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Equilibria, cyclic-open-chain

If the carbonyl and the hydroxyl group are in the same molecule, an intramolecular nucleophilic addition can take place, leading to the formation of a cyclic hemiacetal. Five- and six-membered cyclic hemiacetals are relatively strain-free and particularly stable, and many carbohydrates therefore exist in an equilibrium between open-chain and cyclic forms. Glucose, for instance, exists in aqueous solution primarily in the six-membered, pyranose form resulting from intramolecular nucleophilic addition of the -OH group at C5 to the Cl carbonyl group (Figure 25.4). The name pyranose is derived from pyran, the name of the unsaturated six-membered cyclic ether. [Pg.984]

Optimization of the valence and dihedral angles yields planar cyclic structures for the 3- to 5-ring intermediates in contrast to a chair conformation for that of the 6-ring. In the cases of n = 4, 5, 6 the oxygen atom is placed almost in the plane of the three C-atoms directly bonded to it. Therefore, an intramolecular solvation of the cationic chain end by methoxy groups which are bonded to the polymer backbone is preferred in the gas phase. The calculations show that for a non-polar solvent such as CH2C12 a decrease in stability of the cyclic intermediates exists. But this decrease does not result in a total break of the intramolecular solvation (Table 13). An equilibrium between open chain and cyclic intermediates must only be taken into account in more polar solvents, due to the competition of intra- and intermolecular solvation. [Pg.206]

Dihydroimidazole A-oxides have been extensively studied. l-Hydroxy-2,5-dihydroimidazole 3-oxides 499 are in tautomeric equilibrium with open-chain nitrones. Electron-withdrawing 2-substituents and a donor group in the 4-position favor the cyclic form. Oxidation gives stable radicals 500 that form cycloadducts with dipolarophiles (e.g., 501). Radicals formed from 2,5-dihydroimidazole 1-oxides or l-hydroxy-2,5-dihydroimidazoles can be formylated on nitrogen under Vilsmeier conditions and halogenated (NBS or NCS) on a 4-methyl group. [Pg.551]

Many carbohydrates exist in equilibrium between open chain and 5- or 6-membered cyclic forms. The cyclic pyranoses (5-ring) or hexanoses (6-ring) are produced from an intramolecular cyclisation of an alcohol group onto an aldehyde, leading to the formation of a hemiacetal (see Section 8.3.5). These are most commonly drawn as Haworth projections, in which the ring is drawn as a hexagon and vertical lines attach substituents. [Pg.178]

Although carbohydrate cyclic hemiacetals and hemiketals are in equilibrium with open-chain forms of the monosaccharides, the glycosides (acetals and ketals) are much more stable and do not exhibit open-chain forms. Therefore, glycosides of monosaccharides are not reducing sugars. [Pg.245]

It is probable that many of the reactions of glucose in solution are due to the small amount of the open chain aldehyde present. If this reacts in a normal manner with a reagent, the equilibrium is disturbed, most of the cyclic form passes into (III) and ultimately the reaction proceeds to completion.-Fructose may be similarly formulated ... [Pg.449]

Aldoses exist almost exclusively as their cyclic hemiacetals very little of the open chain form is present at equilibrium To understand their structures and chemical reac tions we need to be able to translate Fischer projections of carbohydrates into their cyclic hemiacetal forms Consider first cyclic hemiacetal formation m d erythrose To visualize furanose nng formation more clearly redraw the Fischer projection m a form more suited to cyclization being careful to maintain the stereochemistry at each chirality center... [Pg.1033]

Although carbohydrates exist almost entirely as cyclic hemiacetals m aqueous solution they are m rapid equilibrium with their open chain forms and most of the reagents that react with simple aldehydes and ketones react m an analogous way with the carbonyl functional groups of carbohydrates... [Pg.1052]

The 2-isoxazolin-5-ol system is of interest in that many reports indicate that in solution an equilibrium exists between the ring and open-chain forms. The direction of the equilibrium depends on the bulk and/or number of substituents, with increasing either of the above favoring the cyclic form (Scheme 133) (76T1369, 74BSF725). [Pg.100]

Both reactions are reversible, and the position of the equilibrium depends on the specific case. In general, the triene cyclohexadiene equilibrium favors the cyclic product, whereas the diene cyclobutene equilibrium favors the unstrained open-chain product. [Pg.1181]

If the carbanion has even a short lifetime, 6 and 7 will assume the most favorable conformation before the attack of W. This is of course the same for both, and when W attacks, the same product will result from each. This will be one of two possible diastereomers, so the reaction will be stereoselective but since the cis and trans isomers do not give rise to different isomers, it will not be stereospecific. Unfortunately, this prediction has not been tested on open-chain alkenes. Except for Michael-type substrates, the stereochemistry of nucleophilic addition to double bonds has been studied only in cyclic systems, where only the cis isomer exists. In these cases, the reaction has been shown to be stereoselective with syn addition reported in some cases and anti addition in others." When the reaction is performed on a Michael-type substrate, C=C—Z, the hydrogen does not arrive at the carbon directly but only through a tautomeric equilibrium. The product naturally assumes the most thermodynamically stable configuration, without relation to the direction of original attack of Y. In one such case (the addition of EtOD and of Me3CSD to tra -MeCH=CHCOOEt) predominant anti addition was found there is evidence that the stereoselectivity here results from the final protonation of the enolate, and not from the initial attack. For obvious reasons, additions to triple bonds cannot be stereospecific. As with electrophilic additions, nucleophilic additions to triple bonds are usually stereoselective and anti, though syn addition and nonstereoselective addition have also been reported. [Pg.977]

