Gaussian beam scattering by a chiral sphere

On-axis Gaussian beam scattering by an object with a chiral inclusion

“…The asymptotic form of the scattered electric field E s can be obtained from Eq. (5), which is of the form [12,13,20] …”

“…As discussed in [20], the SVWFs can be combined to represent the EM fields within the chiral inclusion, as follows:…”

On the electromagnetic scattering of arbitrary shaped beams by arbitrary shaped particles: A review

“…Ambrosio and Hernandez-Figueroa dealt with spin angular momentum transfer from a T EM 00 focused Gaussian beam to a negative refractive index spherical particle [109]. Zhu et al studied scattering of a Gaussian beam by a chiral sphere [110]. Zhai et al dealt with on-axis Gaussian beam scattering for oblique incidence by an eccentrically coated conducting cylinder [111].…”

“…Shang et al studied the radiation force on a chiral sphere for Gaussian beam incidence [118]. Electromagnetic scattering by a chiral sphere was also considered by Wu et al [119], and by Zhu et al [110]. Wang et al [125].…”

Latest achievements in generalized Lorenz‐Mie theories: A commented reference database

“…Zhu et al . dealt with Gaussian beam scattering by a chiral sphere, with a localized beam model. Wang et al .…”