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Proton reservoir

Buffers have their limits, however. The acid s proton reservoir, for excimple, can compensate for the addition of only a certain amount of base before it runs out of protons that can neutralize free hydroxide. At this point, a buffer has done all it can do, and the titration curve resumes its steep upward slope. [Pg.243]

Although other deprotonated complexes are sometimes not as stable as [CpFe( 5-QMesCF )], they can be generated and used at low temperature to form the desired bonds [27e]. Using the base and electrophile in excess, the reactions can be carried out at room temperature because the deprotonated species immediately reacts with the electrophile in situ. This kind of deprotonation/alkylation sequence underpins the star and dendrimer construction described herein (vide infra). In this way, the complexes [FeCp( s-arene)][PF6] also act as proton reservoirs [33]. [Pg.403]

Scheme 5. The peralkylation or perfunctional-ization reaction this reaction is made possible by the proton-reservoir property of the starting organometallic cation (see Schemes 2 and 3) and is spontaneously reproduced by iteration many times until a steric limit is reached a) hexa-substitution compounds are formed with methyl... Scheme 5. The peralkylation or perfunctional-ization reaction this reaction is made possible by the proton-reservoir property of the starting organometallic cation (see Schemes 2 and 3) and is spontaneously reproduced by iteration many times until a steric limit is reached a) hexa-substitution compounds are formed with methyl...
Many of the ideas advanced by Pisarzhevskii were also expressed in Nyrop s work (262) published between 1931 and 1937. The views of Nyrop were unfavorably received by many catalytic chemists at that time, as is indicated by the criticism of Emmett and Teller (101). Len-nard-Jones (199) and Schmidt (361) realized that a catalytic solid could be regarded as an electron source or sink during the course of a catalytic reaction necessitating an electron transfer in ion or radical formation. In the presence of hydrogen-containing materials, the catalytic solid could also act as a proton reservoir. [Pg.223]

In the robust, very easily accessible cationic complexes [FeCp(arene)][PF6]10 (Cp = h5-cyclopen-tadienyl), the benzyhc protons are more acidic than in the free arene because of the electron-withdrawing character of the 12-electron CpFe+ moiety. For instance, FeCp(C6Me6) Pl6 is more acidic by 15 pKa units (pKa = 28 in DMSO) (DMSO = dimethyl sulfoxide) than in the corresponding free arene (pKa = 43 in DMSO). Asa result, these complexes are much more easily deprotonated than the free arene.11 This key proton-reservoir property led us to synthesize stars and dendrimers in an easy way.12 Indeed, reaction of [FeCp(C6Me6)][PF6], with excess KOH (or i-BuOK) in THF (THF = tetrahydrofuran) or DME (DME = 1,2-dimethoxyethane) and excess methyl iodide, alkyl iodide, allyl bromide, or benzylbromide results in the one-pot hexasubstitution (Scheme 11. la).5,13,14 With allyl bromide (or iodide) in DME, the hexaallylated... [Pg.439]

The oxidation of a variety of fuel molecules, including carbohydrates, the carbon skeletons of amino acids, and fatty acids provides the electrons. The energy of these electrons is used to produce an H+ reservoir. The energy of this proton reservoir is used for ATP synthesis. [Pg.840]

Then the sample is removed from the field of the magnets. To preserve the proton polarization, the demagnetization process is carried out adiabatically dB/dt < 7h 1oc/ where 7h is the gyromagnetic ratio for protons, Bioc is the mean local dipole field at the sites of protons). The value of the permanent magnetic field inside the sample slowly decreases finally reaching the value oiB 2tivn/7h-The entropy of the Zeeman proton reservoir at this moment is determined by expression... [Pg.169]

The basic experiment, stated in terms of observing naturally abundant carbon-13 in the presence of an abundant proton spin system in the solid is as follows. The protons are initially prepared in a state with its spin temperature Tp (IV.D.) very low. The small carbon system, initially at the lattice temperature T, is made to contact (thermally, in a spin temperature sense) the large proton reservoir in order to cool it to a temperature close to the initial proton temperature P<< L Assuming the thermal connection between the protons and the carbons, when made, is much better than the connections from the protons or the carbons to the lattice, the carbon temperature decreases much more than the protons increase because the "specific heat" of the proton reservoir is much larger than that of the carbons. [Pg.285]

Spectral spin diffusion in the solid state involves simultaneous flipflop transitions of dipolar-coupled spins with different resonance frequencies 11,39,63-76], whereas spatial spin diffusion transports spin polarization between spatially separated equivalent spins. In this review we deal only with the first case. The interaction of spins undergoing spin diffusion with the proton reservoir provides compensation for the energy imbalance (extraneous spins mechanism) [68,70,73,74]. Spin diffusion results in an exchange of magnetization between the nuclei responsible for resolved NMR signals, which can be conveniently detected by observing the relevant cross-peaks in the 2D spin-diffusion spectrum [63-65]. This technique, formally analogous to the NOESY experiment in liquids, is already well established for solids and can also be applied to the study of catalysts. [Pg.371]

