Hypothesis of artificial magnetic monopole wave probability with the help of electric charge in a sphere with the dimensions of the wave amplitude

The magnetic field in its normal state in nature is in the form of a closed loop (dipole). In a simple and understandable way, I want to present a theory that a magnetic wave is constructed in the form of an open loop (open path, monopolar).Many years ago, a scientist named Paul Dirac proposed the existence of a magnetic monopole in the structure of fundamental particles. Scientists have not yet been able to find a natural magnetic monopole. In this article, the intention is to present an artificial magnetic monopole wave with a simple, innovative and conceptual method.Using 3 simple experiments; the collision of a stone with water and an incandescent lamp, the analyses are performed. The results of the wave (not particle) behavior of these 3 experiments are how the electron movement behaves and the resulting wave is the open path (monopole) magnetic wave.From a sphere of one atom thickness and a diameter of about 2 manometers of a non-conducting material (carbon, fullerene), an electron with minimum kinetic energy enters at an angle \(\:\widehat{\theta\:}={0}^{^\circ\:}\), moves on the surface of the sphere and exits at an angle \(\:\widehat{\theta\:}=18{0}^{^\circ\:}\). Finally, the magnetic wave resembles the electric field of a positive charge.The importance of this issue is that Gauss's law in Maxwell's relations \(\:\overrightarrow{\nabla\:}.\overrightarrow{B}=0\) no longer holds, that is, \(\:\overrightarrow{\nabla\:}.\overrightarrow{B}\ne\:0\). One of the applications of this piece is the interaction of a magnetic monopole wave with elements of the Standard Model of fundamental particles.