Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Transport parameter composition

In a permeation experiment, an HERO module with a membrane area of 200 m is used to remove a nickel salt from an electroplating wastewater. TTie feed to the module has a flowrate of 5 x IQ— m /s, a nickel-salt composition of 4,(X)0 ppm and an osmotic pressure of 2.5 atm. The average pressure difference across the membrane is 28 atm. The permeate is collected at atmospheric pressure. The results of the experiment indicate that the water recovery is 80% while the solute rejection is 95%. Evaluate the transport parameters Ay and (D2u/KS). [Pg.271]

The use of sterlo parameters such as and of methods such as the branching equations to represent sterlo effects on bio-activity Is Justified. Transport parameters are composite they are a function of differences In Intermolecular forces. The function of bulk and area parameters Is to provide the proper mix of Intennol-eoular forces required by a particular mode of bloaotlvlty. In the absence of parabolic or bilinear behavior bloactlv-Ity can be modeled by an equation based on Intermolecular forces and steric effects. [Pg.247]

A given transport parameter has a fixed composition of Imf The existence of electrical effect teras In Equation 39 does not necessarily mean that they are due to Step 3 of the bloactlvlty model 13ie electrical effects observed may also be due to Imf Involved In Steps 1 and 2 ... [Pg.273]

It is quite true that colllnearity is frequently a problem in these correlations. Furthermore, our present model of intermoleoular forces seems less effective when substituents are bonded to aromatic skeletal groups than when they are bonded to aliphatic groups. Ihe model is probably in need of Improvement. Nevertheless. the composite nature of transport parameters seems certain. Less certain but very likely is the conclusion that the composition of transport parameters varies with the type of quantity (partition coefficient. solubility, chromatographic retention indes . ..) and the structure of the parent compound of a set. [Pg.276]

The results lead to the conclusion that a transport parameter such as log P or is a composite quantity and is a function of intermolecular forces. If this is the case, it follows that log P or may not always have a suitable composition for modeling a particular case of bioactivity. The dependence of bioactivity on Aimf should vary with the nature of the membrane to be crossed and with the nature of the receptor site to which the bioactive substance is to bind. The receptor site consists of some region on a biopolymer which is characterized by a gross shape and by some number of atoms and groups of atoms which constitute its surface. [Pg.116]

The transport parameters and the specific heat of the system are considered to be independent of temperature and composition. Average values are used for these parameters and the ratio of Schmidt to Prandtl number is taken as unity throughout the system. [Pg.118]

A dynamic model for on-line estimation and control of a fixed bed catalytic reactor must be based on a thorough experimental program. It must be able to predict the measured experimental effects of the variation of key variables such as jacket temperature, feed flow rate, composition and temperature on the dynamic behaviour of the reactor this, in turn, requires the knowledge of the kinetic and "effective" transport parameters involved in the model. [Pg.109]

Fig. 43. Simultaneous fit to four polarization curves for a PEFC with 300 pm thick backing layer and 7.5 pm-thick catalyst layer. Different cathode feed stream compositions are used and a simultaneous fit is demanded using the same physical and transport parameters for the backing layer and the catalyst layer [100]. (Reprinted by permission of the Electrochemical Society). Fig. 43. Simultaneous fit to four polarization curves for a PEFC with 300 pm thick backing layer and 7.5 pm-thick catalyst layer. Different cathode feed stream compositions are used and a simultaneous fit is demanded using the same physical and transport parameters for the backing layer and the catalyst layer [100]. (Reprinted by permission of the Electrochemical Society).
Polysulfone membranes were prepared from 12.5, 13.75, and 15% (wt. %) polysulfone solution in dimethylformamide and formed on the surface of porous, sintered polymethyl methacrylate bars. An effective surface of each membrane was 49.2 cm. The effect of some casting parameters (composition and the temperature of the casting solution, time of solvent evaporation) and the pressure applied on the transport and separation properties of the membranes were analyzed. The experiments were carried out in a 1.2 dm pressure apparatus with continuous circulation of the permeate between feeding tank and the apparatus. It was found that membranes cast from 12.5% polysulfone solution of a temperature of 298 K with no solvent evaporation displayed the best properties. After 160 hours of operation at 0.18 MPa, the membranes in question showed an ability of a 97 to 99% rejection of 781.2 molecular-weight dye. The volume flux of the dye solution varied from 0.6 to 0.8m /m per day. [Pg.387]

Polymers I-VI were deposited on polysulfone (PSF) and polyamide (PA) hollow fibers according to the technique [6]. Gas transport parameters of the prepared composite membranes for the pair C4H10/CH4 have been measured. The results are presented in Table 1. [Pg.995]