The abasic sites (3, Scheme 8.2) resulting from the loss of alkylated bases from DNA are both cytotoxic and mutagenic. " The cyclic acetal (3) exists in equilibrium with small amounts (—1%) of the open chain aldehyde (4). The acidic nature of a-proton in the aldehyde form of the abasic lesion facilitates 3-elimination of the 3 -phosphate residue to yield a strand break. " This reaction occurs with a half-life of about 200 h under physiological conditions (pH 7.4, 37°C), but can be accelerated by heat, basic conditions, or the presence of various amines. " ... [Pg.339]

The aldehyde or ketone group of monosaccharides can undergo an intramolecular reaction with one of its own hydroxyl groups to form a cyclic, hemiacetal, or hemiketal structure, respectively (Figure 1.26). In aqueous solutions, this cyclic structure actually predominates. The open-chain aldehyde or ketone form of monosaccharides is in equilibrium with the cyclic form, but the open structure exists less than 0.5 percent of the time in aqueous environments. It is the... [Pg.37]

An important source of experimental and theoretical studies of equilibria in ring formation is represented by the field of so-called macrocyclisation equilibria (Flory, 1969). Interest in this field appears to have been restricted so far to chemists conventionally labelled as polymer chemists. Experimental evidence of cyclic oligomer populations of ring-chain equilibrates such as those obtained in polysiloxanes (Brown and Slusarczuk, 1965) may be delated to the statistical conformation of the corresponding open-chain molecules (Jacobson and Stockmayer, 1950 Flory, 1969). In these studies experimental results are expressed in terms of molar cyclisation equilibrium constants Kx (14) related to the x-meric cyclic species Mx in equilibrium with the... [Pg.10]

Combining (18) and (19) one obtains (20) which shows that the molar cyclisation equilibrium constant Kx related to the cyclic x-mer coincides with the equilibrium EM for the formation of the same ring from the corresponding open-chain x-meric species. [Pg.10]

One has to realize that the cycloaddition products, namely the tetrazoles, are in equilibrium with the open chain azido form. The aromatic moiety of the phenol and aniline derivatives not only favors the formation of the cyclic... [Pg.360]

Intramolecular formation of an imino group is possible in compounds that contain properly positioned carbonyl and amino groups (primary or secondary). The equilibrium between the open-chain parent and the cyclic Schiff base product will be pH-dependent, as explained in Sect. 11.6.1. [Pg.743]

Transglycosidation with retention of configuration (Chipman and Sharon, 1969) would be more difficult to explain if an open-chain carbonium ion were formed in lysozyme reactions, necessitating an equilibrium reaction with free aldehyde. It seems unlikely, however, that a cyclic carbonium ion intermediate could have a sufficiently long lifetime to react with a saccharide molecule that can bind to the enzyme only after displacement of the leaving group in a fairly aqueous environment (above discussion). Therefore, the concept of a cyclic carbonium ion also presents difficulties for interpretation and should not be accepted uncritically. [Pg.104]

Pyridylcarbonyl)- and 2-(2-quinolylcarbonyl)benzoic acids possess the open-chain structure in the solid state (84KGS1231). In dioxane solution, the ring-chain equilibrium is observed. Protonation of the pyridine or quinoline ring nitrogen atom leads to the formation of the protonated cyclic forms 11. Evidently, protonation stabilizes the tautomer that is the stronger base, i.e., the cyclic form. [Pg.260]

In the solid state, 3-benzoylpyridine-2-carboxylic acid exists as the open-chain form 12, stabilized by an intramolecular hydrogen bond. In dioxane solution, the ring-chain equilibrium was observed. The IR spectrum reveals that the hydrochloride of acid 12 exists as a mixture of the protonated cyclic and open-chain forms (86MII). [Pg.260]


See other pages where Equilibria, cyclic-open-chain is mentioned: [Pg.306]    [Pg.429]    [Pg.59]    [Pg.1039]    [Pg.1059]    [Pg.984]    [Pg.175]    [Pg.153]    [Pg.784]    [Pg.787]    [Pg.59]    [Pg.1039]    [Pg.184]    [Pg.283]    [Pg.710]    [Pg.77]    [Pg.287]    [Pg.26]    [Pg.203]    [Pg.146]    [Pg.208]    [Pg.340]    [Pg.253]    [Pg.262]   
See also in sourсe #XX -- [ Pg.88 , Pg.186 , Pg.209 , Pg.265 ]




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Chain equilibrium

Open-chain

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