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Interface atmospheric input

Net sedimentation is defined as the flux of material incorporated into the permanent sediment record. 210Pb and 137Cs geochronologies indicate a mass sedimentation rate of 103 g/m2 per year for profundal sediments in Little Rock Lake. By using the mean Hg concentration (118 ng/g) in the top 1-cm slice of our bulk sediment profile, we estimated an annual net sedimentation of 12 xg of HgT/m2 per year. This net accumulation rate is similar to the calculated atmospheric input rate of about 10 xg/m2 per year (18, 19). Additionally, gross deposition rates (from sediment traps) exceeded these estimates by about a factor of 3 this rate suggests substantial internal recycling of material deposited at the sediment-water interface in this lake. [Pg.441]

Figures 10.9S(a,b) show isopleths calculated between (a) corium and siliceous concrete and (b) corium and limestone concrete. Comparison between experimental (Roche et al. 1993) and calculated values for the solidus are in reasonable agreement, but two of the calculated liquidus values are substantially different. However, as the solidus temperature is more critical in the process, the calculations can clearly provide quite good-quality data for use in subsequent process simulations. Solidus values are critical factors in controlling the extent of crust formation between the melt-concrete and melt-atmosphere interface, which can lead to thermal insulation and so produce higher melt temperatures. Also the solidus, and proportions of liquid and solid as a function of temperature, are important input parameters into other software codes which model thermal hydraulic progression and viscosity of the melt (Cole et al. 1984). Figures 10.9S(a,b) show isopleths calculated between (a) corium and siliceous concrete and (b) corium and limestone concrete. Comparison between experimental (Roche et al. 1993) and calculated values for the solidus are in reasonable agreement, but two of the calculated liquidus values are substantially different. However, as the solidus temperature is more critical in the process, the calculations can clearly provide quite good-quality data for use in subsequent process simulations. Solidus values are critical factors in controlling the extent of crust formation between the melt-concrete and melt-atmosphere interface, which can lead to thermal insulation and so produce higher melt temperatures. Also the solidus, and proportions of liquid and solid as a function of temperature, are important input parameters into other software codes which model thermal hydraulic progression and viscosity of the melt (Cole et al. 1984).
Some of the CO2, N2 and N2O gases produced within the Bay and included in this term are carried offshore dissolved in the water rather than actually exchanged across the air-water interface in the Bay. Hydrocarbon loss includes volatilization and respiration. If allocthonous DOC is carried conservatively through the Bay, the offshore loss would rise to about 27 % of input and the flux to the atmosphere would fall to 73 %. [Pg.114]

The circulation of water in the Arctic Basin is a complex system of cycles and currents with different scales. Block HB simulates the dynamics of Arctic Basin water by the system of sub-blocks presented in Figure 6.2. The water dynamics in 2 is presented by flows between compartments Eijk. The directions of water exchanges are represented on every level zk = z0 + (k — 1 )A k according to Aota et al. (1992) in conformity with the current maps assigned as SSMAE input. The external boundary of 2 is determined by the coastline, the sea bottom, the Bering Strait, the southern boundary of the Norwegian Sea, and the water-atmosphere interface. [Pg.372]

We can attempt to apply the same type of model to the H2S data, however there are two additional unknown factors involved. First, we do not have a measurement of the sea surface concentrations of H2S. Second, the piston velocity of H2S is enhanced by a chemical enrichment factor which, in laboratory studies, increases the transfer rate over that expected for the unionized species alone. Balls and Liss (5Q) demonstrated that at seawater pH the HS- present in solution contributes significantly to the total transport of H S across the interface. Since the degree of enrichment is not known under field conditions, we have assumed (as an upper limit) that the transfer occurs as if all of the labile sulfide (including HS ana weakly complexed sulfide) was present as H2S. In this case, the piston velocity of H2S would be the same as that of Radon for a given wind velocity, with a small correction (a factor of 1.14) for the estimated diffusivity difference. If we then specify the piston velocity and OH concentration we could calculate the concentration of H2S in the surface waters. Using the input conditions from model run B from Figure 4a (OH = 5 x 106 molecules/cm3, Vd = 3.1 m/day) yields a sea surface sulfide concentration of approximately 0.1 nM. Figure S illustrates the diurnal profile of atmospheric H2S which results from these calculations. [Pg.345]

