. 2018 Mar 13;18(8):4633–4640. doi: 10.1021/acs.nanolett.8b00083

Table 1. Comparison of Optical Antenna Parameters (left) and Chiral Optical Antenna Parameters (right) Based on Their Governing Conservation Laws, Where ω is the Angular Frequency and n Is the Normal Vector^a.

In the left column, w_e and w_m are the complex harmonic electric and magnetic energy densities,²² Inline graphic , is the Poynting vector, P_diss is the dissipated power, P_scat is the scattered power, P_ext = P_diss + P_scat is the extinction power, and I_inc is the incident light intensity. In the right column, χ_e and χ_m are the complex harmonic electric and magnetic optical chirality densities,²² Inline graphic , is the optical chirality flux, c is the speed of light, P_tot is the total power of the outgoing light, and p_inc is the incident power density.

Table 1. Comparison of Optical Antenna Parameters (left) and Chiral Optical Antenna Parameters (right) Based on Their Governing Conservation Laws, Where ω is the Angular Frequency and n Is the Normal Vectora.

Table 1. Comparison of Optical Antenna Parameters (left) and Chiral Optical Antenna Parameters (right) Based on Their Governing Conservation Laws, Where ω is the Angular Frequency and n Is the Normal Vector^a.