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Incident direction

A high pressure process or storage vessel should never be "pointed" at manned or critical facilities or other high inventory systems for concerns of a BLEVE of the container with the ends of the vessel rocketing towards the vulnerable location. As a further inherent safety enhancement, spheroid separation vessels may be used in some instances instead of horizontal pressure vessels (bullets). This reduces the possibility of a BLEVE incident directed towards other exposures. [Pg.101]

Morphological Approach— A structured analysis of an incident directed by insights from historic case studies but not as rigorous as a formal hazard analysis. [Pg.437]

In this expression, the k summation extends over the first Brillouin zone, whereas (...) , stands for the average over the incident direction k for a constant incident energy. If we... [Pg.216]

Fig. 4 Schematic layout of the optical setup for holographic lithography using diffractive DOE, and phase control of the interfering beams. The callouts illustrate the selection of the beams using transmission mask, their incidence directions (top), and extended transverse spatial range of the interference region using tilted pulses produced by DOE (bottom)... Fig. 4 Schematic layout of the optical setup for holographic lithography using diffractive DOE, and phase control of the interfering beams. The callouts illustrate the selection of the beams using transmission mask, their incidence directions (top), and extended transverse spatial range of the interference region using tilted pulses produced by DOE (bottom)...
For 5 = 0 (limit point at infinity), one obtains the corresponding Coulomb modifications, see Refs. [36,42] for the complications at origin. Note also the strong dependence on the incident directions for "ellipsoidal" potentials yet the optical theorem holds, see Ref. [39]. [Pg.44]

Both of the polarized light were perpendicular to the incident direction V-polarized light was in the x-z plane and H-polarized light was perpendicular to the V-polarized light. Source Ref. 16. [Pg.492]

We have considered above the deflection of the trajectory in the center-of-mass coordinate system. The deflection angle x is the angle between the final and initial directions of the relative (velocity) vector between the two particles. Experimental observations normally take place in a coordinate system that is fixed in the laboratory, and the scattering angle 0 measured here is the angle between the final and the incident directions of the scattered particle. These two angles would be the same only if the second particle had an infinite mass. Thus, we need a relation between the angles in the two coordinate systems in order to be able to compare calculations with experiments. [Pg.69]

Integration of the differential cross section over all angles yields the integral (t,( o) and momentum-transfer af Eo) cross sections. In many situations the incident direction is an axis of symmetry (such as in the scattering of unpolarised electrons by unpolarised atoms) and... [Pg.6]

In a SANS experiment a monochromatic neutron beam, intensity lo, is directed on the sample and scattered intensity I(Q) is measured as a function of angle 20, to the incident direction. Here Q is the momentum transfer (Q = 47Tsin0/ ). An important and recent development of the SANS technique concerns the investigation of materials which contain an oriented porous texture, such as fibres and layer-like materials [11-13]. [Pg.462]

The constant Ac = 2.425 pm is called the Compton wavelength of the electron. The wavelength shift given by Eq. (1.10) can be easily reproduced theoretically if the interaction between the radiation and the electron is considered as a collision between two particles in which the energy and the linear momentum are conserved (conservation of momentum in the incident direction and in the direction perpendicular to it). These particles are a photon of energy hv and linear momentum p = hvlc=hlX and a stationary electron of mass m which acquires velocity v (Fig. 1.2). It is then found... [Pg.6]

The continuous distribution of waves F in any and all directions k, for an incident direction o, is the diffraction pattern of the two points xo, yo, zo and x, y, z. This simple diffraction pattern, the physical distribution of resultant waves in space arising from the scattering of two points is, in mathematical terms, the Fourier transform of the two points. If more points, each designated by a subscript j, are added to the set, as in Figure 5.2, as we might have for atoms comprising molecules in a unit cell, then the formulation of the... [Pg.95]

The section AC is the projection of the vector Rj onto the incident direction... [Pg.80]


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See also in sourсe #XX -- [ Pg.303 ]




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