ABSTRACT
The input of the LCCL resonant structure is connected to the inverter of the Inductive Contactless Power Transfer (ICPT) system, and the output is connected with the ICPT system power transmitting coil. By using the principle of electromagnetic induction, the ICPT system can convert electrical energy into magnetic energy. This chapter proposes a Nonlinear Programming (NLP) method to solve the LCCL resonant structure parameters. The decision variables are selected according to the equivalent circuit of LCCL resonant structure. The equality constraints and inequality constraints are described by decision variables. According to the design goal, the objective function is constructed. The chapter describes the complex parameters design problem of LCCL resonance structure is transformed into a general nonlinear programming problem. The majority of the research on the ICPT system third-order resonant structures is based on the LCL resonant structure. According to the equivalent circuit of LCCL resonant structure, the decision variables are selected.
