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Solutions solution concentrations

PL PVC Q RPC S SM SP SDS SDS-PAGE TEAE TAM Ve V0 vs Vt X y reversible complex ptotein-ligand poly vinyl chloride quaternary amine reverse phase chromatography Sulfonate Sulfomethyl Sulfopropyl sodium dodecyl sulphate sodium dodecyl sulphate - polyacrylamide gel electrophoresis Triethylaminoethyl Trimethylaminomethyl elution volume interstitial volume of the porous matrix total solvent volume within the pores total column volume solute concentration in the original solution solute concentration in the extract... [Pg.547]

Note that the description of a solution s composition may not accurately reflect the true chemical nature of the solution. Solution concentration is always given in terms of the form of the solute before it dissolves. For example, consider 1.0 liter of a solution labeled as 1.0 M NaCl. This solution was prepared by dissolving 1.0 mole of solid NaCl in enough water to make 1.0 liter of solution. The label 1.0 M does not mean that the solution contains 1.0 mole of NaCl units. Actually, the solution contains 1.0 mole of Na+ ions and 1.0 mole of CP ions. [Pg.94]

The solute solution concentration has been demonstrated to influence DRV encapsulation efficiency differently, depending on the solute. As an example, although glucose and CF entrapment values were found to decrease with increasing solute solution concentration, the same was not found true for encapsulation of sodium chloride and potassium chloride (1). For CF, best encapsulation yields in DRVs are demonstrated when a 17 mM solution in a tenfold dilution of an isotonic PBS buffer, is used. The ionic strength of the buffer used to dissolve the solute added at this step, should be at least 10 times less than that of the buffer used for DRV dilution after the hydration step (see below) in order to reduce material losses, due to osmotic activity of liposomes. [Pg.72]

Alternative methods of determining exist. In one method (86) particulate polymer Is stirred In a closed container which contains a dilute A-B solution. The change In free solution solute concentration monitored over a period of time Indicates the magnitude of the solute-polymer Interaction and yields a value of... [Pg.62]

Tables 24 and 25 contain intrinsic and low-T mass transfer diffusion data under liquids. No high-T masstransfer data were available. Most solvents inclnde H2O, and in some cases include a solid solute. Solute concentrations are reported by molarity an aqneons solvent shonld be assnmed if not listed explicitly. All experiments were performed either at room temperatnre or at a small range of T near T , consequently, most yielded only D. In order to estimate we assnmed a valne for D° nsing the average value obtained from low-T, mass transfer diffusion of metals in vacuum. More than half of the mass transfer data are connected with diffusion of organic compounds on oxides measured using fluidized bed chromatography. Tables 24 and 25 contain intrinsic and low-T mass transfer diffusion data under liquids. No high-T masstransfer data were available. Most solvents inclnde H2O, and in some cases include a solid solute. Solute concentrations are reported by molarity an aqneons solvent shonld be assnmed if not listed explicitly. All experiments were performed either at room temperatnre or at a small range of T near T , consequently, most yielded only D. In order to estimate we assnmed a valne for D° nsing the average value obtained from low-T, mass transfer diffusion of metals in vacuum. More than half of the mass transfer data are connected with diffusion of organic compounds on oxides measured using fluidized bed chromatography.
Fig. 9-165. Separation of alkaline-earth metals in a meat seasoning. -Separator column lonPac CS3 eluant 30 mmol/L HCl + 5 mmol/L 2,3-diaminopropionic acid flow rate 1 mL/min detection suppressed conductivity injection 50 pL of a 1 25 diluted 1% solution solute concentrations 134 mg/L magnesium (1) and 258 mg/L calcium (2). Fig. 9-165. Separation of alkaline-earth metals in a meat seasoning. -Separator column lonPac CS3 eluant 30 mmol/L HCl + 5 mmol/L 2,3-diaminopropionic acid flow rate 1 mL/min detection suppressed conductivity injection 50 pL of a 1 25 diluted 1% solution solute concentrations 134 mg/L magnesium (1) and 258 mg/L calcium (2).
It can be seen from eq. 4.9 that absorbance is dimensionless. The absorbance is related to the concentration of the solution by the Beer-Lambert law (eq. 4.10) where e is the molar extinction (or absorption) coefficient of the dissolved sample. The extinction coefficient is a property of the compound and is independent of concentration for dilute solutions. Solution concentrations of the order of 10 moldm are typical, giving absorbance values <3. [Pg.105]

