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Dynamics porous silicon

Recent applications of FNS include the dynamics of the electrical potential fluctuation in an electromembrane system [iv], analysis of the fluctuations of the electrical current in electrochemically deposited conducting polymers [v], and forecasting electrical breakdown in porous silicon [vi]. [Pg.275]

This chapter concentrates on the results of DS study of the structure, dynamics, and macroscopic behavior of complex materials. First, we present an introduction to the basic concepts of dielectric polarization in static and time-dependent fields, before the dielectric spectroscopy technique itself is reviewed for both frequency and time domains. This part has three sections, namely, broadband dielectric spectroscopy, time-domain dielectric spectroscopy, and a section where different aspects of data treatment and fitting routines are discussed in detail. Then, some examples of dielectric responses observed in various disordered materials are presented. Finally, we will consider the experimental evidence of non-Debye dielectric responses in several complex disordered systems such as microemulsions, porous glasses, porous silicon, H-bonding liquids, aqueous solutions of polymers, and composite materials. [Pg.3]

Non-Debye dielectric relaxation in porous systems is another example of the dynamic behavior of complex systems on the mesoscale. The dielectric properties of various complex multiphase systems (borosilicate porous glasses [153-156], sol-gel glasses [157,158], zeolites [159], and porous silicon [160,161]) were studied and analyzed recently in terms of cooperative dynamics. The dielectric response in porous systems will be considered here in detail using two quite different types of materials, namely, porous glasses and porous silicon. [Pg.38]

Brus, L. Model for carrier dynamics and photoluminescence quenching in wet and dry porous silicon thin films. Phys. Rev. B 1996, 53, 4649-4656. [Pg.835]

Y. Kanemitsu, Slow Decay Dynamics of Visible Luminescence in Porous Silicon Hopping of Carriers Confined on a Shell Region in Nanometer-size Si Crystallities, Phys. Rev. 1993, B48,12 357. [Pg.151]

Qiu W, Kang YL, Li Q, Lei ZK, Qin QH (2008) Experimental analysis for the effect of dynamic capillarity on stress transformation in porous silicon. Appl Phys Lett 92 041906 Scherer GW (1990) Theory of drying. J Am Ceram Soc 73(1) 3-14... [Pg.128]

Kusmin A, Gruener S, Henschel A, de Souza N, Allgaier J, Richter D, Huber P (2010) Polymer dynamics in nanochannels of porous silicon a neutron spin echo study. Macromolecules 43(19) 8162-8169... [Pg.312]

Mares JW, Weiss SM (2011) Diffusion dynamics of small molecules from mesoporous silicon films by real-time optical interferometry. Appl Opt 50(27) 5329-5337 Naumov S, Khokhlov A, Valiullin R, Karger J, Monson PA (2008a) Understanding capillary condensation and hysteresis in porous silicon network effects within independent pores. Phys Rev E 78(6) 060601-060604... [Pg.312]

Roman HE, Pavesi L (1996) Monte Carlo simulations of the recombination dynamics in porous silicon. J Phys Condens Matter 28 5161... [Pg.325]

Kolasinski KW, Hartline JD, Kelly BT, Yadlovskiy J (2010) Dynamics of porous silicon formation by etching in HF + V2O5 solutions. Mol Phys 108 1033-1043 Kolasinski KW, Gogola JW, Barclay WB (2012) A test of Marcus theory predictions for electroless etching of silicon. J Phys Chem C 116 21472-21481 Kooij ES, Butter K, Kelly JJ (1998) Hole injection at the silicon/aqueous electrolyte interface a possible mechanism for chemiluminescence from porous silicon. J Electrochem Soc 145 1232-1238... [Pg.633]

Maly P et al (1994) Transmission study of picosecond photocarrier dynamics in free-standing porous silicon. Solid State Commun 89(8) 709-712 Mathwig K et al (2011) Bias-assisted KOH etching of macroporous sihcon membranes. J Micromech Microeng 21 035015... [Pg.710]

Fang J, Pilon L (2011) Scaling laws for thermal conductivity of crystalline nanoporous silicon based on molecular dynamics simulations. J Appl Phys 110 064305 Gesele G, Linsmeier J, Drach V, Fricke J, Arens-Fischer R (1997) Temperature-dependent thermal conductivity of porous silicon. J Phys D Appl Phys 30(21) 2911 Gomes S, David L, Lysenko V, Descamps A, Nychyporuk T, Raynaud M (2007) Application of scanning thermal microscopy for thermal conductivity measurements on meso-porous sihcon thin films. J Phys D Appl Phys 40 6677... [Pg.854]

Berwanger R, Henschel A, Knorr K, Huber P, Pelster R (2009) Phase transitions nd molecular dynamics of n-hexadecanol confined in silicon nanochannels. Phys Rev B 79 125442 Buttard D, Bellet D, Dolino G (1996a) X-ray diflffaction investigation of the anodic oxidation of porous silicon. J Appl Phys 79 8060-8070... [Pg.899]

Bottom-up strategies, which employ silicate precursors, such as tetraethoxysi-lane (TEOS), produce porous silicon dioxide. Silicon dioxide is a much more chemically stable interface than silicon, and precludes some forms of surface functionalization, such as carbonization, which is used to tune particle properties. Additionally, bottom-up approaches are hmited to the production of either spherical or ellipsoid particles, unless used in conjunction with top-down lithography. Shape has been shown fundamentally to determine several properties of the particle that are relevant for drug deUvery, such as flow dynamics, margination, degradation rate and cell uptake [21, 22]. For these reasons, top-down approaches to the production of pSi for biomedical applications have been historically favored. [Pg.359]

Poisoning and thermal aging are the main reason why the lambda characteristic and dynamics of the sensor changes with lifetime [1, 31-33]. Plugging of the porous electrode protective layer by oil, ash, or silicon oxide favors the diffusion of hydrogen to the electrode, which leads to a lean shift in the static characteristic curve [31]. [Pg.497]


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See also in sourсe #XX -- [ Pg.111 ]




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