论微观粒子运动

he important modification is given for those kernel theories of present quantum mechanics in this paper. On the basis of vesting complex number solution of classical wave equation with the physical meaning that describes a particle keeping uniform motion along helical line of cylindric surface, two assumptions for the motion form of a free particle are proposed, first is the assumption of track wave which may be resolved into two perpendicular and resonant wavelets, and second is one of its frequency and wavelength. The frequency formular is same as planck’s but has not the concept of wave-packet or wave-group, and the wavelength formular is same as de Broglie’ in form, but a particle momentum contains two parts of moving and turn. Further the dynamical equation of single particle is derived in case of non relative theory. The wave mechanism of a particle is expounded theoretically, and the interference pattern with two slits of electrons in accurate accordance with classical waves is explained concisely.