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Aldose Fischer projections

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]

Fischer projections and, 977-978 glycosides and, 989-990 l- 4 links in, 997-998 origin of name. 973 photosynthesis of, 973-974 see also Aldose, Monosaccharide vaccines from, 1004-1005 Carbon, ground-state electron configuration of, 6... [Pg.1290]

The formula below is the Fischer projection for the acyclic form of D-glucose. The Fischer projections of the other aldoses (in the acyclic form) are given in Chart I (2-Carb-2.2)., ... [Pg.57]

FISCHER PROJECTION ALDOSE 1-EPIM ERASE MUTAROTATION KINETICS MYELOBLASTIN MYELOPEROXIDASE MYOGLOBIN OXYGENATION MYOSIN ATPase... [Pg.763]

Monosaccharides, or simple sugars, are carbohydrates that cannot be hydrolyzed to simpler compounds. Figure 23-1 shows Fischer projections of the monosaccharides glucose and fructose. Glucose is a polyhydroxyaldehyde, and fructose is a polyhydroxy ketone. Polyhydroxyaldehydes are called aldoses (aid- is for aldehyde and -ose is the suffix for a sugar), and polyhydroxyketones are called ketoses (ket- for ketone, and -ose for sugar). [Pg.1102]

In our discussion of d and l sugars, we briefly mentioned a method for shortening the chain of an aldose by removing the aldehyde carbon at the top of the Fischer projection. Such a reaction, removing one of the carbon atoms, is called a degradation. [Pg.1125]

The formation of a hemiacetal ring gives rise to a new chiral center in the aldoses, namely, at the C-1 atom. This leads to two C-1 epimers, termed anomers. When the hydroxyl group at C-1 (glycosidic hydroxyl) in the Fischer projection formula is located on the same side as the hemiacetal ring, the anomer is termed the a form in the opposite case it is the j3 form (Fig. 2-5). [Pg.26]

Reaction of an aldose with NaBH produces a polyol (alditol). Because an alditol has the same functional group at both ends, two different aldoses can yield the same alditol. Here, L-gulose and D-glucose form the same alditol (rotate the Fischer projection of L-gulitol 180° to see the identity). [Pg.696]

Fischer projections of the four-, five-, and six-carbon d aldoses are shown in Figure 25.3. Starting with n-glyccraldehyde, we can imagine constructing the Iw o n aldotetroses by inserting a new chirality center just below the aldehyde carbon. Fach of the two d aldotetroses then leads to two o aldopento.ses (four total), and... [Pg.981]

FIGURE 2.6 The acyclic forms, trivial names and abbreviations of D-aldoses drawn as their Fischer projections. [Pg.49]

The Bilik reaction applied to 2-ketoses yield 2-hydroxymethyl aldoses in which the tertiary carbon originates from C2 of the ketose and the C2 hydroxyl is on the opposite side to the C3 hydroxyl of the ketose (in the Fischer projection). Thus, o-fructose yield o-hamamelose. The position of equilibrium, however, lies towards the straight-chain sugar, although it can be pulled over somewhat towards the branched-chain aldose by the addition of borate. The mechanism in Figure 6.9 again explains the main reaction, but not the formation of sorbose as a by-product, which probably arises from a metal ion-promoted hydride shift, as there is no isotope exchange with solvent. The Bilik reaction can be applied to the production of l-deoxy-o-xylulose from 2-C-methyl-D-erythrose the reaction is particularly clean and only the two... [Pg.490]

Terms in bold are defined glycoconjugate 238 monosaccharide 238 oligosaccharide 238 disaccharide 238 polysaccharide 238 aldose 239 ketose 239 Fischer projection formulas 240 epimers 240... [Pg.268]

Scheme 1-6 The family tree of aldoses derived from (+)-glyceraldehyde. The Fischer projections of the corresponding aldaric acids are, variously, chiral and asymmetrical (Ci), chiral and symmetrical (C2), or achiral and symmetrical (Cs). Scheme 1-6 The family tree of aldoses derived from (+)-glyceraldehyde. The Fischer projections of the corresponding aldaric acids are, variously, chiral and asymmetrical (Ci), chiral and symmetrical (C2), or achiral and symmetrical (Cs).

See other pages where Aldose Fischer projections is mentioned: [Pg.980]    [Pg.494]    [Pg.268]    [Pg.162]    [Pg.170]    [Pg.639]    [Pg.136]    [Pg.3]    [Pg.4]    [Pg.1086]    [Pg.639]    [Pg.1102]    [Pg.1102]    [Pg.1104]    [Pg.699]    [Pg.747]    [Pg.455]    [Pg.54]    [Pg.162]    [Pg.1036]    [Pg.1056]    [Pg.203]    [Pg.34]    [Pg.207]    [Pg.514]    [Pg.184]    [Pg.924]   
See also in sourсe #XX -- [ Pg.1127 ]




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Aldoses Fischer projection formulas

Fischer projections

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