“…Local electrostatic techniques provide information on the 2D spatial distribution of charge carriers in semiconductors (Chin et al ., 2008; Musumeci et al ., 2017), nanostructures (Krauss & Brus, 1999; Cherniavskaya et al ., 2003; Marchi et al ., 2008; Borgani et al ., 2016) and devices (Pingree et al ., 2009) and, more recently, in volume (3D) (Collins et al ., 2015; Fabregas & Gomila, 2020) and in time (Araki et al ., 2019; Borgani & Haviland, 2019; Mascaro et al ., 2019). These techniques were proven useful in studying the localization of trapped charges in thin films (Silveira & Marohn, 2004; Chen et al ., 2005a; Chen et al ., 2005b; Muller & Marohn, 2005), quantum dots (Tevaarwerk et al ., 2005) and nanotubes (Chin et al ., 2008); to measure the resistance at metal–semiconductor interfaces and grain boundaries in operating devices (Annibale et al ., 2007); to relate electrical properties, such as dielectric permittivity (Gramse et al ., 2009; El Khoury et al ., 2016; Fumagalli et al ., 2018), conductivity (Castellano‐Hernández & Sacha, 2015; Aurino et al ., 2016), piezoelectricity (Moon et al ., 2017) and percolation pathways (Barnes & Buratto, 2018), directly to the organization of the material at the mesoscopic length scales. Charge distribution in supramolecular architectures (Dabirian et al ., 2009; Borgani et al ., 2014; Garrett et al ., 2018), biomolecules (Gil et al ., 2002; Cuervo et al ., 2014; Dols‐Perez et al ., 2015; Lozano et al ., 2018; Lozano et al ., 2019), living organism (Esteban‐Ferrer et al ., 2014; Van Der Hofstadt et al ., 2016a; Van Der Hofstadt et al ., 2016b) and 2D materials (Collins et al ., 2013; Miyahara et al ., 2015; Shen et al ., 2018; Altvater et al ., 2019) was recently addressed with these techniques.…”