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Base field

Tra.nsitorAmplifiers. Most gaUium-based field-effect transitor amplifiers (FETs) are manufactured using ion implantation (qv) (52), except for high microwave frequencies and low noise requirements where epitaxy is used. The majority of discrete high electron mobiHty transistor (HEMT) low noise amplifiers are currently produced on MBE substrates. Discrete high barrier transistor (HBT) power amplifiers use MOCVD and MBE technologies. [Pg.164]

Burghard M, Klauk H, Kem K (2009) Carbon-based field-effect transistors for nanoelectronics. Adv Mater 21 2586-2600... [Pg.174]

Dasgupta, P. K., S. Dong, and H. Hwang, Diffusion Scrubber-Based Field Measurements of Atmospheric Formaldehyde and Hydrogen Peroxide, Aerosol Sci. Technol., 12, 98-104 (1990). [Pg.640]

The geometric fibres of l n — Spec(Z) are all irreducible. If the characteristic of the base field does not divide n then this is [FC] IV 6.8. If the characteristic does divide n then this follows from [FC] V 7.1, We can also use Theorems 2.1 and 3.1 of [Ek]. Indeed, Theorem 3.1 of [Ek] asserts that a similar moduli stack M yn of genus g curves has the property that all geometric fibres of A4 >n Spec(Z) are irreducible. But, since this irreducibility is a question of monodromy of torsion points over Mg (resp. Ag,i) (see introduction to [Ek]), the result for M in implies the result for A tlin. [Pg.10]

The third chapter is about finite fiat group schemes. A good understanding of finite flat group schemes will give insight in the local structure of moduli spaces of abelian varieties. Indeed, one can show that the natural map Def(A, A) — Def(Ker(A),e ) from the deformation space of a polarized abelian variety to the deformation space of the kernel of A with its canonical pairing is formally smooth (at least if the characteristic of the base field is not equal to 2). A similar... [Pg.59]

Lajoie, C. A., Layton, A. C. Sayler, G. S. (1994). Cometabolic oxidation of polychlorinated biphenyls in soil with a surfactant-based field application vector. Applied and Environmental Microbiology, 60, 2826-33. [Pg.55]

Returning to 3D lattice models, one may note that sine-Gordon field theory of the Coulomb gas should enable an RG (e — 4 — D) expansion [15], but this path has obviously not yet followed up. An attempt to establish the universality class of the RPM by a sine-Gordon-based field theory was made by Khodolenko and Beyerlein [105]. However, these authors did not present a scheme for calculating the critical exponents. Rather they argued that the grand partition function can be mapped onto that of the spherical model of Kac and Berlin [106, 297] which predicts a parabolic coexistence curve, i.e. fi — 1/2. This analysis was severely criticized by Fisher [298]. Actually, the spherical model has some unpleasant thermodynamic features, never observed in real fluids. In particular, it is associated with a divergence of the compressibility KTas the coexistence curve (rather than the spinodal line) is approached. By a determination of the exponent y, this possibility could also be ruled out experimentally [95, 97]. [Pg.50]

In the second section, we derive the Schur relations in the case where the characteristic of the underlying base field does not divide any of the integers s with s G S and is algebraically closed. [Pg.183]

In Section 9.3, we assume the underlying base field C to be the field of the complex numbers. We establish a relationship between closed subsets of S and characters of CS. [Pg.183]

The associative ring CS is a ring with 1. We call CS the scheme ring of S over C. The field C is called the base field of CS. [Pg.185]

Uemura, T. Kodzasa, N. Takada, T. Kamata, and K. Yase, Influence of moisture on device characteristics of polyfhiophene-based field-efFect transistors , Journal of Applied Physics 95, 5088 (2004). [Pg.421]

Johnson, C. C. (2005). 2005 G-BASE Field Procedures Manual. British Geological Survey, Keyurorth, UK, Internal Report No. IR/05/097. [Pg.91]

There should also be a field in the field database that indicates which sample numbers are control samples, though this suffix to the sample number should not be given to the analysts. In the G-BASE field database, there is a field called SAMP STD which is populated with the codes shown in Table 5.1. This field can be used to quickly retrieve all control samples from the data set when data are stored in a database. [Pg.98]

Table 5.1 Table showing the codes used in the Geochemical Baseline Survey of the Environment (G-BASE) field database to identify control samples... [Pg.100]

