A quantitative statistical analysis of in-situ IC and electronics in complex and wave-chaotic enclosures
The objective of this work is to investigate a hybrid deterministic and stochastic formulation for a quantitative statistical analysis of in-situ IC and electronics in complex and wave-chaotic enclosures. The key technical ingredients include: (ii) a stochastic dyadic Green's function method for wave interaction with wave-chaotic media, which quantitatively describes the universal statistical property of chaotic systems through random matrix theory; (ii) a hybrid deterministic and stochastic formulation based on the optimized multi-trace integral equation domain decomposition method, which enables a statistical prediction of in-situ IC and electronics in complex wave-chaotic environments. The capability and benefits of the computational algorithms will be exploited, illustrated and validated through a variety of 3D product-level IC and electronic systems.