Antibody response of polymer membrane electrodes incorporating antigenic ionophores

An investigation of the antibody sensing properties of potentiometric polymer membrane electrodes incorporating antigens shows that at least two categories of such electrodes are possible. When the immobilized antigen has no ionophoric character of its own, antibody response can be obtained only upon conjugation of the antigen to an ionophore. The second category, corresponding to a new class of electrodes, yields potentiometric antibody response in the absence of a conjugated ionphore. These effects are illustrated with electrodes for antidigoxin, anti-DNP, and antiquinidine, respectively.     

Equilibrium of a system of superconducting rings in a uniform gravitational field

To construct a plasma trap with levitating magnetic coils in the thin ring approximation, we derive the expression for the potential energy of a system of several superconducting rings (one of which is fixed) capturing the preset flows in the uniform gravitational field as a function of the coordinates of the free ring (or rings). Calculations performed in the Mathcad system show that the potential energy of such a system has a local minimum for certain values of parameters. Stable levitation of a superconducting ring in the position corresponding to calculations is realized in the field of another superconducting ring, and this leads to the conclusion that a magnetic Galatea trap can be prepared on the basis of a levitating quadrupole.