Late in 2002, US EPA, working with an organization called the Brownfields Technology Support Center, decided that the Cos Cob site would be appropriate for application of the Triad approach. In February 2003, a Triad-based field investigation was conducted at the Cos Cob site over the course of one week. In a single mobilization, the field team characterized the site for all constituents of concern effectively (US EPA, Office of Solid Waste and Emergency Response, 2004). [Pg.345]

We call a homomorphism F - G a quotient map ii k[G] - fc[F] is injective. Clearly this property is unaffected by extension of the base field. For matrix groups it is easy to see what it means ... [Pg.122]

Yoon SJ, Kim D (2007) Thin-film-based field penetration engineering for surface plasmon resonance biosensing. J Opt Soc Am A 24 2543-2549... [Pg.206]

Where possible common model evaluation including design of process-based field and laboratory studies (e.g., closure experiments) should be suggested... [Pg.234]

Previous studies of aligned and oriented gas-phase reactions had relied on the use of laboratory-based fields (lasers, hexapoles, etc.) to fix reactants relative to the lab system, thereby introducing geometric bias into the reaction [11-20]. However, referring to Figure 1, when a weakly bonded complex is used as a precursor, one of the reactants is encapsulated within one... [Pg.251]


See other pages where Base field is mentioned: [Pg.208]    [Pg.175]    [Pg.606]    [Pg.518]    [Pg.98]    [Pg.147]    [Pg.208]    [Pg.503]    [Pg.197]    [Pg.227]    [Pg.192]    [Pg.193]    [Pg.70]    [Pg.235]    [Pg.219]    [Pg.66]    [Pg.69]    [Pg.117]    [Pg.70]    [Pg.1198]    [Pg.208]    [Pg.19]    [Pg.235]   
See also in sourсe #XX -- [ Pg.185 ]

See also in sourсe #XX -- [ Pg.185 ]




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Ab Initio Based Force Fields

Acid-Base Equilibria Are Shifted by Electrostatic Fields

Agent-based models fields

Algebraically Closed Base Fields

Applications of mesoscale field-based

Applications of mesoscale field-based models

Based on Molecular Fields

Based on Potential Fields

Biosensors field-effect transistor-based

Channel-based flow fields

Coarsed-Grained Membrane Force Field Based on Gay-Berne Potential and Electric Multipoles

Cyclodextrin-Based Nanomaterials in Pharmaceutical Field

Density-based Hartree-Fock theory self-consistent field method

Descriptors field-based

Discrimination of Ions Based on Diffusion Speed and Its Reduction in Field-Driven Systems

Drug design field-based techniques

Electric field, separations based

Electric field, separations based applications

Electric field, separations based concepts

Electric field, separations based cross-flow

Electric field, separations based dielectrophoresis

Electric field, separations based electrophoresis

Electric field, separations based limitations

Electric field, separations based theory

FBSS (field-based similarity search

Field Emission from Different Si-Based Nanostructures

Field effect transistor-based biosensor

Field effect transistor-based sensors

Field exposure, worker, data base

Field-Effect Transistor-Based Aptasensors

Field-Effect Transistors Based on Single SWCNTs

Field-Induced Nanoscale Water Bridges and Tip-Based Oxidation Nanolithography

Field-Theoretic Reference State The Einstein Crystal of Grid-Based Fields

Field-based approaches

Field-based methods

Field-based similarity searching

Field-effect transistor P3HT-based

Field-effect-based DNA sensors

Force field based simulation approaches

Force field-based methods

Force field-based scoring function

Force fields structure-based lead optimization

Force-field-based reactive

Hubbard-Stratonovich Transformation Field-Theoretic Reformulation of the Particle-Based Partition Function

Intermolecular-potential-based field

Intermolecular-potential-based field parameters

Lattice based fields

Magnetic Field-Based Lab-on-Chip Devices

Magnetic Field-Based Microfluidic Devices

Magnetic field effects excited states-based

Mesh-based electric field

Mesoscale field-based models, applications

Mesoscale field-based models, applications interaction of two grafted monolayers

Modeling Petroleum Hydrocarbon Fate and Transport During a Field Experiment at Canadian Forces Base (CFB) Borden

Molecular fields field-based similarity indices

Molecular interaction field -based

Molecular interaction field -based method

Molecular modelling field-based techniques

Organic field-effect transistor integrated circuits based

Quantum Mechanics-Based Polarizable Force Field for Proteins

Rule-based force field

Sensors based on ion-selective field-effect transistors

Status of the Gaussian Electrostatic Model, a Density-Based Polarizable Force Field

Symmetry-based ligand field parameters

Transducers field effect transistor-based

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