  Although topological Anderson insulator has been predicted in 2009, the
lasting investigations of this disorder established nontrivial state results in
only two experimental observations in cold atoms [Science, {\bf 362 },929
(2018)] and in photonic crystals [Nature, {\bf 560}, 461 (2018)] recently. In
this paper, we study the topological Anderson transition in electric circuits.
By arranging capacitor and inductor network, we construct a disordered Haldane
model. Specially, the disorder is introduced by the grounding inductors with
random inductance. Based on non-commutative geometry method and transport
calculation, we confirm that the disorder in circuits can drive a transition
from normal insulator to topological Anderson insulator. We also find the
random inductance induced disorder possessing unique characters rather than
Anderson disorder, therefore it leads to distinguishable features of
topological Anderson transition in circuits. Different from other systems, the
topological Anderson insulator in circuits can be detected by measuring the
corresponding quantized transmission coefficient and edge state wavefunction
due to mature microelectronic technology.
