A novel approach is presented to perform stochastic variability analysis of nonlinear systems. The versatility of the method makes it suitable for the analysis of complex nonlinear electronic systems. The proposed technique is a variation-aware extension of the Transfer Function Trajectory method by means of the Polynomial Chaos expansion. The accuracy with respect to the classical Monte Carlo analysis is verified by means of a relevant numerical example showing a simulation speedup of 1777 X
This letter proposes a general and effective decoupled technique for the stochastic simulation of no...
This paper provides and compares two alternative solutions for the simulation of cables and intercon...
This paper proposes a decoupled and iterative circuit implementation of the stochastic Galerkin meth...
Abstract—A novel approach is presented to perform stochastic variability analysis of nonlinear syste...
A hierarchical stochastic macromodeling approach is proposed for the efficient variability analysis ...
We present a novel technique to efficiently perform the variability analysis of electromagnetic syst...
We present a novel technique to perform variability analysis of multiport systems. The versatility o...
This paper describes a new approach to extend the variability analysis based on the polynomial chaos...
This letter proposes a general and effective decoupled technique for the stochastic simulation of no...
We present a novel technique to perform the model-order reduction (MOR) of multiport systems under t...
In this paper, a new approach for the time-domain variability analysis of general linear systems ter...
This paper presents a unique modeling framework able to describe general linear and passive systems ...
This paper delivers a considerable improvement in the framework of the statistical simulation of hig...
In this paper, a stochastic modeling approach is proposed for time-domain variability analysis of ge...
This paper presents a new approach aimed at limiting the growth of the computational cost of variabi...
This letter proposes a general and effective decoupled technique for the stochastic simulation of no...
This paper provides and compares two alternative solutions for the simulation of cables and intercon...
This paper proposes a decoupled and iterative circuit implementation of the stochastic Galerkin meth...
Abstract—A novel approach is presented to perform stochastic variability analysis of nonlinear syste...
A hierarchical stochastic macromodeling approach is proposed for the efficient variability analysis ...
We present a novel technique to efficiently perform the variability analysis of electromagnetic syst...
We present a novel technique to perform variability analysis of multiport systems. The versatility o...
This paper describes a new approach to extend the variability analysis based on the polynomial chaos...
This letter proposes a general and effective decoupled technique for the stochastic simulation of no...
We present a novel technique to perform the model-order reduction (MOR) of multiport systems under t...
In this paper, a new approach for the time-domain variability analysis of general linear systems ter...
This paper presents a unique modeling framework able to describe general linear and passive systems ...
This paper delivers a considerable improvement in the framework of the statistical simulation of hig...
In this paper, a stochastic modeling approach is proposed for time-domain variability analysis of ge...
This paper presents a new approach aimed at limiting the growth of the computational cost of variabi...
This letter proposes a general and effective decoupled technique for the stochastic simulation of no...
This paper provides and compares two alternative solutions for the simulation of cables and intercon...
This paper proposes a decoupled and iterative circuit implementation of the stochastic Galerkin meth...