现代技工培训的心理模拟教学研究

The research of psycho-simulation training on modern operators was raised with the new demands of the technological revolution and the revolution in traditional industries in China. Having reviewed the history and current situation about psychological researches in personnel training in West, Soviet Union, developing countries, including China, the author hold that the principal problems in perssonel technical training in China was that the theoretical exploration of technical ability was neglected. For the solution of the above problems, the overall conception of this research was designed as follows. The intellectual skill plays a more and more important role in elements of technical abilities of workers due to the evergreater progress in modern science and technology, the higher automatic degree in industry. If the intellectual skill in training was emphasiged, the formation of technical ability in whole would be accelerated. For this purpore, the research adopted psycho-simulation method to realize the conception.

Non-axisymmetric magnetostatic equilibrium with strong twisted component of magnetic field

The perturbation theory is applied further to the discussion of the equilibrium properties of a sunspot-like magnetic field with a strong twisted component. The basic state reduces to the usual one discussed extensively for the axisymmetric magnetostatic equilibrium with twisted component of magnetic field, and the perturbed state is described by two coupled equations. As the magnetic force-line is twisted, there is a magnetic tension in the azimuthal direction. In this case, the perturbed total pressure is no longer independent of the azimuthal variable θ, and the magnetic field in the dark penumbal fibril may be either stronger or weaker relatively.

On the non-linear stability theory of spinning solid bodies with liquid-filled cavities and its application to the columbus problem

In this paper, we first present a system of differential-integral equations for the largedisturbance to the general case that any arbitrarily shaped solid body with a cavity contain-ing viscous liquid rotates uniformly around the principal axis of inertia, and then develop aweakly non-linear stability theory by the Lyapunov direct approach. Applying this theoryto the Columbus problem, we have proved the consistency between the theory and Kelvin'sexperiments.