Magnetic invisible cloaking has been
previously demonstrated but
only limited to objects with rotational geometries either in spherical
or cylindrical shapes, for which the classic analytical bilayer scheme
could be strictly applied to design the hiding coat. In this work,
we show that a quasi-static cloaking effect could be achieved for
irregular objects, e.g., metals with sharp edges, using a numerical
optimization scheme. In the quasi-static limit, it is unambiguously
proved that the disturbance of the irregular geometries could be well
compensated by the inhomogeneous distribution of the soft ferromagnetic
(FM) layer either in permeability values or in shapes under the framework
of a bilayer cloak. An FM mesh coat with a constant thickness of 0.5
mm was successfully engineered to meet the specific requirements.
Experimentally, good cloaking performance with a field disturbance
of less than 0.5% has been achieved for a 2 × 2 × 5 cm3 brass bar in a wide frequency range from ∼10 to 250
kHz. A commercial metal scanner was also applied to verify the practical
potential. The general strategy to hide almost arbitrary objects was
discussed in the end. In principle, the numerical conformal coat engineered
by the composite material proposed here could be broadly extended
for objects with various geometries.