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Perimeter, boundary

Gas detection is provided in the petroleum industry to warn of and possibly prevent the formation of a combustible gas or vapor mixture that could cause an explosive overpressure blast of damaging proportions. There are two types of gas detectors used in the oil and gas industry. The most common and widely used is the catalytic detector. More recently, infared (IR) beam detectors have been employed for special "line of sight" applications, such as perimeter, boundary or offsite monitoring, pump alleys, etc. [Pg.185]

Although it is still possible to visualize these points, as well as any possible mixture concentrations, it is noteably more cumbersome and time consuming to identify the points that lie on the perimeter/boundary. Figure 2.24 illustrates this for 30 points in a three-dimensional space (R ). [Pg.45]

Secondly are infrared (IR) beam detectors that are employed for a special line of sight applications such as perimeter, boundary and offsite monitoring or process pump alleys. Thirdly and most recent is the ultrasonic area detector that relies on the sound of a leak to detect its presence. Underwriters Laboratories (UL) tests gas detectors imder UL 2075, Standard for Gas and Vapor Detectors and Sensors. [Pg.289]

Are perimeter boundary fences to be erected Are there arrangements to keep them maintained in good repair, well lit as necessary, signed and kept clean ... [Pg.86]

Within the inverse model catalyst approach, the y/7-V309-Rh(l 11) nanostructures have been used to visualize surface processes in the STM with atomic-level precision [104]. The promoting effect of the V-oxide boundary regions on the oxidation of CO on Rh(l 1 1) has been established by STM and XPS by comparing the reaction on two differently prepared y/7-V309-Rh(l 11) inverse catalyst surfaces, which consist of large and small two-dimensional oxide islands and bare Rh areas in between [105]. A reduction of the V-oxide islands at their perimeter by CO has been observed, which has been suggested to be the reason for the promotion of the CO oxidation near the metal-oxide phase boundary. [Pg.161]

A transport model is evaluated using a time marching procedure. Concentration along the perimeter of the domain is known from the boundary conditions prescribed, and the initial conditions fix at each nodal block, at the onset of the... [Pg.296]

Consider the formation of a two-dimensional nucleus and show that the Gibbs energy of a critical cluster is inversely proportional to rj. For this purpose introduce a boundary energy which is proportional to the perimeter of the cluster. [Pg.140]

IR Beam High High None High Reliability Wide Area Coverage Less Dependent on Specific Location Placement Requires clear view Boundaries Pump Alleys Perimeters Room Monitoring... [Pg.193]

Why is it that insects like beetles can walk on water Why do the bristles of a brush immersed in water cling together as the brush is pulled out Phenomena such as these arise because of a special property of interfaces that separate two phases. Let us consider another example first. Everyone has had the experience of pouring more beverage into a cup or glass than that container could hold. In addition to the spills this causes, such an experience provides an opportunity to observe surface tension. Most liquids can be added to a vessel until the liquid surface bulges above the rim of the container. The liquid behaves as if it had a skin that prevents it —up to a point —from overflowing. Stated technically, a contractile force, which tends to shrink the surface, operates around the perimeter of the surface. This is what we mean when we talk about the surface tension of a liquid. All phase boundaries behave this way, not just liquid surfaces however, the evidence for this is more apparent for deformable liquid surfaces. [Pg.248]

Monolayers show different gas-, liquid-, and solid-like phases. This can be observed with a film balance. The shape of phase boundaries within monolayers are determined by the competition between electrostatic repulsion of the molecular dipole moments, the van der Waals attraction, and the perimeter-minimizing line tension. [Pg.297]

Divide the perimeter of the area into grid unit lengths per the SAP and stake these points. (In Figure 3.3, the points are identified as 1A to IF on the southern boundary 1A to 4A on the western boundary 4A to 4F on the northern boundary and IF to 4F on the eastern boundary.)... [Pg.105]

A method has been developed to identify the nodes which will not be immediately approached by the event and can be turned off to save energy [Liu 02], The method is based on the dual space transformation [O R 98], Figure 2 shows the dual space. Points from the primal space are transformed into lines in the dual space. Lines from the primal space are transformed into points in the dual space. As a result, the dual space is partitioned into cells. The e point, the shadow edge, is contained in the shaded cell. Since the e point can not intersect the n2 line, before it crosses one of the cell boundaries, the N2 node can stay turned off as long as none of Nl, N3 and N4 senses a transition. This method may provide a substantial power reduction for a large sensor field. However, if nodes that line the perimeter around the event misbehave and declare a transition, it will force several other nodes to wake up and waste energy. [Pg.179]

The only force in the direction of motion is the gravity component, and this must be resisted by the boundary shear stress x0 acting over the area PL, where P is the wetted perimeter of the section. Thus... [Pg.473]

A cylindrical geometry would be a better shape than a slab for a suppository. The partially swollen cross-section of a slab and solid rod are shown in Figure 2a and 2b. In each case half the original dry polymer remains, as shown by the hatched areas the interfacial swollen/unswollen boundary of the slab has been reduced by 8% from the initial perimeter, but by 29% of the circumference of... [Pg.160]

In the above equation, Pr represents the perimeter of the tube. For complex reaction networks and transport laws and most boundary conditions, Eq. (48) can be solved only numerically. However, there are several special cases of interest which allow to derive instructive analytical solutions [73, 74]. [Pg.384]

If the boundary is relatively smooth the perimeter can be measured with reasonable accuracy, and F and W are given by the following equations ... [Pg.153]


See other pages where Perimeter, boundary is mentioned: [Pg.44]    [Pg.88]    [Pg.44]    [Pg.88]    [Pg.142]    [Pg.65]    [Pg.260]    [Pg.141]    [Pg.73]    [Pg.195]    [Pg.385]    [Pg.346]    [Pg.413]    [Pg.302]    [Pg.477]    [Pg.235]    [Pg.341]    [Pg.172]    [Pg.800]    [Pg.108]    [Pg.117]    [Pg.118]    [Pg.375]    [Pg.401]    [Pg.1516]    [Pg.53]    [Pg.113]    [Pg.78]    [Pg.137]    [Pg.223]    [Pg.73]    [Pg.200]    [Pg.213]    [Pg.442]    [Pg.473]    [Pg.359]   
See also in sourсe #XX -- [ Pg.42 ]




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