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Distribution system evaluation

These emergencies include any interruption or loss of a utility service, power source, life-support system, information system, or equipment needed to keep the business in operation. Identify all critical operations, including electric power, gas, water, hydraulics, compressed air, municipal and internal sewer systems, and wastewater treatment services. Also consider security and alarm systems, elevators, lighting, heating, ventilation, air-conditioning systems, and electrical distribution systems. Evaluate transportation systems, including air, highways, railroads, and waterways. Determine the impact of service disruption. [Pg.162]

Now let us consider utility failure as a cause of overpressure. Failure of the utility supphes (e.g., electric power, cooling water, steam, instrument air or instrument power, or fuel) to refinery plant facihties wiU in many instances result in emergency conditions with potential for overpressuring equipment. Although utility supply systems are designed for reliability by the appropriate selection of multiple generation and distribution systems, spare equipment, backup systems, etc., the possibility of failure still remains. Possible failure mechanisms of each utility must, therefore, be examined and evaluated to determine the associated requirements for overpressure protection. The basic rules for these considerations are as follows ... [Pg.125]

Interfaces of the type in Scheme 8 are used as liquid ion-selective electrodes. It is apparent that they constitute a special case of distribution systems reversible in regard to two or more ions. Here, Le Hung s equation, (16) and (17), allows quantitative evaluation of the influence of the presence of other ions on the selectivity of these systems. [Pg.28]

An intermolecular pair distribution function evaluated at the end of Step 2 would consist of delta functions at those distances allowed on the 2nnd lattice. After completion of reverse mapping, which moves the system from the discrete space of the lattice to a continuum, the carbon-carbon intermolecular pair distribution function becomes continuous, as depicted in Fig. 4.7 [144]. [Pg.106]

Since ice storage tanks are used in HVAC system, the performance should be evaluated from system point of view. If the water distribution system had poor performance, performance of tank would be worse than its design value. Furthermore, heat load characteristics of the building also have large relation to system performance. System performance will be different for the building that has peaky load comparing to the building with flat load. [Pg.306]

A simple rocking device was tested for routine determination of distribution coefficients [9], Sample cells were constructed for two-phase [9] and three-phase [10] systems. The investigators claim that the rocking action causes the shape of each phase to vary slowly and constantly and that the precision associated with the distribution coefficient is similar to that for shake-out methods. The three-phase cell was tested as an in vitro model to simulate factors involved in the absorption process. Rates of drug transfer and equilibrium drug distribution were evaluated under conditions in which one aqueous phase was maintained at pH 7.4 and the other phase was maintained at another pH. [Pg.108]

In 1966 and 1967, when the use of endrin was not restricted, endrin was detected in 5 of 67 raw water samples from the Mississippi and Missouri Rivers (Schafer et al. 1969). At a later time when endrin use was substantially restricted, an Iowa study of 33 community water supplies using surface water found no detectable concentrations of endrin in the distribution systems (Wnuk et al. 1987). In an extensive water quality monitoring program conducted by the California Department of Health Services, endrin was detected (detection limit not specified) in only 2 of 5,109 public drinking water sources sampled from 1984 to 1992, at mean and maximum concentrations of 0.06 and 0.10 ppb, respectively (Storm 1994). Concentrations did not exceed the Maximum Concentration Level (MCL) of 0.2 ppb. In another recent study, endrin was not detected (detection limit not specified) in 32 samples each of raw water and highly treated reclaimed waste water undergoing evaluation as a possible supplement to raw water sources in San Diego, California (De Peyster et al. 1993). [Pg.124]

Information about construction materials used in the system may be contained within the plant records and can be useful in evaluating the fate and transport of a particular chemical contaminant through a system. For example, a particular contaminant may adsorb to the pipe material used in a utility s distribution system, and this type of information would be critical in evaluating remediation options following a chemical contamination incident. [Pg.104]