Weak Acid-Base Pairs Acids of a weak acidic pair such as acetic acid HAc, on the other hand, can be deprotonated to very different degrees in an aqueous solution. (As mentioned, Ac is used as abbreviation for the acetate group CH3COO.) If the acid-base pair is largely deprotonated, its protmi reservoir is just about empty. However, if it is hardly deprotonated, meaning almost fuUy protonated, the proton reservoir is almost full. If raie wishes to calculate the proton potential of a weak acidic pair such as HAc/Ac in a diluted aqueous solutimi, due to the incomplete proton transfer to the pair H30 /H20, both pairs must be taken into account according to... [Pg.195]

The protonation equation quasi shows the fill level in the proton reservoir. The graphic representation corresponds to Fig. 7.2, just that the curve approaches Up ax instead of a value of 1. [Pg.203]

How can the fill level in the proton reservoir—as a function of the proton potential— be determined in the case of a weak acid-base pair dissolved in water For this, the contribution of the pair in question and that of the water add up to a total curve (Fig. 7.4). [Pg.205]

At first, the proton potential changes only slightly as titrator is continuously added. However, as the point is approached where a stoichiometrically equivalent amount of hydrochloric acid (in this case 10 mmol) has been added to the sodium hydroxide solution, a drastic increase of proton potential occurs. At the equivalence point, there is no proton deficiency anymore, and the proton reservoir is completely filled. There is only an aqueous solution of Na" and Cl ions that has almost no influence upon the proton potential which is then equal to the neutral value of —40 kG of pure water. If we continue to add hydrochloric acid to the neutralized... [Pg.207]

As hydrochloric acid continues to be added, we again move in the directiOTi of the arrows along the curve. In the beginning, the form of the curve is determined by the acid-base pairNH /NH3 and the corresponding protonation equation, meaning it is essentially this proton reservoir which is filled up. Halfway to the equivalence point (when half of the maximum amount of protons the pair can store have been... [Pg.208]

Fig. 7.6 (a) Fill level of the proton reservoir as a function of the proton potential for an aqueous solution of the acid-base pair NH4 /NH3 (10 mmol in 100 mL solution) at 298 K, (b) Corresponding titration curve of an ammonia solution of equivalent concentration with the acid of a strong acidic pair. [Pg.209]

NH4 /NH3. Greater amounts of protons can be added especially in the range that is most rounded out without the level changing noticeably. However, if the proton reservoir is completely full (equivalence point), a drastic change of proton potential occurs when more protons are added. However, this change slows down in the funnel area of the exponential horn. ... [Pg.215]

Solid-state spin-lattice relaxation rates in the rotating frame, Rip, contain useful information about slow motions with correlation times in the range of microseconds [146]. The measured Rjp data, however, contain the foUow-ing two relaxation pathways the spin-lattice contribution describing slow motions (Rip) and the interfering spin-spin contribution from a thermal coupling between Zeeman carbon (or nitrogen) and dipolar proton reservoirs (Rch)-... [Pg.31]

SSNMR spectroscopy is unparalleled with respect to the diversity of techniques designed specifically to probe structure and dynamics with site selectivity, not to mention examine phase/component miscibility. Beyond the first-pass analysis of ID spectra to differentiate potential salt and co-crystal forms from those of the individual components, both relaxometry and 2D correlation spectroscopy have been increasingly used to characterize salts and co-crystals. H Ti (or Tih) relaxation time measurements can provide direct evidence of phase heterogeneity (to confirm the presence of phase impurities and/or rule out salt/ co-crystal formation) based on the observation of multiple relaxation times characteristic of different component phases in a given material. rip(or Tipn) relaxation, which like Tih relaxation, is strongly affected by efficient spin diffusion over the entire proton reservoir, is also frequently applied to study mixtures, and in favorable cases, both Tih and TipH measurements can allow domain sizes (hundreds of angstroms in the case of Tih) to be calculated. In contrast to relaxometry, which provides direct evidence of component phase separation, dipolar correlation techniques, for example, CP-HETCOR... [Pg.224]

Cyclopentadienyl-metal-arene complexes are mostly known with Fe and Ru. The CpM group (M = Fe or Ru) activates many aromatic syntheses (nucleophilic addition and substitution, benzylic deprotonation, etc.). With Fe, they are stable in the 17, 18 and 19e forms with perme-thylated rings, which provides electron-reservoir properties (stoichiometric and catalytic) and proton-reservoir functions (perfunctionalization of polymethylbenzene ligands). [Pg.287]


See other pages where Proton reservoir is mentioned: [Pg.261]    [Pg.70]    [Pg.42]    [Pg.50]    [Pg.82]    [Pg.7]    [Pg.44]    [Pg.190]    [Pg.173]    [Pg.568]    [Pg.250]    [Pg.45]    [Pg.231]    [Pg.251]    [Pg.374]    [Pg.207]    [Pg.208]    [Pg.209]    [Pg.212]    [Pg.213]    [Pg.214]    [Pg.125]    [Pg.171]    [Pg.279]    [Pg.284]    [Pg.126]    [Pg.245]   
See also in sourсe #XX -- [ Pg.403 ]

See also in sourсe #XX -- [ Pg.284 ]




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