Addition of acid will reduce the concentration of ", whilst in alkaline solution the concentration of will increase. Since, in order for precipitation to occur, the solubility product of the sulphide must be exceeded, i.e. [Pg.107]

Note that in liquid phase chromatography there are no detectors that are both sensitive and universal, that is, which respond linearly to solute concentration regardless of its chemical nature. In fact, the refractometer detects all solutes but it is not very sensitive its response depends evidently on the difference in refractive indices between solvent and solute whereas absorption and UV fluorescence methods respond only to aromatics, an advantage in numerous applications. Unfortunately, their coefficient of response (in ultraviolet, absorptivity is the term used) is highly variable among individual components. [Pg.27]

For dilute solutions, solute-solute interactions are unimportant (i.e., Henry s law will hold), and the variation of surface tension with concentration will be linear (at least for nonelectrolytes). Thus... [Pg.82]

The surface tension of an aqueous solution varies with the concentration of solute according to the equation y = 72 - 350C (provided that C is less than 0.05Af). Calculate the value of the constant k for the variation of surface excess of solute with concentration, where k is defined by the equation V = kC. The temperature is 25°C. [Pg.94]

The extensive use of the Young equation (Eq. X-18) reflects its general acceptance. Curiously, however, the equation has never been verified experimentally since surface tensions of solids are rather difficult to measure. While Fowkes and Sawyer [140] claimed verification for liquids on a fluorocarbon polymer, it is not clear that their assumptions are valid. Nucleation studies indicate that the interfacial tension between a solid and its liquid is appreciable (see Section K-3) and may not be ignored. Indirect experimental tests involve comparing the variation of the contact angle with solute concentration with separate adsorption studies [173]. [Pg.372]

Fig. XI-1. Adsorption kinetics for C g alkanoic acids adsorbing onto alumina for various solution concentrations from Ref. 36. Lines are the fit to Eq. XI-IS. Fig. XI-1. Adsorption kinetics for C g alkanoic acids adsorbing onto alumina for various solution concentrations from Ref. 36. Lines are the fit to Eq. XI-IS.
Referring to Section XI-6B, the effect of the exclusion of coions (ions of like charge to that of the interface) results in an increase in solution concentration from rq to Rq. Since the solution must remain electrically neutral, this means that the counterions (ions of charge opposite to that of the interface) must also increase in concentration from Ro to Rq. Yet Fig. V-1 shows the counterions to be positively adsorbed. Should not their concentration therefore decrease on adding the adsorbent to the solution Explain. [Pg.421]

However, for more complex fluids such as high-polymer solutions and concentrated ionic solutions, where the range of intemiolecular forces is much longer than that for simple fluids and Nq is much smaller, mean-field behaviour is observed much closer to the critical point. Thus the crossover is sharper, and it can also be nonmonotonic. [Pg.655]

Apart from tliese mainstream metliods enabling one to gain a comprehensive and detailed stmctural picture of proteins, which may or may not be in tlieir native state, tliere is a wide variety of otlier metliods capable of yielding detailed infonnation on one particular stmctural aspect, or comprehensive but lower resolution infonnation while keeping tlie protein in its native environment. One of tlie earliest of such metliods, which has recently undergone a notable renaissance, is analytical ultracentrifugation [24], which can yield infonnation on molecular mass and hence subunit composition and their association/dissociation equilibria (via sedimentation equilibrium experiments), and on molecular shape (via sedimentation velocity experiments), albeit only at solution concentrations of at least a few tentlis of a gram per litre. [Pg.2818]

Industrially. phosphoric(V) acid is manufactured by two processes. In one process phosphorus is burned in air and the phos-phorus(V) oxide produced is dissolved in water. It is also manufactured by the action of dilute sulphuric acid on bone-ash or phosphorite, i.e. calcium tetraoxophosphate(V). Ca3(P04)2 the insoluble calcium sulphate is filtered off and the remaining solution concentrated. In this reaction, the calcium phosphate may be treated to convert it to the more soluble dihydrogenphosphatc. CafHjPOjj. When mixed with the calcium sulphate this is used as a fertiliser under the name "superphosphate . [Pg.246]

Because of the instability of pure and concentrated aqueous solutions of hydrogen peroxide, it is usually used in dilute solution. The concentration of such solutions is often expressed in terms of the volume of oxygen evolved when the solution decomposes ... [Pg.279]

