Revision as of 05:26, 6 July 2021 edit OAbot (talk \| contribs) Bots 645,849 edits m Open access bot: doi added to citation with #oabot. ← Previous edit		Revision as of 11:59, 16 July 2021 edit undo 134.158.196.12 (talk) /* Application to weakly nonlinear circuit simulation{{Cite book\|chapter-url = http://ieeexplore.ieee.org/search/searchresult.jsp?newsearch=true&queryText=Weakly%20Nonlinear%20Circuit%20Analysis%20Based%20on%20Fast%20Multidimensional%20Inverse%20Laplace%20Transform\|chapter = Weakly Nonlinear Circuit Analysis Based on Fast Multidimensional Inverse Laplace Transform\|last = Wang\|first = Tingting\|date = 2012\|pages = 547–552\|doi = 10.1109/ASPDAC.2012.6165013\|isbn = 978-1-4673-0772-7\|title = 17th A... Next edit →
Line 225: The inverse multidimensional Laplace transform can be applied to simulate nonlinear circuits. This is done so by formulating a circuit as a state-space and expanding the Inverse Laplace Transform based on [[Laguerre function]] expansion. The ~~Lagurre~~Laguerre method can be used to simulate a weakly nonlinear circuit and the Laguerre method can invert a multidimensional Laplace transform efficiently with a high accuracy. It is observed that a high accuracy and significant speedup can be achieved for simulating large nonlinear circuits using multidimensional Laplace transforms.

Multidimensional transform: Difference between revisions