The computer-reconstructed catalyst is represented by a discrete volume phase function in the form of 3D matrix containing information about the phase in each volume element. Another 3D matrix defines the distribution of active catalytic sites. Macroporosity, sizes of supporting articles and the correlation function describing the macropore size distribution are evaluated from the SEM images of porous catalyst (Koci et al., 2006 Kosek et al., 2005). Spatially 3D reaction-diffusion system with low concentrations of reactants and products can be described by mass balances in the form of the following partial differential equations (Koci et al., 2006, 2007a). For gaseous components ... [Pg.121]

Crayton, C., Camper, A. and Warwood, B. (1997) Evaluation of mixed oxidants for the disinfection and removal of biofilms from distribution systems, Proceedings of the American Water Eorks Association Water Quality Technology Conference, 3A6/1-3A6/17. [Pg.199]

The organization of the study is as follows. In the first Section, a H2 production and distribution system is described. Secondly, capital and levelized H2 price estimates are investigated for each of the H2 system components. Thirdly, a life cycle evaluation of primary energy and GHG emissions in the H2 fuel cycle is performed. Sensitivity analyses are performed for the H2 price and the life cycle energy and GHG emissions estimates. The study concludes with a summary of findings and suggestions for future research. [Pg.274]

Many of the PV electrolytic H2 production and distribution system components have an operating life that will exceed the assigned thirty-year capital recovery period. With the amortization of debt capital and the depreciation of equity capital assets, post-year-thirty H2 production and distribution costs will decline. With the capital amortization of system components, H2 production cost is reduced to O M expenses for those system components. Therefore, it makes sense to evaluate both first and second generation H2 production costs. First generation H2 production is defined as the initial thirty-year capital recovery period, and second generation H2 production is defined as the post-amortization, Year 31-Year 60 H2 production period. [Pg.289]

Also, to provide completeness to this study a H2 storage medium is needed. It is beyond the scope of this study to evaluate all possible H2 storage systems. The incorporation of a metal hydride system provides one legitimate model for the assessment of downstream H2 distribution systems. By incorporating a MH storage and delivery system in this, two significant issues requiring additional research have been identified in the review process ... [Pg.312]

It is helpful to contrast the view we adopt in this book with the perspective of Hill (1986). In that case, the normative example is some separable system such as the polyatomic ideal gas. Evaluation of a partition function for a small system is then the essential task of application of the model theory. Series expansions, such as a virial expansion, are exploited to evaluate corrections when necessary. Examples of that type fill out the concepts. In the present book, we establish and then exploit the potential distribution theorem. Evaluation of the same partition functions will still be required. But we won t stop with an assumption of separability. On the basis of the potential distribution theorem, we then formulate additional simplified low-dimensional partition function models to describe many-body effects. Quasi-chemical treatments are prototypes for those subsequent approximate models. Though the design of the subsequent calculation is often heuristic, the more basic development here focuses on theories for discovery of those model partition functions. These deeper theoretical tools are known in more esoteric settings, but haven t been used to fill out the picture we present here. [Pg.240]

Momba, M. N. B., et al. (1998). Evaluation of the impact of disinfection processes on the formation of biofilms in potable surface water distribution systems. Water Science Technol. Wastewater Biological Processes, Proc. 199819th Biennial Conf. Int. Assoc, on Water Quality. Part 7, June 21-26,38, 8-9, 283-289. Elsevier Science Ltd., Exeter, England. [Pg.795]

This article is meant to convey a basic rmderstanding of various power distribution system configurations and familiarize the reader with the electrical distribution equipment that are commonly installed within pharmaceutical plants in the United States. It will help in the evaluation of both new and existing electrical power distribution systems that serve pharmaceutical equipment. [Pg.1482]

The solution presented here is based on CORBA [877], a wide-spread and mature middleware platform. CORBA provides direct support for a multitude of service management aspects in distributed systems [262]. Furthermore, there are many stable implementations. Thus, a first step was the selection of an appropriate CORBA implementation, based on an evaluation of the runtime characteristics (see Subsect. 4.2.3). For an a-posteriori integration of non-CORBA-based tools (e.g. those which were designed for Microsoft Windows) with the CORBA infrastructure, Microsoft s COM/DCOM [847] interface is used and wrappers were developed to integrated those technologies (see Subsect. 4.2.4). [Pg.401]


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