1990
DOI: 10.1021/ma00208a058
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Synthesis of a comb-shaped branched polysaccharide via ring-opening polymerization of a reactive anhydro disaccharide derivative

Abstract: This paper deals with a comb-shaped branched polysaccharide, which has a linear backbone and pendant monosaccharide units regularly substituted on each sugar unit in the main chain.',' Naturally occurring polysaccharides often have branched structures, and their physical and biological functions are influenced by the nature of the b r a n~h e s .~ It has also been noted that branched oligosaccharides on glycoproteins and glycolipids in cell surface membranes are key participants in cell-cell recognition during… Show more

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Cited by 13 publications
(3 citation statements)
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“…1,4‐Anhydro‐ribose is one of the preferable anhydro sugar moieties for the ring‐opening polymerization because it has the highest cationic ring‐opening polymerizability 5, 6. The 3‐ O ‐substituted ribose monomer, A2B3LR, should be more reactive than that of 2‐ O ‐substituted monomer because it has lower steric hindrance at the anomeric position 15. The elementary analysis of A2B3LR was in good agreement with the calculated value.…”
Section: Resultssupporting
confidence: 69%
“…1,4‐Anhydro‐ribose is one of the preferable anhydro sugar moieties for the ring‐opening polymerization because it has the highest cationic ring‐opening polymerizability 5, 6. The 3‐ O ‐substituted ribose monomer, A2B3LR, should be more reactive than that of 2‐ O ‐substituted monomer because it has lower steric hindrance at the anomeric position 15. The elementary analysis of A2B3LR was in good agreement with the calculated value.…”
Section: Resultssupporting
confidence: 69%
“…Recently, welldefined comb-shaped polysaccharides have been synthesized to act as model compounds for physicochemical studies. 2 Other new variations involve grafting hydrophilic branches to a hydrophobic backbone3 and synthetic branches onto a backbone that is a copolymer of cellulose and starch.4 Finally, this topology is found in many examples of liquid crystal polymers. While such systems are usually studied in the melt or in nematic solvents, there has been some characterization of dilute solutions I I I I Figure 1.…”
Section: Introductionmentioning
confidence: 99%
“…the logarithm of both sides and dividing by In N gives (1/ln N) In [cMcomb/(gSAWN)] ~(7c0mb -1) +N In (gcomb/MsAw)/^n N(5) …”
mentioning
confidence: 99%