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Mean concentration

We start with a simple example the decay of concentration fluctuations in a binary mixture which is in equilibrium. Let >C(r,f)=C(r,f) - be the concentration fluctuation field in the system where is the mean concentration. C is a conserved variable and thus satisfies a conthuiity equation ... [Pg.720]

There is a temptation when analyzing data to plug numbers into an equation, carry out the calculation, and report the result. This is never a good idea, and you should develop the habit of constantly reviewing and evaluating your data. For example, if analyzing five samples gives an analyte s mean concentration as 0.67 ppm with a standard deviation of 0.64 ppm, then the 95% confidence interval is... [Pg.81]

In the most recent and comprehensive study, 230 measurements from 11 sampling points along 225 km of the Rhine and adjoining rivers were made over a period of one year (1991—1992). The concentration of DEHP found varied from 0.11 to 10.3 )-lg/L the latter value is unusually high as evidenced by the mean concentration of only 0.82 )-lg/L (55). [Pg.132]

This solution describes a plume with a Gaussian distribution of poUutant concentrations, such as that in Figure 5, where (y (x) and (y (x) are the standard deviations of the mean concentration in thejy and directions. The standard deviations are the directional diffusion parameters, and are assumed to be related simply to the turbulent diffusivities, and K. In practice, Ct (A) and (y (x) are functions of x, U, and atmospheric stability (2,31—33). [Pg.380]

The subscripts have the foUowiag significance / iadicates the log-mean concentration ia the depletion compartments k iadicates the log-mean concentration ia the enrichment compartments. [Pg.175]

A. Laminar, vertical wetted wall column Ws/, 3.41 — D 5fa (first term of infinite series) [T] Low rates M.T Use with log mean concentration difference. Parabolic velocity distribution in films. [Pg.607]

T] h = distance between plates. Use log mean concentration difference. [Pg.609]

E] Use with log mean concentration difference at two ends of tube. [Pg.609]

A. Solid particles suspended in agitated vessel containing vertical baffles, continuous phase coefficient -2 + 0.6Wi f,.Wi D Replace Osi p with Vj = terminal velocity. Calculate Stokes law terminal velocity [S] Use log mean concentration difference. Modified Frossling equation K, -< T.d,P. [97] [146] p.220... [Pg.616]

E. Solid particles with significant density difference Ns, = = 2 + 0.44( YnV" [E] Use log mean concentration difference. Nsi, standard deviation 11.1%. i>sijp calculated by methods given in reference. [118]... [Pg.616]

Names of substances, or their concentrations Free radical, as CH Concentration of substance A Initial mean concentration in vessel... [Pg.682]

Some values of mean concentration ratio C/Cq of first- and second-order reactions obtained with Eq. (7-112) are ... [Pg.705]

Concenti ation The main special lands are Cg, that of the effluent from a vessel with impulse input of tracer = m/V,., the initial mean concentration resulting from impulse input of magnitude m C, that of the effluent from a vessel with a step input of magnitude Cy. [Pg.2082]

Initial mean concentration with impulse input. [Pg.2082]

The chief quantities based on tracer tests are summarized in Table 23-4. Effluent concentrations resulting from impulse and step inputs are designated Cg and C , respectively. The initial mean concentration resulting from an impulse of magnitude m into a vessel of volume is C = mfVr- The mean residence time is the ratio of the vessel volume to the volumetric flow rate, t = V fV or t = jo tCg dt/jo Cg dt. The reduced time is t = t/t. [Pg.2083]

Laminar or power law velocity distribution in which the linear velocity varies with radial position in a cylindrical vessel. Plug flow exists along any streamline and the mean concentration is found by integration over the cross section. [Pg.2083]

With an impulse input of magnitude m or an initial mean concentration C = mlVr, the material balance is... [Pg.2084]

Two concentration ranges are given for most substances. The low range is approximately 1 %-l 5% of the TLV and the high range 1 5%-200% TLV. The user should select from these two ranges the expected mean concentration. [Pg.329]

C) and Cgm denote the mean concentration in the occupied zone, concentration at a given point P, the mean concentration in the room, and the concentration at the outlet, respectively. To numerically simulate these parameters, the velocity field is first computed. Then a contaminant source is introduced at a cell (or cells) of a region to be studied, and the transport equation for contaminant C is solved. The transport equation for C is... [Pg.1046]

Turbulent eddies larger than the cloud size, as such, tend to move the cloud as a whole and do not influence the internal concentration distribution. The mean concentration distribution is largely determined by turbulent motion of a scale comparable to the cloud size. These eddies tend to break up the cloud into smaller and smaller parts, so as to render turbulent motion on smaller and smaller scales effective in generating fluctuations of ever smaller scales, and so on. On the small-scale side of the spectrum, concentration fluctuations are homogenized by molecular diffusion. [Pg.49]


See other pages where Mean concentration is mentioned: [Pg.123]    [Pg.181]    [Pg.381]    [Pg.132]    [Pg.88]    [Pg.176]    [Pg.176]    [Pg.607]    [Pg.608]    [Pg.608]    [Pg.609]    [Pg.609]    [Pg.611]    [Pg.611]    [Pg.611]    [Pg.612]    [Pg.616]    [Pg.616]    [Pg.2069]    [Pg.2082]    [Pg.239]    [Pg.308]    [Pg.23]    [Pg.29]    [Pg.764]    [Pg.398]    [Pg.1228]    [Pg.49]    [Pg.50]   
See also in sourсe #XX -- [ Pg.222 ]

See also in sourсe #XX -- [ Pg.226 ]




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