A comparison of steady state methods for power electronic circuits

Citations Over TimeTop 10% of 2002 papers

Abstract

This paper presents a comparison of the following steady state methods for power electronics: Newton's method with analytically determined Jacobian, Newton's method with numerically determined Jacobian, Newton's method with Broyden updates of an initial numerically determined Jacobian, Newton's method with a globally convergent strategy (and numerical Jacobian), Bukowski's method and Skelboe's method. Each algorithm is incorporated into a very accurate power electronics' simulator (PECS) at source-code level and compared on a common basis. The results on several switching converters suggest the analytical Newton's method to be the most accurate and fastest. When analytical derivatives are not available, both Broyden's and Skelboe's methods are competitive.

Related Papers

• → Comparison of simulation algorithms for accelerated determination of periodic steady state of switched networks(2000)28 cited
• → A comparison of steady state methods for power electronic circuits(2002)19 cited
• → Analysis of large scale water distribution systems(1991)6 cited
• → PERBANDINGAN SOLUSI SISTEM PERSAMAAN NONLINEAR MENGGUNAKAN METODE NEWTON-RAPHSON DAN METODE JACOBIAN(2013)2 cited
• → A Learning-boosted Quasi-Newton Method for AC Optimal Power Flow(2020)16 cited