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Emission calculation

In the early 1970s, air pollution requirements led to the adoption of the double contact or double absorption process, which provides overall conversions of better than 99.7%. The double absorption process employs the principle of intermediate removal of the reaction product, ie, SO, to obtain favorable equiUbria and kinetics in later stages of the reaction. A few single absorption plants are stiU being built in some areas of the world, or where special circumstances exist, but most industriali2ed nations have emission standards that cannot be achieved without utili2ing double absorption or tad-gas scmbbers. A discussion of sulfuric acid plant air emissions, control measures, and emissions calculations can be found in Reference 98. [Pg.183]

In this section we will first discuss the mode of converter warmup/lightoff following a cold start, and then the results of cold-start emission calculations for two different vehicle emission control systems to illustrate some of the model applications mentioned above. [Pg.15]

A life cycle assessment (LCA), also known as life cycle analysis, of a product or process begins with an inventory of the energy and environmental flows associated with a product from "cradle to grave" and provides information on the raw materials used from the environment, energy resources consumed, and air, water, and solid waste emissions generated. GHGs and other wastes, sinks, and emissions may then be assessed (Sheehan et ah, 1998). The net GHG emissions calculated from an LCA are usually reported per imit of product or as the carbon footprint. [Pg.45]

Exposure calculation to the emission calculations involving impact of emissions on humans and ecosystem of the emissions means the impact calculation of the dose from the increased concentration. The impact calculation is followed by calculation of impacts (damage in physical units) from this dose, using a dose-response function. The impact of WEEE substances on health and the environment is location specific and is based on conditional, that is to say the way the WEEE is taken care of. Hence, the exposure assessment relates to the population and the ecosystem being exposed to the externalities. [Pg.128]

The investigations of dust from piggeries show that both VFA and phenols/indoles are present in a considerable amount. However, compared to the air-borne emissions calculated on the base of the results of LOGTENBERG and STORK (38) less than the tenth part (1/10) of phenols/indoles and about the hundredth part (1/100) of VFA are emitted by the dust, only. Table VII compares the dust-borne and air-borne emissions of VFA and phenols from piggeries. The total amounts are given in addition to the amounts of butyric acid and p-cresol which are both known as intensively smelling compounds. The recognition odour threshold values of these two components are included, as well. Under the assumption of a dust concentration of 10 mg/m3 (7) one cubic meter of air... [Pg.347]

Data available on CO2 primarily deals with gross emission calculations on commodities and on a per hectare scale, whereas no research results can be presented on CO2 net balances in agriculture. [Pg.54]

Auto exhaust emission calculation errors were found... [Pg.113]

Repeat Prob. 8-56 for two infinite parallel planes with the same temperatures and emissivities. Calculate the heat-transfer rates per unit area of the parallel planes. [Pg.480]

From these time-scales, it may be assumed in most circumstances that the free electrons have a Maxwellian distribution and that the dominant populations of impurities in the plasma are those of the ground and metastable states of the various ions. The dominant populations evolve on time-scales of the order of plasma diffusion time-scales and so should be modeled dynamically, that is in the particle number continuity equations, along with the momentum and energy equations of plasma transport theory. The excited populations of impurities on the other hand may be assumed relaxed with respect to the instantaneous dominant populations, that is they are in a quasi-equilibrium. The quasi-equilibrium is determined by local conditions of electron temperature and electron density. So, the atomic modeling may be partially de-coupled from the impurity transport problem into local calculations which provide quasi-equilibrium excited ion populations and effective emission coefficients (PEC coefficients) and then effective source coefficients (GCR coefficients) for dominant populations which must be entered into the transport equations. The solution of the transport equations establishes the spatial and temporal behaviour of the dominant populations which may then be re-associated with the local emissivity calculations, for matching to and analysis of observations. [Pg.400]

In both cases the empirical constants are given for the three temperatures of 1000,1500, and 2000 K. Table 5-5 also includes some six values for the partial pressure ratios pw/pc of water vapor to carbon dioxide, namely 0, 0.5, 1.0, 2.0,3.0, and . These ratios correspond to composition values of pc / (pc + pw) =1/(1+ pw tyc) of 0, 1/3, 1/2, 2/3, 3/4, and unity. For emissivity calculations at other temperatures and mixture compositions, linear interpolation of the constants is recommended. [Pg.32]

Clouds of Nonblack Particles For nonblack particles, emissivity calculations are complicated by multiple scatter of the radiation reflected by each particle. The emissivity eM of a cloud of gray particles of individual emissivity Ex can be estimated by the use of a simple modification Eq. (5-144), i.e.,... [Pg.35]

Example 12 WSGG Clear plus Gray Gas Emissivity Calculations Methane is burned to completion with 20 percent excess air (50 percent relative humidity at 298 K or 0.0088 mol water/mol dry air) in a furnace chamber of floor dimensions 3 x 10 m and height 5 m. The entire surface area of the enclosure is a gray sink with emissivity of 0.8 at temperature 1000 K. The confined gas is well stirred at a temperature of 1500 K. Evaluate the clear plus gray WSGG constants and the mean effective gas emissivity, and calculate the average radiative flux density to the enclosure surface. [Pg.38]

Equivalent gray plane emissivity calculations for sink ... [Pg.42]

First, the SILAM model (Sofiev et al. 2006) was applied in adjoint mode to identify the potential sources of pollution. It was found that the aerosol peak of May 2-3 most probably originated from the Nikel metallurgy factory (Kola Peninsula, Russia) located about 200 km north from Varrio (Kaasik et al. 2007). Then the SILAM model was applied in a forward mode comparatively with the ECMWF and HIRLAM (FMI) meteorological datasets EMEP emission data on sulphate and PM, sea salt emissions calculated by SILAM, emission model based on... [Pg.207]

Emission factors established by the EPA are frequently used to estimate total airborne emissions from different types of refinery equipment. These are called AP-42 emission factors. Most AP-42 factors do not provide information about the composition of emissions. The project s measurement program allowed for direct comparison between several measured or inferred emission rates and emissions calculated using these factors. [Pg.347]

However, it is important to re-emphasize that these emission calculations represent lower limit values since the calculations are only based on burning in Kalimantan and Sumatra in 1997. The calculations do not include burning in Java, Sulawesi, Irian Jaya, Sumbawa, Komodo, Flores, Sumba, Timor, and Wetar in Indonesia or in neighboring Malaysia and Brunei. [Pg.2067]

In this equation, is the hemispherical total emissivity, calculated according to (5.66). This gives... [Pg.544]

Unfortunately the electromagnetic theory is only valid under a series of limiting suppositions, so that the emissivities calculated from it frequently differ from reality. Despite this, it provides important, qualitative statements that can be used for the extrapolation from measurements or to estimate for missing data. We will not discuss the electromagnetic theory, see for this [5.4], but will use some of its results in the treatment of emissivities of electrical insulators and electrical conductors (metals). These two material groups differ significantly in their radiation behaviour. [Pg.545]


See other pages where Emission calculation is mentioned: [Pg.15]    [Pg.16]    [Pg.238]    [Pg.126]    [Pg.2]    [Pg.312]    [Pg.136]    [Pg.269]    [Pg.109]    [Pg.56]    [Pg.41]    [Pg.16]    [Pg.57]    [Pg.199]    [Pg.366]    [Pg.92]    [Pg.96]    [Pg.36]    [Pg.2067]    [Pg.2068]    [Pg.763]    [Pg.821]    [Pg.254]    [Pg.722]    [Pg.672]    [Pg.673]   


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