Abstract

This paper highlights the relation\nbetween the shape of iron oxide\n(Fe<sub>3</sub>O<sub>4</sub>) particles and their magnetic sensing\nability. We synthesized Fe<sub>3</sub>O<sub>4</sub> nanocubes and\nnanospheres having tunable sizes via solvothermal and thermal decomposition\nsynthesis reactions, respectively, to obtain samples in which the\nvolumes and body diagonals/diameters were equivalent. Vibrating sample\nmagnetometry (VSM) data showed that the saturation magnetization (<i>M</i><sub>s</sub>) and coercivity of 100–225 nm cubic\nmagnetic nanoparticles (MNPs) were, respectively, 1.4–3.0 and\n1.1–8.4 times those of spherical MNPs on a same-volume and\nsame-body diagonal/diameter basis. The Curie temperature for the cubic\nFe<sub>3</sub>O<sub>4</sub> MNPs for each size was also higher than\nthat of the corresponding spherical MNPs; furthermore, the cubic Fe<sub>3</sub>O<sub>4</sub> MNPs were more crystalline than the corresponding\nspherical MNPs. For applications relying on both higher contact area\nand enhanced magnetic properties, higher-<i>M</i><sub>s</sub> Fe<sub>3</sub>O<sub>4</sub> nanocubes offer distinct advantages\nover Fe<sub>3</sub>O<sub>4</sub> nanospheres of the same-volume or\nsame-body diagonal/diameter. We evaluated the sensing potential of\nour synthesized MNPs using giant magnetoresistive (GMR) sensing and force-induced remnant magnetization\nspectroscopy (FIRMS). Preliminary data obtained by GMR sensing confirmed\nthat the nanocubes exhibited a distinct sensitivity advantage over\nthe nanospheres. Similarly, FIRMS data showed that when subjected\nto the same force at the same initial concentration, a greater number\nof nanocubes remained bound to the sensor surface because of higher\nsurface contact area. Because greater binding and higher <i>M</i><sub>s</sub> translate to stronger signal and better analytical sensitivity,\nnanocubes are an attractive alternative to nanospheres in sensing\napplications.

Keywords:
Coercivity Curie temperature Nanoparticle Magnetic nanoparticles Giant magnetoresistance Saturation (graph theory) Magnetization Magnetoresistance

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