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Intersect

Using the ternary tie-line data and the binary VLE data for the miscible binary pairs, the optimum binary parameters are obtained for each ternary of the type 1-2-i for i = 3. .. m. This results in multiple sets of the parameters for the 1-2 binary, since this binary occurs in each of the ternaries containing two liquid phases. To determine a single set of parameters to represent the 1-2 binary system, the values obtained from initial data reduction of each of the ternary systems are plotted with their approximate confidence ellipses. We choose a single optimum set from the intersection of the confidence ellipses. Finally, with the parameters for the 1-2 binary set at their optimum value, the parameters are adjusted for the remaining miscible binary in each ternary, i.e. the parameters for the 2-i binary system in each ternary of the type 1-2-i for i = 3. .. m. This adjustment is made, again, using the ternary tie-line data and binary VLE data. [Pg.74]

After often a lengthy period (several months) of acquisition and processing, the data may be loaded onto a seismic workstation for interpretation. These workstations are UNIX based, dual screen systems (sections on one side, maps on the other, typically) where all the trace data is stored on fast access disk, and where the picked horizons and faults can be digitised from the screen Into a database. Of vital Importance is access to all existing well data in the area for establishing the well - seismic tie. 2D data will be interpreted line by intersecting line, and 3D as a volume. [Pg.20]

Carbonate rocks are more frequently fractured than sandstones. In many cases open fractures in carbonate reservoirs provide high porosity / high permeability path ways for hydrocarbon production. The fractures will be continuously re-charged from the tight (low permeable) rock matrix. During field development, wells need to be planned to intersect as many natural fractures as possible, e.g. by drilling horizontal wells. [Pg.85]

Therefore an automatic method, which means an objective and reproducible process, is necessary to determine the threshold value. The results of this investigations show that the threshold value can be determined reproducible in the point of intersection of two normal distributed frequency approximations. [Pg.14]

This is a third set of equations that essentially allows us to locate a virtual source for every two adjacent measurements. Intuitively this can be simply described as finding the point of intersection of two radii of lengths and Therefore the simplifying assumptions... [Pg.165]

The sensitivity of the luminescence IP s in the systems employed here decreases with increasing x-ray energy more strongly than in the case of x-ray film. Therefore, this phenomenon must be compensated by using thicker lead front and back screens. The specific contrast c,p [1,3] is an appropriate parameter for a comparison between IP s and film, since it may be measured independently of the spatial resolution. Since the absorption coefficient p remains roughly constant for constant tube voltage and the same material, it suffices to measure and compare the scatter ratio k. Fig. 2 shows k as a function of the front and back screen thickness for the IP s for 400 keV and different wall thicknesses. The corresponding measured scatter ratios for x-ray films with 0,1 mm front and back screens of lead are likewise shown. The equivalent value for the front and back screen thicknesses is found from the intersection of the curves for the IP s and the film value. [Pg.470]

Using the theorem that the sufficiency condition for mathematical correctness in 3D-reconstruction is fulfilled if all planes intersecting the object have to intersect the source-trajectory at least in one point [8], it is possible to generalise Feldkamp s method. Using projection data measured after changing the sotuce-trajectory from circular to spiral focus orbit it is possible to reconstruct the sample volume in a better way with the Wang algorithm [9]. [Pg.494]

Intersections of butts and seams of fabrication and section welds Throughout hull envelope, longitudinal and transverse bulkheads, inner bottom and hopper bottom The summation of checkpoint lengths (see note 2) examined at intersections is to be L where L is the overall length of the ship in metres... [Pg.1043]

The density of dislocations is usually stated in terms of the number of dislocation lines intersecting unit area in the crystal it ranges from 10 cm for good crystals to 10 cm" in cold-worked metals. Thus, dislocations are separated by 10 -10 A, or every crystal grain larger than about 100 A will have dislocations on its surface one surface atom in a thousand is apt to be near a dislocation. By elastic theory, the increased potential energy of the lattice near... [Pg.276]

All equations of two variables, such as equation (A2.1.12). are necessarily integrable because they can be written in the fonn dy/dx = fix, y), which detennines a unique value of the slope of the line tln-ough any point (x, y). Figure A2.1.4 shows a set of non-intersecting lines in V-Q space representing solutions of equation (A2.1.12F... [Pg.334]