Using the electrochemical impedance method, Freire et al. [9] studied the effect of Nafion membranes with different thicknesses under different operating conditions. Their fuel cells had an active area of 1 cm2 and were operated with H2/02 at atmospheric pressure. Four different Nafion membranes, 117, 115, 1135, and 112, with average thicknesses of 175, 125, 80, and 50 pm, respectively, were used in their study. The impedance measurements were carried out using a Solartron 1250 frequency analyzer with a Solartron 1286 electrochemical interface in the potentiostatic mode. The input signal had an amplitude of 10 mV. [Pg.276]

The development of these modelling systems is usually focused on the scientific and technical features of emission, atmospheric flow and pollutant dispersion models, while comparatively little attention is devoted to the connection of different models. Meteorological and AQ models often employ different coordinate systems and computational meshes. In principle, interfaces should simply solve this grid system mismatch to connect MetMs output and AQ models input with minimum possible data handling. [Pg.99]

PCB inputs into aquatic and marine reservoirs are predominantly from wet and dry deposition and from the recycling of sediment-sorbed PCBs into the water column. Eisenreich et al. (1983) demonstrated for the Great Lakes water column that the concentration of PCBs is elevated at both the air/water and water/ sediment interfaces as a result of inputs from the atmosphere and sediments, respectively. In addition, Eisenreich et al. (1992) estimated that the upper Great Lakes receive the majority of the total inputs from... [Pg.538]

Recycling of PCBs, due to volatilization of PCBs from the water column and subsequent release of PCBs from the sediments, occurs when inputs from the atmosphere decrease (Achman et al. 1996 Sanders et al. 1996). The process of recycling tends to increase with higher PCB solubility (Sanders et al. 1996). There are several mechanisms by which PCBs can exchange between the sediment bed and the overlying water. For example, PCBs dissolved or associated with colloidal particles can exchange across the sediment-water interface by diffusive and/or advective processes (Berner 1980 Formica et al. 1988). [Pg.539]

Sources contributing to the composition of inorganic aerosols near the ocearir-atmosphere interface are the oceans themselves, continental dust, volcanic ash, atmospheric production of particulates, and, to lesser extents, human activity and extraterrestrial inputs. Characteristic elements and elemental ratios can be used to determine some of these sources and detect ion fractionation at the sea-air interface. Rain water chemistry is not always simply related to that of the marine aerosol. [Pg.17]

Fig. 4.53. Biogeochemical cycle of Si on the ECS shelf (xlO mol/yr). River inputs, Fr atmospheric deposition, Fa net deposition of BSi in sediments, Fb BSi gross production, Fp(gi.oss) silicate flux recycled in the surface layer, FD(surface> BSi flux exported toward the deep layer, FE(export) silicate flux recycled in the deep layer, FD(deep) j silicate flux transferred from the deep layer to the surface layer, F p silicate flux at the sediment-water interface, F fbentWc) BSi flux that reaches the sediment-water interface, s(rain) silicate input through the Taiwan Strait water, Ftsw, and Kuroshio water, Fkw offehore transport of sihcate, Fsmw (Liu et al., 2005) (With permission from Marine Ecology Progress Series)... Fig. 4.53. Biogeochemical cycle of Si on the ECS shelf (xlO mol/yr). River inputs, Fr atmospheric deposition, Fa net deposition of BSi in sediments, Fb BSi gross production, Fp(gi.oss) silicate flux recycled in the surface layer, FD(surface> BSi flux exported toward the deep layer, FE(export) silicate flux recycled in the deep layer, FD(deep) j silicate flux transferred from the deep layer to the surface layer, F p silicate flux at the sediment-water interface, F fbentWc) BSi flux that reaches the sediment-water interface, s(rain) silicate input through the Taiwan Strait water, Ftsw, and Kuroshio water, Fkw offehore transport of sihcate, Fsmw (Liu et al., 2005) (With permission from Marine Ecology Progress Series)...
It is obvious from the history of TG-MS [393] that the interface is of crucial importance, fulfils several functions and poses several problems. It operates simultaneously as a gas-input system for the mass analyser and (usually) as a pressure reduction system. Within the interface, conditions are converted from the high temperature and (usually) atmospheric pressure of TG to the room temperature and (usually) high-vacuum conditions in the mass analyser. Both the temperature and geometry of the interface region influence the coupling. The main aspects of the flow in the thermobalance, relevant to hyphenated techniques, are understood. [Pg.201]


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See also in sourсe #XX -- [ Pg.209 , Pg.310 , Pg.311 , Pg.479 , Pg.483 ]




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Atmospheric inputs

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