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Transferring solution

Figure A3.8.3 Quantum activation free energy curves calculated for the model A-H-A proton transfer reaction described 45. The frill line is for the classical limit of the proton transfer solute in isolation, while the other curves are for different fully quantized cases. The rigid curves were calculated by keeping the A-A distance fixed. An important feature here is the direct effect of the solvent activation process on both the solvated rigid and flexible solute curves. Another feature is the effect of a fluctuating A-A distance which both lowers the activation free energy and reduces the influence of the solvent. The latter feature enliances the rate by a factor of 20 over the rigid case. Figure A3.8.3 Quantum activation free energy curves calculated for the model A-H-A proton transfer reaction described 45. The frill line is for the classical limit of the proton transfer solute in isolation, while the other curves are for different fully quantized cases. The rigid curves were calculated by keeping the A-A distance fixed. An important feature here is the direct effect of the solvent activation process on both the solvated rigid and flexible solute curves. Another feature is the effect of a fluctuating A-A distance which both lowers the activation free energy and reduces the influence of the solvent. The latter feature enliances the rate by a factor of 20 over the rigid case.
Dl = diffusivity of transferring solute in liquid, m /sec If the diffusivity, Dl, needed for use in the above equations is not known, it can be estimated from data or methods given in the Perry s Chemical Engineers, Handbook (Section 14 in 4th Edition or Section 3 in 5th Edition). Note that the calculation of the mass transfer coefficients for a given regime involves only physical properties and is independent of agitation conditions. [Pg.474]

For economy of cost, and to reduce the viscosity (and so improve heat transfer), solutions weaker than eutectic are normally used, provided there is no risk of freezing at the evaporator. [Pg.149]

First, we must consider a gas-liquid system separated by an interface. When the thermodynamic equilibrium concentration is not reached for a transferable solute A in the gas phase, a concentration gradient is established between the two phases, and this will create a mass transfer flow of A from the gas phase to the liquid phase. This is described by the two-film model proposed by W. G. Whitman, where interphase mass transfer is ensured by diffusion of the solute through two stagnant layers of thickness <5G and <5L on both sides of the interface (Fig. 45.1) [1—4]. [Pg.1518]

The temperature at which separations are performed is another variable that can markedly affect separations. Temperatures up to 50 or 60°C often result in improved separations due to decreased viscosity and better mass transfer. Solute stability at these elevated temperatures should be determined prior to use. [Pg.525]

The drawback has been overcome by a technique that effects downward flow of transfer solution by capillary action under alkaline conditions, accomplishing efficient transfer of DNA to either nitrocellulose or plastic membranes in 2.5 hours (C2). [Pg.13]

A. Infrared and Raman — vibrational energy levels Vibration-translation energy transfer, solute-solvent interaction, H -bonds, ion pairs... [Pg.477]

Another inadvertent exposure also occurred on a Friday, but not at Edgewood. The daughter of the Commander at Deseret Station, a small post in Utah, was working as a lab technician for the summer. Shortly before quitting time, while transferring solutions, she accidentally drew in a small amount of BZ solution from a glass pipette. [Pg.139]

The GeMSAEC analyser can be operated either with premeasured volumes of sample and reagent, or with unmeasured but sufficient volumes. In the first case, standard automatic micropipettes can he used to load the rotors. In the second case the equipment must he modified to enable a fixed final volume to be measured and transferred to the cuvette—one way of achieving this is shown in Fig. 2.6. When the rotor is spun, the solution is forced into a transfer tube and any excess of Bquid is drained away the measuring tube is then mechanically turned through 180° and the measured volume dehvered to the cuvette. Alternatively, a series of siphons can be used to measure and transfer solutions as shown in Fig. 2.7. [Pg.36]

The magnitude and sign of the distribution constants and of the thermodynamic functions of the transfered solute to the mixed micelle, when compared with those predicted from the binary systems, indicate that the formation of a mixed micelle between BE and NaDec is a highly favorable event. [Pg.88]

Solvent-elimination approaches include evaporative spray deposition onto infrared-transparent surfaces (141) or reflective surfaces and powders (142, 143). Other approaches include partial evaporation of the mobile phase before spray deposition (144, 145), and continuous liquid-liquid extraction systems that transfer solutes from LC mobile phases to solvents possessing an infrared window (146). Spray systems include both pneumatic and ultrasonic nozzles (147). [Pg.739]

