The two typical effects of overloading are dislocation of the zone mass centres and changes in the zone shapes. It is found that the magnitude of the calculated sedimentation coefficients increases nearly linearly with increasing sample load. The changes in zone shapes are found to depend on the specific load and two different patterns may be distinguished. The zone of the sample component which causes the overloading is defined as primarily overloaded and the others as secondarily overloaded. In primarily overloaded zones the original Gaussian shape is lost, while in secondarily overloaded zones the Gaussian zone shape is maintained, although a zone broadening is seen. Extreme high loads are found to be able to divide single zones. As a whole these experiments show that evidence for a non-overloaded set of experimental conditions must be provided, when density gradient centrifugation is used for determination of sedimentation coefficients. For preparative gradient centrifugations the power of resolution will decrease with increasing sample load. A simple method to detect overloading in density gradient centrifugations is described.

Animals

Computer simulation of immunochemical interactions.

A computer model for simulation of the interactions between a macromolecular antigen and its corresponding IgG has been developed. The model takes all possible immune complexes into account, and it calculates the most probable immune complex distribution patterns on the basis of basic thermodynamic principles from the valences and initial concentrations of antigen and antibody, respectively, together with an association constant assumed to be common to all mutual interactions. In antigen excess small antigen-rich complexes are predicted. At or near equivalence a rich variety of relatively small complexes is predicted, while in antibody excess complexes of the type AgAbn are found to be the most probable. By further assuming that the precipitate consists of antibody excess complexes, a precipitin curve can be calculated. The agreement between calculated results and experimentally obtained data is found to be good. It is of special interest that this theory implies that the outcome of immunochemical interactions depend equally well on the concentrations of antigen and of antibody.

Animals