Figure A2.1.4. Adiabatic reversible (isentropic) paths that do not intersect. (The curves have been calculated for the isentropic expansion of a monatomic ideal gas.)... Figure A2.1.4. Adiabatic reversible (isentropic) paths that do not intersect. (The curves have been calculated for the isentropic expansion of a monatomic ideal gas.)...
If a Pfaff differential expression DF = Xdx + Tdy+Zdz has the property that every arbitrary neighbourhood of a point P(x, y, z) contains points that are inaccessible along a path corresponding to a solution of the equation DF = 0, then an integrating denominator exists. Physically this means that there are two mutually exclusive possibilities either a) a hierarchy of non-intersecting surfaces (x,y, z) = C, each with a different value of the constant C, represents the solutions DF = 0, in which case a point on one surface is inaccessible... [Pg.334]

The surfaces in which the paths satisfying the condition = 0 must lie are, thus, surfaces of constant entropy they do not intersect and can be arranged in an order of increasing or decreasmg numerical value of the constant. S. One half of the second law of thennodynamics, namely that for reversible changes, is now established. [Pg.335]

Since taking simply ionic or van der Waals radii is too crude an approximation, one often rises basis-set-dependent ab initio atomic radii and constnicts the cavity from a set of intersecting spheres centred on the atoms [18, 19], An alternative approach, which is comparatively easy to implement, consists of rising an electrical eqnipotential surface to define the solnte-solvent interface shape [20],... [Pg.838]

Referring to figure Bl.8.5 the radii of the tliree circles are the magnitudes of the observed structure amplitudes of a reflection from the native protein, and of the same reflection from two heavy-atom derivatives, dl and d2- We assume that we have been able to detemiine the heavy-atom positions in the derivatives and hl and h2 are the calculated heavy-atom contributions to the structure amplitudes of the derivatives. The centres of the derivative circles are at points - hl and - h2 in the complex plane, and the three circles intersect at one point, which is therefore the complex value of The phases for as many reflections as possible can then be... [Pg.1376]

Figure Bl.8.5. Pp Pdl and Fdl are the measured stnicture amplitudes of a reflection from a native protein and from two heavy-atom derivatives. and are the heavy atom contributions. The pomt at which the tliree circles intersect is the complex value of F. ... Figure Bl.8.5. Pp Pdl and Fdl are the measured stnicture amplitudes of a reflection from a native protein and from two heavy-atom derivatives. and are the heavy atom contributions. The pomt at which the tliree circles intersect is the complex value of F. ...
Several studies have concerned the microstnicture of lamellae in materials such as the block copolymers polystyrene-h/oc/r-poly-l-vinylpyridine [139] and polystyrene-h/oc/r-polybutadiene [140], as well as single crystals of poly-para-xylylene [139], and reveal features (such as intersecting lamellae (figure Bl.19.29)) that had not been previously observed. [Pg.1705]

For accurate ion trajectory calculation in the solid, it is necessary to evaluate the exact positions of the intersections of the asymptotes (A A2) of the incoming trajectory and that of the outgoing trajectories of both the scattered and recoiled particles in a collision. The evaluation of these values requires time integrals and the following transfonnation equations ... [Pg.1810]


See other pages where Intersect is mentioned: [Pg.116]    [Pg.117]    [Pg.290]    [Pg.427]    [Pg.139]    [Pg.214]    [Pg.218]    [Pg.249]    [Pg.271]    [Pg.489]    [Pg.662]    [Pg.716]    [Pg.716]    [Pg.770]    [Pg.807]    [Pg.884]    [Pg.1043]    [Pg.6]    [Pg.191]    [Pg.261]    [Pg.415]    [Pg.707]    [Pg.147]    [Pg.382]    [Pg.606]    [Pg.649]    [Pg.830]    [Pg.1341]    [Pg.1368]    [Pg.1398]    [Pg.1658]    [Pg.1774]    [Pg.1818]   
See also in sourсe #XX -- [ Pg.29 , Pg.138 ]




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A Rotation Axis with Intersecting Symmetry Planes

