  We present a LC circuit model that supports tilted {\it Dirac cone} in its
spectrum. The tilt of the Dirac cone is specified by the parameters of the
model consisting of mutual inductance between the neighboring sites and a
capacitance C0 at every lattice site. These parameters can be completely
measured by impedance spectroscopy. Given that a tilted Dirac cone can be
described by a background spacetime metric, the impedance spectroscopy can
perfectly provide (local) information about the metric of the spacetime.
Non-uniform spatial dependence of the mutual inductance or capacitance induces
non-trivial geometrical structure on the emergent spacetime.
