An Electronic Derivation of the Qubit Hamiltonian

Abstract

We received a Hamiltonian from Josephson's partnership of the Qubit circuit.The rates of step and current shifts in each crossing are shown.In this present study, we are going to test these links in order to attempt to act with low skills.The Euler-Lagrange equations replicate Josephson's equations in Lagrange.This refers to the system's Hamilton, which tells us that the conjugate variables are phase and load.It is a very scientific approach since motion and load equations are known as movement equations in any classical scheme.These calculations, of course, come from the microscopic theory of a supranational photon.The derivative superconductors are considered bulk in order to correctly describe the BCS theorem.Indeed, taking the infinite limit means the method is a classic vector that is well defined.We used a microscopic explanation of the quantum in this derivation (the superconductivity theory), took the classic bounds (Josephson's relations) and then re-quantised them (the Hamilton qubit) to try to capture the behaviour.