Today two models are available for description of combined (diffusion and permeation) transport of multicomponent gas mixtures the Mean Transport-Pore Model (MTPM)[21,22] and the Dusty Gas Model (DGM)[23,24]. Both models enable in future to connect multicomponent process simultaneously with process as catalytic reaction, gas-solid reaction or adsorption to porous medium. These models are based on the modified Stefan-Maxwell description of multicomponent diffusion in pores and on Darcy (DGM) or Weber (MTPM) equation for permeation. For mass transport due to composition differences (i.e. pure diffusion) both models are represented by an identical set of differential equation with two parameters (transport parameters) which characterise the pore structure. Because both models drastically simplify the real pore structure the transport parameters have to be determined experimentally. [Pg.133]

The next step the modeller faces is the determination of all physico-chemical parameters and the suitable correlations for computing their changes with the variations in composition, temperature and pressure at different points in the reactor (in general axially and radially) and also along the depth of the catalyst pellets. These parameters include physical parameters such as specific heats, densities, viscosities etc. transport parameters such as diflfusivities and thermal conductivities kinetic parameters as discussed earlier as well as thermodynamic parameters such as equilibrium constants and heats of reactions. [Pg.275]

Transport parameters, sorption parameters, including the composite Freundlich sorption isotherm, initial pool sizes, root uptake kinetics as well as root hair parameters were measured for the experimental conditions of the... [Pg.405]

The transport parameters, although well known for common photovoltaic materials, are determined by transient measurements on doped semiconductor samples of known composition (for example, from time of flight measurements of mobility, Tn from time resolved photoluminescence). [Pg.448]

We now consider those liquid alloys for which the transport parameters are definitely outside the range characteristic of metals for at least for some compositions. We can refer to such alloys as true liquid semiconductors because they exhibit most of the properties which characterise conventional solid semiconductors. [Pg.407]

All of the equations from (27.16) to (27.19) dealing with effect of temperature are used to calculate for describing the liquids, vapours and gases when they pass through various rubber types such as the pristine NR or composite system. That means the temperature is one of most effect factors on diffusion and transport parameters. Many have been concluded... [Pg.818]

An extension of the macrohomogeneous model, which takes into account the dependence of transport parameters on CCL composition, has recently been developed by Eikerling (2006). The model includes the dependence of species diffusivity on pore size distribution and incorporates a model of water management. [Pg.82]

It should be especially noted that the membrane transport parameters A, Dj Kj /6)h and k, and the cell layer geometry parameters V and 5, define the membrane reactor system, and the reactor performance can be calculated for a given cell growth rate under a set of operating conditions. All necessary parameters are listed in Table I [285]. They were obtained either from the literature [283], [284] or from experiments. As for the osmotic pressure, it must be a complicated function of the solution composition, since the solution involves a mixture of solutes, including substrate glucose, several nutrients, and product... [Pg.332]

An HFRO module with a membrane area of 300 is used to lemove methyl ethyl ketone (MEK) from wastewater. The feed to the module has a flowrate of 9 x 10 m /s, an MEK composition of 9500 ppm, and an osmotic pressure of 5.2 atm. The avet pressure difference across the membrane is SO atm. The permeate iscollectedatehnospheric pressure. The water recovery for the module is 86%, and the solute rejection is 98%. Evaluate the transport parameters <4 y and ( )2m/KS). [Pg.281]

IIJI Urea is removed from wastewater using a thin-film poiysulfone leverse-osmosis membrane. When pure water was fed to the module under 68 atm., a permeate flux of 0.81 rni /m day was obtained. For a feed pressure of 68 atm and a feed composition of I wt/wt% of urea, it was found that the membrane provides a permeate flux of 0.36 m /m day and a solute rejection of 85% (Matsuura, 1994). Evalume the transport parameters Ay and (D2 /KS) as well as the water recovery of the system. [Pg.281]

To implement the polymerization and copolymerization of various silacyclobu-tanes, we used catalysis by the propene complex of Pt, which was prepared by heating Speier s catalyst directly in the reaction ampoule before the experiment [21, 32]. In addition, the propene complex of Pt allowed one to achieve high yields of high-molecular-weight polymers of MSCBs carrying two phenyldimethylsilyl-methyl substituents and carbazolyl and diphenyl oxide moieties in substituents [23]. At 7-15°C, the propene Pt-complex made it possible to prepare random soluble copolymers of diallylsilacyclobutane and tetramethyldisilacyclobutane of various compositions [21, 32], In those works, gas transport parameters of copolymers of dimethylsila- and tetramethyldisilacyclobutanes were studied. [Pg.122]


See other pages where Transport parameter composition is mentioned: [Pg.276]    [Pg.276]    [Pg.281]    [Pg.207]    [Pg.592]    [Pg.140]    [Pg.248]    [Pg.96]    [Pg.130]    [Pg.82]    [Pg.96]    [Pg.452]    [Pg.655]    [Pg.151]    [Pg.428]    [Pg.252]    [Pg.1665]    [Pg.240]    [Pg.289]    [Pg.182]    [Pg.184]    [Pg.176]   
See also in sourсe #XX -- [ Pg.273 ]




SEARCH



Composite parameters

© 2024 chempedia.info