Calculate the number of moles of ZnCl2 per kilogram of water in each solution (the molality m). Calculate the volume V of solution containing 1 kg of water at each solute concentration. Plot V vs. m. Use program Mathead, QQLSQ, or TableCurve... [Pg.78]

SO, + 2H,0 + Br, — HjSO, + 2HBr Alternatively, the acid mixture may be obtained from the reaction between potassium bromide solution and concentrated sulphuric acid below 76° the potassium hydrogen sulphate crystallises out and is removed by filtration ... [Pg.271]

Boil the crude coumarin with 200 ml. of water to which 0 -2 g. of decolourising carbon is added, filter the hot solution, and concentrate it to a volume of 80 ml. Cool, collect the coumarin which separates, and recrystallise it from 40 per cent, aqueous methanol. The yield of coumarin, m.p. 68-69°, is 1 0 g. [Pg.713]

If the acid is precipitated before the solution is concentrated, the yield is considerably reduced (ca. 25 g.). If the concentrated solution is not clear, it may be clarified by the addition of I g. of decolourising carbon. [Pg.759]

Study of the solubility behaviour of the compound. A semi-quantitative study of the solubility of the substance in a hmited number of solvents (water, ether, dilute sodium hydroxide solution, dilute hydrochloric acid, sodium bicarbonate solution, concentrated sulphuric and phosphoric acid) will, if intelligently apphed, provide valuable information as to the presence or absence of certain classes of organic compounds. [Pg.1027]

The solute concentration should be above 0 2M in dilute solution K increases from 39-7 to about 50. [Pg.1037]

Attention is directed to the fact that if only minute amounts of material are available or if the substance is expensive, considerable economy may be effected by treating, e.g., the aqueous solution or suspension with the necessary quantity of concentrated sodium hydroxide solution or concentrated hydrochloric acid. [Pg.1055]

In more dilute solutions the concentration of the nitronium ion falls below the level of spectroscopic detection, and the nature of the electrophilic species has been the subject of conjecture. [Pg.9]

The evidence outlined strongly suggests that nitration via nitrosation accompanies the general mechanism of nitration in these media in the reactions of very reactive compounds.i Proof that phenol, even in solutions prepared from pure nitric acid, underwent nitration by a special mechanism came from examining rates of reaction of phenol and mesi-tylene under zeroth-order conditions. The variation in the initial rates with the concentration of aromatic (fig. 5.2) shows that mesitylene (o-2-0 4 mol 1 ) reacts at the zeroth-order rate, whereas phenol is nitrated considerably faster by a process which is first order in the concentration of aromatic. It is noteworthy that in these solutions the concentration of nitrous acid was below the level of detection (< c. 5 X mol... [Pg.91]


See other pages where Solutions solution concentrations is mentioned: [Pg.264]    [Pg.316]    [Pg.231]    [Pg.302]    [Pg.560]    [Pg.316]    [Pg.231]    [Pg.302]    [Pg.560]    [Pg.211]    [Pg.271]    [Pg.347]    [Pg.101]    [Pg.391]    [Pg.756]    [Pg.2784]    [Pg.2947]    [Pg.232]    [Pg.85]    [Pg.193]    [Pg.505]    [Pg.631]    [Pg.941]    [Pg.18]    [Pg.168]    [Pg.73]    [Pg.195]    [Pg.283]   
See also in sourсe #XX -- [ Pg.192 , Pg.193 , Pg.194 , Pg.195 , Pg.196 , Pg.197 , Pg.198 ]




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Activity in concentrated solutions

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Critical coagulation concentration solutions

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Critical, micelle concentration solution temperature

Crystallization from concentrated solution

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Diffusion in concentrated solutions

Diffusivities concentrated solutions

Dilute solutions calculating densities/concentrations

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Extraction processes solute concentration

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Flory-Huggins theory of concentrated solutions

Formulas for Concentration of Solutions

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Frozen aqueous solutions concentration

Grand Canonical Description of Solutions at Finite Concentration

Grown from concentrated solutions

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Highly concentrated solution

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In concentrated solutions

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Liquid interfaces concentrations from bulk solution

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Poly concentrated solution

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Rheological measurements concentrated polymer solutions

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Rod-like polymers in concentrated solutions

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Self-diffusion coefficient concentrated solutions

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Semidilute solutions concentration dependence

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Solution concentration analysis

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Solution to the Diffusion Equation with a Step in Concentration

Solution, concentrated dilute

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Solutions (cont concentrated solution

Solutions (cont concentration

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