Adenine conical intersections

Adiabatic process intersection

Adiabatic representation intersections

Analysis of Intersection Points

Anchor conical intersection

Asymptote intersection

Bimodal Intersecting Channel Mixing

Bimodal intersecting distributions

Bimodal intersecting mixer

Binding mechanism, intersection with

Canonical intersection, historical background

Cartesian coordinates intersections

Channel intersections

Chromophores conical intersections

Combined symmetries rotation axis with intersecting symmetry

Common intersection point

Computational photochemistry conical Intersections

Conditions of Equilibrium where Several Surfaces Intersect

Cone-cylinder intersections

Cone-cylinder intersections example

Conic intersections

Conic intersections nuclear wave function

Conic intersections overview

Conic intersections surface

Conic intersections symmetry approach

Conic intersections vector potentials

Conic/receiving slit intersection

Conical Intersections Topography

Conical intersection

Conical intersection MECIs

Conical intersection accidental

Conical intersection control

Conical intersection displacement

Conical intersection excited-state reaction path

Conical intersection fractions

Conical intersection funnel

Conical intersection ground-state reaction path

Conical intersection hyperline

Conical intersection intermediates

Conical intersection location

Conical intersection of potential energy surfaces

Conical intersection optimization

Conical intersection photochemical funnel

Conical intersection photochemical reaction path

Conical intersection photoisomerization

Conical intersection reaction paths

Conical intersection research

Conical intersection singularity

Conical intersection structures

Conical intersection symmetry-allowed

Conical intersection, nonadiabatic coupling

Conical intersection, nonadiabatic quantum

Conical intersection, nonadiabatic quantum dynamics

Conical intersection, nonadiabatic quantum molecular systems

Conical intersections Hamiltonian equation

Conical intersections Jahn-Teller systems, Longuet-Higgins

Conical intersections Longuet-Higgins loops

Conical intersections Renner-Teller effect

Conical intersections adiabatic eigenstates

Conical intersections adiabatic representation

Conical intersections and intersystem crossings

Conical intersections and singlet-triplet

Conical intersections branching space

Conical intersections chemical reaction

Conical intersections coordinate origins

Conical intersections coordinates

Conical intersections decay

Conical intersections degeneracy

Conical intersections derivative coupling vector

Conical intersections derivative couplings

Conical intersections description

Conical intersections direct molecular dynamics, vibronic coupling

Conical intersections distribution solution

Conical intersections double-cone potential energy

Conical intersections dynamics

Conical intersections effective Hamiltonians

Conical intersections electronic states

Conical intersections elements

Conical intersections energy parameters

Conical intersections excited states

Conical intersections formulation

Conical intersections four-electron systems

Conical intersections geometric phase effect

Conical intersections geometric phase theory

Conical intersections gradient difference vector

Conical intersections ground state relaxation pathways

Conical intersections handling

Conical intersections intersection space

Conical intersections local topography

Conical intersections loop construction

Conical intersections minimal diabatic potential matrix

Conical intersections minimal models

Conical intersections molecular systems

Conical intersections multi-state effects

Conical intersections nonadiabatic effects

Conical intersections numerical calculations

Conical intersections orthogonal intersection adapted

Conical intersections pairing

Conical intersections parameters

Conical intersections pericyclic reactions

Conical intersections permutational symmetry

Conical intersections perturbation theory

Conical intersections phase

Conical intersections phase-change rule

Conical intersections photochemical systems

Conical intersections photochemistry

Conical intersections problem

Conical intersections repulsion

Conical intersections research background

Conical intersections seam loci

Conical intersections second-order degeneracy lifting

Conical intersections species

Conical intersections surfaces

Conical intersections systems

Conical intersections theoretical principles

Conical intersections three-electron systems

Conical intersections three-state molecular system

Conical intersections time-reversal symmetry

Conical intersections topologies

Conical intersections triatomic molecules

Conical intersections two-state systems

Conical intersections vibronic problem

Conical intersections, potential energy surfaces

Conical intersections, spin-orbit interaction

Conical intersections, spin-orbit interaction algorithms

Conical intersections, theoretical background

Conical intersections, two-state chemical

Conical intersections, two-state chemical reactions

Crashes intersections

Crystals intersection

Current transients intersection

Cytosine conical intersections

Decay Paths from a Conical Intersection

Design - intersection

Direct molecular dynamics conical intersections

Dislocation surface intersections

Electronic Hamiltonian, conical intersections

Electronic Hamiltonian, conical intersections spin-orbit interaction

Elliptic conical intersection

Energy conical intersection

Equilibrium at intersections of surfaces wetting

Events intersection

Extended conical intersection seam

Fault intersecting

