# Quantum Magnetic Top

@inproceedings{Boi1994QuantumMT, title={Quantum Magnetic Top}, author={Mirjana Bo{\vz}i{\'c} and Dusan Arsenovic}, year={1994} }

The classical magnetic top is quantized by applying Schrodinger’s method of quantization in non-Euclidean coordinate system. As different from a free top (for which one usually imposes the condition of single-valuedness of wave functions) in the case of a magnetic top this condition is not justified. Thanks to this fact a magnetic top could possess integer as well as half integer values of canonical angular momentum. This property makes a magnetic top a candidate for the classical model of spin…

## 2 Citations

### A covariant approach to the quantization of a rigid body

- Physics
- 2008

This paper concerns the quantization of a rigid body in the framework of ‘covariant quantum mechanics’ on a curved spacetime with absolute time. We consider the configuration space of n classical…

## References

SHOWING 1-10 OF 10 REFERENCES

### The Symmetrical Top in the Undulatory Mechanics

- PhysicsNature
- 1926

BY applying the methods of Schrödinger (Ann. d. Phys., 79, 361, 489, 734, 1926), which have proved so fruitful in treating atomic problems, to the case of the symmetrical top, we have obtained a…

### Über die Möglichkeit von Spinmodellen

- Physics
- 1950

Abstract Es wird gezeigt, daß sich die Zustände des Spins in völliger Analogie zu denen anderer quantenmechanischer Größen durch stetige Eigenfunktionen gewisser Differentialoperatoren beschreiben…

### PARTICLE SPIN AND ROTATION

- Physics
- 1951

It is proposed to treat the spin of a particle phenomenologically by considering the particle as a small rotating sphere, the rotation of which is described by euler parameters. If the rotation is…

### A Path integral for spin

- Physics
- 1968

A path integral for spinning particles is developed. It is a one-particle theory, equivalent to the usual quantum mechanics. Our method employs a classical model for spin which is quantized by path…