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    • https://phys.libretexts.org/Bookshelves/Electricity_and_Magnetism/Electromagnetics_II_(Ellingson)/10%3A_Antennas/10.11%3A_Potential_Induced_in_a_Dipole
      This does not uniquely define either the unit vector \(\hat{\bf l}\) nor the scalar part \(l_e\), since a change in the definition of the former can be compensated by a change in the definition of the...This does not uniquely define either the unit vector \(\hat{\bf l}\) nor the scalar part \(l_e\), since a change in the definition of the former can be compensated by a change in the definition of the latter and vice-versa. The potential induced in a dipole is the co-polarized component of the incident electric field times a normalized integral of the transmit current distribution over the length of the dipole, times sine of the angle between the dipole axis and the direction of incidence.
    • https://phys.libretexts.org/Courses/Kettering_University/Electricity_and_Magnetism_with_Applications_to_Amateur_Radio_and_Wireless_Technology/22%3A_Generation_and_Detection_of_Electromagnetic_Waves/22.08%3A_Potential_Induced_in_a_Dipole
      This does not uniquely define either the unit vector \(\hat{\bf l}\) nor the scalar part \(l_e\), since a change in the definition of the former can be compensated by a change in the definition of the...This does not uniquely define either the unit vector \(\hat{\bf l}\) nor the scalar part \(l_e\), since a change in the definition of the former can be compensated by a change in the definition of the latter and vice-versa. The potential induced in a dipole is the co-polarized component of the incident electric field times a normalized integral of the transmit current distribution over the length of the dipole, times sine of the angle between the dipole axis and the direction of incidence.

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