Reconstruction of spherically symmetric objects from slit-imaged emission: application to spatially resolved spectroscopy.
A simple formula is given for inverting data in the form of measured integrals Phi(x) of a spherically symmetric density distribution f(r) over planes x = constant. The application of the inversion formula is illustrated by analysis of spatially resolved spectroscopy of x-ray emission from a laser-induced microimplosion of a gas-filled glass sphere.
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