P

D

PEDDIS , D.

Last name: PEDDIS

First name: D.

Email: davide.peddis@unige.it

Institution: UNIGE

Links

2014 (v1)

Publication

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Understanding dynamics of interacting magnetic nanoparticles: From the weak interaction regime to the collective superspin glass state

Fiorani, D. Peddis, D.

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Uploaded on: April 14, 2023
2014 (v1)

Publication

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Dynamics in superspin glass systems

Peddis, D. Vasilakaki, M. Trohidou, K. N.

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Uploaded on: April 14, 2023
2012 (v1)

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Superparamagnetic blocking and superspin-glass freezing in ultra small δ-(Fe0.67Mn0.33)OOH particles

Peddis, D. Rinaldi, D. Ennas, G.

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Uploaded on: April 14, 2023
2017 (v1)

Publication

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Single nanoparticles magnetization curves by controlled tip magnetization magnetic force microscopy

Angeloni, L. Passeri, D. Corsetti, S.

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Uploaded on: April 14, 2023
2018 (v1)

Publication

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Magnetic properties of ε iron(III) oxide nanorod arrays functionalized with gold and copper(II) oxide

Maccato, C. Carraro, G. Peddis, D.

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Uploaded on: April 14, 2023
2010 (v1)

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Spin-glass-like freezing and enhanced magnetization in ultra-small CoFe2O4 nanoparticles

Peddis, D. Cannas, C. Piccaluga, G.

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Uploaded on: April 14, 2023
2011 (v1)

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Simple and fast preparation of pure maghemite nanopowders through sol-gel self-combustion

Cannas, C. Ardu, A. Niznansky, D.

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Uploaded on: April 14, 2023
2014 (v1)

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EXAFS investigation of the role of Cu on the chemical order and lattice distortion in L10Fe-Pt-Cu thin films

Laureti, S. Brombacher, C. Makarov, D.

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Uploaded on: October 11, 2023
2018 (v1)

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Monte Carlo study of the superspin glass behavior of interacting ultrasmall ferrimagnetic nanoparticles

Vasilakaki, M. Margaris, G. Peddis, D.

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Uploaded on: March 27, 2023
2017 (v1)

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Determination of Blocking Temperature in Magnetization and Mössbauer Time Scale: A Functional Form Approach

Concas, G. Congiu, F. Muscas, G.

We studied the temperature dependence of the magnetization in an ensemble of monodomain nanoparticles both with dc magnetometry and Mössbauer spectroscopy. The analytical form of the temperature dependence is given by the complementary cumulative distribution function. This allows to determine the magnetization blocking temperatures of the...

Uploaded on: March 27, 2023