Feasible intersections

Field representation of non-intersecting circuits covering a lattice

Fractures intersections

Franck-Condon transition probability intersection

Fuzzy intersection

Geometric phase effect adiabatic states, conical intersections

Glancing intersection

GlcNAc intersecting

Gradient difference vector, direct conical intersections

Ground-state wave function conical intersections

HeH2 conical intersections

Histogram intersection

INTERSECTION CURVE

IRD from a Conical Intersection

Initial velocity patterns intersecting

Interaction of intersecting misfit dislocations

Internal Conversion conical intersection

Intersect method

Intersect transversely

Intersecting State Model

Intersecting arrays of misfit dislocations

Intersecting channel mixing

Intersecting channel zeolites

Intersecting channel zeolites synthesis

Intersecting crystals

Intersecting fracture impacts

Intersecting potential energy surfaces model

Intersecting spheres

Intersecting storage rings

Intersection Optimization

Intersection Space Hessian

Intersection Structure

Intersection Syndrome

Intersection change

Intersection change 688 Subject

Intersection coordinate subspace

Intersection lattice

Intersection locus

Intersection of dislocations

Intersection of straight lines

Intersection of two straight lines

Intersection operator

Intersection or Multiplication

Intersection points

Intersection points analysis

Intersection points calculation

Intersection space

Intersection-adapted coordinates

Intersections

Intersections and Symmetry

Intersections blockage

Intersections in Molecular Systems

Intersections of grain boundaries with free surfaces

Intersections of the Conic and Receiving Slit Boundary

Isotherms intersection point

Jahn-Teller effect conical intersection, adiabatic state

Jahn-Teller effect conical intersections

Jahn-Teller intersection

Jahn-Teller intersection, geometric phase

Line integral techniques intersections

Locating conical intersections

Longuet-Higgins phase-change rule conical intersections

Microfluidics intersection approach

Minimal diabatic potential matrix noninteracting intersections

Minimal energy conical intersection

Minimum Energy Conical Intersection Optimization

Minimum-energy conical intersections

Minimum-energy conical intersections MECIs)

Minkowski lightcone, intersections

Mixer intersecting elements

Model of two intersecting parabolas

Molecular dynamics conical intersection location

Molecular graph intersection

Molecular orbital-conical intersection

Molecular systems conical intersection pairing

Molecular systems intersections

Molecular systems single conical intersection solution

Morse curves, intersecting

Mutual intersection

Nation: intersections

Non-adiabatic coupling single conical intersection solution

Non-transverse intersection

Nonadiabatic effects from conical intersection

Noncrossing Rule and Conical Intersections

Nuclear dynamics adiabatic states, conical intersections

Nucleobases, conical intersections

Nucleobases, conical intersections cytosine

Nucleobases, conical intersections pyrimidine

Olfaction, where Nutrition, Memory and Immunity Intersect

Operating lines intersection

Orthogonal intersection

Orthogonal intersection adapted

Orthogonal intersection adapted coordinates

Parabolas, intersecting, reaction

Pauli principle conical intersections

Peaked conical intersections

Peaked intersection

Permutational symmetry adiabatic states, conical intersections

Photochemical reactions conical intersection, computational model

Polyatomic molecules and conical intersection

Potential energy surface conical intersection, nonadiabatic coupling

Potential energy surfaces intersections

Prefulvenic intersection

Pseudo-Jahn-Teller intersection

Reaction mechanisms conical intersections

Receiving slit plane intersection

References Using the Union or Intersect Method

Results on intersection cohomology

Rotation axis with intersecting symmetry

Rotation axis with intersecting symmetry planes

Seam of intersection

Seams intersection

Select intersect

Self-intersecting walks

Self-intersections

Shift of conical intersection and replacement by avoided crossing

Singlet-triplet intersections

Slip bands intersecting

Sloped conical intersection

Space character (intersection operator

Special Topic 2.5 Conical intersections

Spin-Orbit Coupling and Conical Intersections

Spin-orbit coupling conical intersections

Spin-pairing conical intersection

Spin-pairing conical intersection location

Static intersecting elements

Stream intersection

Surface crossings conical intersection

Surfaces intersections

Symmetry-required conical intersections

The Intersection of Ligandability and Human Disease Target Space

The Linear Model for Conical Intersection

Three state conical intersections

Three-electron conical intersections

Three-state intersection

Three-state molecular system, non-adiabatic noninteracting conical intersections

Three-way intersection

Thymine conical intersections

Tilt boundaries intersecting

Trajectories never intersect

Triple conical intersection

Triple intersections

Two intersection points

Two-state molecular system, non-adiabatic intersections

Two-state molecular system, non-adiabatic single conical intersection solution

Ultrafast dynamics intersection

Unions, Intersections, and Differences

Uracil conical intersections

Vertical conical intersections

Wave function conical intersection

Worth and M. A. Robb onical Intersections in Molecular Photochemistry The Phase-Change Approach

Zeolite-like Molecular Sieves with Intersecting (or Interconnected) Channels

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