In the previous section (2.1.2) we were concerned with phase transitions between liquid and vapor and discussed the various techniques for effecting such changes. In this section we will look at transferring solute components from one liquid phase to a second liquid phase. This technique is referred to as liquid-liquid extraction (LLE). The main restriction on this separation technique is that the two phases must be immiscible. By immiscible liquids we mean two liquids which are completely insoluble in each other. A little reflection will reveal it is very difficult to have two liquids that are mutually insoluble. If such a system were achievable, then the total pressure, P, of the system would be defined by. [Pg.53]

Using glass cuvettes, measure the absorption spectrum of each fraction from 400 to 700 nm. A cuvette containing acetone should be used as reference. A Pasteur pipet may be used to transfer solutions to and from the cuvette. After all spectra have been obtained, dispose of the acetone solutions in the waste organic container in the laboratory. [Pg.341]

Weigh out 6.81 g monobasic potassium phosphate and quantitatively transfer to a 1-liter beaker with water. Add additional water to 900 ml and stir. Adjust pH to 2.40 with concentrated phosphoric acid. Quantitatively transfer solution to a 1-liter volumetric flask and bring to volume with water. Filter through a 0.45- im filter. Store up to 1 month at room temperature (-23 °C). [Pg.1125]

Transfer solution to volumetric flask and bring to 100 mL with bottled distilled water. [Pg.31]

Fiveland, W. A. and Jamaluddin, A. S. (1991). Three-Dimensional Spectral Radiative Heat Transfer Solutions by the Discrete-Ordinate Method. J. Thermophysics, 5, 335. [Pg.161]

A last note about the continuous phase is the fact that it must completely immerse the packing section where the mixing of the two phases takes place. The inner phase between the two liquid phases is therefore to be near the extractor column s dispersed-phase outlet. The extract stream, having gained the transferred solute, exits the column at the opposite end from where the raffinate stream exits. The raffinate stream is the inlet feed stream containing the extracted solute. [Pg.280]

FIGURE 5.19 The H-filter cartridge was constructed on a polyester chip for blood cell removal. The inset illustrates the diffusive mass transfer. First, to prime the device (1) the pneumetic valve V2 was closed and blood sample placed in PI was pumped (via SI) to fill SL up to V2, and the receiver solution placed in P2 was pumped (via S2) to fill RL up to HI. (2) Then V2 is opened (VI is closed), the blood sample was pumped to reach HI (the start of the H-filter, see inset), and receiver solution was pumped from HI to H2, and the waste loop (WL) was back-filled (via S3) to H2. Second, to start the process of solution flow and diffusive mass transfer, solution pushing (via SI and S2) and pulling (via S3) was carried out. The products went to PR and blood cells (which diffused to a less extent) went straight to WL [596]. Reprinted with permission from Elsevier Science. [Pg.138]

HPLC Transfer solution from flask Absorption (skin) <5 min Low Nitrile double gloves, Tyvek sleeves (see previous... [Pg.396]

Neodymium carrier 10 mg Nd3+/mL. Dissolve 6.38 g of Nd203 in a beaker with 10 mL of concentrated nitric acid heat if necessary. Transfer solution to flask and dilute to 250 mL with de-ionized water. If neodymium nitrate or neodymium chloride is available, the carrier may be prepared from one of these salts, with the weight of salt recalculated to match the chemical formula. [Pg.53]

When molecular diffusion acts alone to transfer solute, we have Dr = D, which leads to... [Pg.196]

The calibrated, glass feed tank has a diameter of 102 mm and a capacity of 4.5 L. Solutions can be added to the tank via two routes first, vacuum can be applied to the tank to motivate transfer of adjusted feed solution from the feed adjustment evaporator and secondly, pressurized transfer of solution can be made from the eluent addition tank. A tantalum diaphragm pump is used to transfer solutions from the feed tank to the top of the ion exchange column. Flow rates are controlled by cycling vacuum and pressure against the diaphragm at a selected frequency a discharge pressure of up to 200 kPa can be achieved. [Pg.150]

