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Domenica Paoletti

Researcher at University of L'Aquila

Publications -  157
Citations -  2381

Domenica Paoletti is an academic researcher from University of L'Aquila. The author has contributed to research in topics: Speckle pattern & Holographic interferometry. The author has an hindex of 26, co-authored 154 publications receiving 2157 citations.

Papers
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Overview of diffusion measurements by optical techniques

TL;DR: In this paper, an overview of diffusion measurements using various optical methods is provided, including interferometry, holography, speckle techniques, moire and common-path shearing interferometers.
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Displacement measurement using the Talbot effect with a Ronchi grating

TL;DR: In this article, the Talbot effect with a Ronchi grating is applied to measurement of shift, and it is shown that by using a measurement procedure based on the Fourier transform, a cosine grating can be replaced by a Ronchis grating.
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Artwork diagnostics with fiber-optic digital speckle pattern interferometry

TL;DR: The possibility of employing a digital speckle pattern interferometer with optical fibers for nondestructive testing of artwork has been evaluated and a simple and accurate fiber-optic interferometers, able to perform real-time measurements in a hostile environment, has been realized.
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A qualitative method for combining thermal imprints to emerging weak points of ancient wall structures by passive infrared thermography – A case study

TL;DR: In this article, the authors introduced the infrared thermography (IRT) as a mean to characterize particular thermal imprints that appear on ancient facades, employing the passive thermography, and analyzing their relationship with all kinds of influence factors, in order to validate the effectiveness of the technique and its role in preventive diagnosis.
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Contouring of artwork surface by fringe projection and FFT analysis

TL;DR: A simple optical method to perform profilometry on works of art based on the projection of a Ronchi grating onto the surface to be analyzed, which is free from the errors caused by higher harmonic components of the grating pattern.