Abstract
The inverse-scattering problem for a polydispersion f(a) of Mie particles is
discussed. A new approach based on the mean value theorem and the method of
employing Lagrange multipliers is developed. We show that the mean value
theorem enables us to obtain easily the key parameters associated with the
distribution function f(a). The
method of Lagrange multipliers may then be used to construct f(a), the formal solution to the
inverse-scattering problem. The workability and the effectiveness of this
approach are also demonstrated.
© 1997 Optical Society of America
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