The phenomenon was explained by Mulliken1 in 1952 [1] these 1 1 "charge-transfer" solution complexes have ground-state wavefunctions ij/G and excited-state wavefunctions i// which are (a) linear combinations of the unperturbed wavefunctions (j)o of the neutral donor D and the neutral acceptor A and (b) linear combinations of the ionic state wavefunctions 4>ct of the donor cation D+ and the acceptor anion A-, as follows ... [Pg.782]


See other pages where Transferring solution is mentioned: [Pg.86]    [Pg.64]    [Pg.354]    [Pg.361]    [Pg.161]    [Pg.70]    [Pg.207]    [Pg.19]    [Pg.140]    [Pg.303]    [Pg.13]    [Pg.311]    [Pg.107]    [Pg.118]    [Pg.354]    [Pg.361]    [Pg.450]    [Pg.451]    [Pg.451]    [Pg.105]    [Pg.647]    [Pg.257]    [Pg.171]    [Pg.286]    [Pg.423]    [Pg.14]    [Pg.256]   
See also in sourсe #XX -- [ Pg.18 ]




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Advantages Direct solute transfer

Algebraic solutions transfer

Aqueous solution charge-transfer

Bimolecular Proton Transfer in Solution

Boundary Layer Solution of the Mass Transfer Equation

Boundary Layer Solution of the Mass Transfer Equation Around a Gas Bubble

Charge transfer in solution

Computer Simulations of Proton Transfer in Proteins and Solutions

Computer Solution of Heat-Transfer Problems

Dilute solutions mass-transfer coefficients

Dynamics Simulations of Proton Transfer Reactions in Solution

Electron Energy Transfer between Organic Molecules in Solution (Wilkinson)

Electron Transfer Luminescence in Solution (Zweig)

Electron Transfer in Homogeneous Solutions

Electron transfer in solution

Electron transfer reactions in solution

Electron transfer solution

Electron-Transfer in Aqueous Solution

Electronic Energy Transfer between Organic Molecules in Solution (Wilkinson)

Energy Profile of Proton Transfer to a Hydride Ligand in Solution

Energy Transfer in Solution

Equation of Radiative Transfer Formal Solution

Eutectic-forming mixtures, solute transfer

Exact Solutions of Linear Heat and Mass Transfer Equations

General Consideration of the Electron Transfer Process in Solution

Graphical Solution to Heat Transfer Coefficient

Heat transfer equation solutions

Heat transfer exact solutions

Heat transfer model solution procedure

Homogenous solution transfer

ISM as a criterion for solute-driven electron transfers

Interface between two immiscible electrolyte solutions ion transfer

Leaching tests solute transfer

Leveque solution, mass transfer

Mass transfer equation solutions

Mass transfer full solution

Mass transfer model, solution

Mass transfer steady-state solutions

Mass transfer unsteady-state solutions

Mediators, electron transfer bridges solution species

Numerical Solution for Heat Transfer in a Rectangle

Numerical solutions including transfer calculation

Numerical solutions mass transfer model equations

Overall solute-transfer coefficient

Polymeric transfer reagents solution

Proton Transfer Reactions of Simple and Aryl Nitroalkanes in Solution

Proton Transfer to a Hydride Ligand in Solution Experimental Observation of Intermediates

Proton transfer in aqueous solution

Proton transfers solution

Proton-Transfer Rates in Solution

Radiative transfer equation solutions

Similarity solutions heat transfer

Solid solution charge transfer

Solid solutions strain versus electron transfer

Solute Diffusion and Mass-Transfer Coefficients

Solute Transfer across Dialyzing Membranes

Solute mass transfer

Solute mass-transfer coefficient

Solute transfer

Solute transfer in zone refining

Solute transfer rate

Solutes Can Transfer and Partition

Solution of Parabolic Partial Differential Equations for Heat Transfer

Solution of nth-Degree Polynomials and Transfer Functions

Solution of the transfer equation for

Solution polymerization chain transfer

Solution reactivity properties electrode transferal

Solution transfer

Solution-based photoinduced electron transfer

Solutions and charge-transfer complexes

Specific Solute-Solvent Interactions and Proton Transfer Reactions

The Analogy with Single-Solute Mass Transfer

Transfer Solution - Paper (PC) - TLC

Transfer units concentrated solutions

Transferring solute reacts

Ultrafast electron transfer solutions

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