“…The so-called A - V formulation of the magnetic field first solves the magnetic vector potential ( A ), then in a second step, derives the electric scalar potential ( V ). For the computational solution of these partial differential equations, researchers in the field use several different approaches, including finite difference methods (Fanjul-Vélez, Salas-García, Ortega-Quijano, & Arce-Diego, 2015; Toschi, Welt, Guerrisi, & Keck, 2008, 2009), finite volume methods (Goetz, Afinowi, et al, 2013; He & Liu, 2016), boundary element methods (Im & Lee, 2006; Nummenmaa et al, 2013; Salinas, Lancaster, & Fox, 2009), and impedance methods (De Geeter, Crevecoeur, & Dupre, 2011; De Geeter, Crevecoeur, Dupré, Van Hecke, & Leemans, 2012; De Geeter, Crevecoeur, Leemans, & Dupré, 2015; Nadeem, Thorlin, Gandhi, & Persson, 2003), while finite element methods (FEM) dominate (Bijsterbosch, Barker, Lee, & Woodruff, 2012; Chen & Mogul, 2009; Deng, et al, 2013; Janssen et al, 2013; Laakso & Hirata, 2012; Laakso, et al, 2014; W. H. Lee, Lisanby, Laine, & Peterchev, 2014; Miranda, et al, 2003; Opitz, et al, 2011; Masaki Sekino & Ueno, 2002; Thielscher, et al, 2011; Windhoff, Opitz, & Thielscher, 2013).…”