The inverse source problem of electromagnetics: Linear inversion formulation and minimum energy solution
EA Marengo, AJ Devaney - IEEE Transactions on Antennas …, 1999 - ieeexplore.ieee.org
EA Marengo, AJ Devaney
IEEE Transactions on Antennas and Propagation, 1999•ieeexplore.ieee.orgWe address the inverse source problem of finding the time-harmonic current distribution
(source) with minimum L/sup 2/norm (minimum energy) that generates a prescribed
electromagnetic field outside the source's region of support. Using the well-known multipole
expansion of the electromagnetic field we compute (via a linear operator formalism) the
sought-after minimum L/sup 2/norm-current distribution consistent with the data.
(source) with minimum L/sup 2/norm (minimum energy) that generates a prescribed
electromagnetic field outside the source's region of support. Using the well-known multipole
expansion of the electromagnetic field we compute (via a linear operator formalism) the
sought-after minimum L/sup 2/norm-current distribution consistent with the data.
We address the inverse source problem of finding the time-harmonic current distribution (source) with minimum L/sup 2/ norm (minimum energy) that generates a prescribed electromagnetic field outside the source's region of support. Using the well-known multipole expansion of the electromagnetic field we compute (via a linear operator formalism) the sought-after minimum L/sup 2/ norm-current distribution consistent with the data.
ieeexplore.ieee.org
以上显示的是最相近的搜索结果。 查看全部搜索结果