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Energy of plasma

C. The energy of plasma may be greater at high pressures than at low pressures, and the consolidation at 380°C partially deteriorated the polyimide at high pressures. The density and moduli of the polyimide consolidated at 380°C and 9.8 MPa were lower than... [Pg.769]

Figure 4-79. Low-pressure RF-CCP diseharge parameters as funetions of current density (a) plasma eoneentration, (b) mean energy of plasma eleetrons, (e) depth of sheath, (d) discharge power. Figure 4-79. Low-pressure RF-CCP diseharge parameters as funetions of current density (a) plasma eoneentration, (b) mean energy of plasma eleetrons, (e) depth of sheath, (d) discharge power.
Fig. 18.5 Polar component of surface energy of plasma polymers as a function of the number of functional groups in them. Fig. 18.5 Polar component of surface energy of plasma polymers as a function of the number of functional groups in them.
Bae, W.-S. Convertine, A. J. McCormick, C. L. Urban, M. W., Effect of Sequential Layer-by-Layer Surface Modifications on the Surface Energy of Plasma-Modified Poly(dimethylsiloxane). Langmuir 2007, 23, 667-672. [Pg.137]

SURFACE FREE ENERGY OF PLASMA-DEPOSITED THIN POLYMER FILMS... [Pg.197]

A few papers which have been published deal with this problem for a limited number of plasma polymers only. Therefore, the current study was undertaken to estimate the surface free energies of plasma polymer films deposited from numerous organoslllcon and hydrocarbon monomers, and in particular, the effect of monomer structure on the dispersion and polar components of their surface energy. [Pg.198]

To calculate the disperion and polar components of the surface energy of plasma polymer films, the contact angle data were analyzed according to a model for low energy surfaces developed by Owens et al. 2 and Kaelble. This analysis technique is summarized in Equations (1-5). [Pg.199]

Figure C2.13.2. Electron energy distributions/(U) for a mean electron energy of 4.2 eV, Maxwell distribution (M), Dmyvesteyn distribution (D) and a calculated distribution (Ar) for an Ar plasma [12]. Figure C2.13.2. Electron energy distributions/(U) for a mean electron energy of 4.2 eV, Maxwell distribution (M), Dmyvesteyn distribution (D) and a calculated distribution (Ar) for an Ar plasma [12].
The probability for a particular electron collision process to occur is expressed in tenns of the corresponding electron-impact cross section n which is a function of the energy of the colliding electron. All inelastic electron collision processes have a minimum energy (tlireshold) below which the process cannot occur for reasons of energy conservation. In plasmas, the electrons are not mono-energetic, but have an energy or velocity distribution,/(v). In those cases, it is often convenient to define a rate coefficient /cfor each two-body collision process ... [Pg.2800]

Fusion energy research is also the primary avenue for the development of plasma physics as a scientific discipline. The technologies and the science of plasmas developed en route to fusion power are already important in other appHcations and fields of science (see Plasma technology). [Pg.156]

The existence of the XeCHg [34176-86-8] cation has been estabtished ia the gas phase. The Xe—C bond energy of the XeCHg cation has been estimated to be 180 A 33 kJ/mol (112) and more recently, 231 A 10 kJ/mol (113) by ion cyclotron resonance. The compound Xe(CF3)2 [72599-34-9] is reported to be a waxy white sotid having a half-life of ca 30 min at room temperature (114). The synthesis iavolved the addition of XeF2 to a tritiuoromethyl plasma, but the characterization of this compound is limited and has not been iadependently confirmed. [Pg.24]

Microwaves may be used to ionize gases when sufficient power is apphed, but only through the intermediate process of classical acceleration of plasma electrons. The electrons must have energy values exceeding the ioniza tion potential of molecules in the gas (see Plasma technology). Ionizing radiation exhibits more biological-effect potential whatever the power flux levels (2). [Pg.337]

Central to the categorization of plasmas are electron temperature and electron density. Electrons have a distribution of energies, so it is useful to assume a MaxweUian distribution, in terms of electron energy, E, such that... [Pg.107]

Plasma Types. Eigure 1 (7—9) indicates the various types of plasmas according to their electron density and electron temperature. The colder or low electron energy regions contain cold plasmas such as interstellar and interplanetary space the earth s ionosphere, of which the aurora boreaUs would be a visible type alkaU-vapor plasmas some flames and condensed-state plasmas, including semiconductors (qv). [Pg.107]


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See also in sourсe #XX -- [ Pg.151 ]

See also in sourсe #XX -- [ Pg.151 ]




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