engleski

Application of Schrödinger Equation to an Alpha Field in Nanorobotics

As it is well known, nanorobotics is the field that deals with the controlled manipulation with atomic and molecular-sized objects [1]. At the nanoscale the control dynamics is very complex because there are very strong interactions between nanorobots, manipulated objects and nanoenvironment in a multipotential field. The problem is to design the control dynamics that will compensate or/and control the mentioned interactions. Generally, at the nanoscale the well known quantum efects can not be neglected. Therefore one has to include the Schrödinger equation that describes how the quantum state of a physical system changes in time. Thus, for application of Schrödinger equation to a multipotential Alpha Field one should found out the related Hamiltonian operator Ĥα as the function of the field parameter α and α' of that field. Generally, there are four solutions for field parameters α and α′ (like in Dirac's theory) as the dimensionless functions of the total potential energy Uα of a particle in the related potential field. For the simplicity here will be presented the first solution only [3]:

Schrödinger Equation; Alpha Field; Nanorobotics; Relativistic Hamiltonian

nije evidentirano