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polysaccharides 8

<h1>Polysaccharides Meaning, Listing, Features, Food Examples</h1>


<p>Some foods reside in the stomach for longer or shorter time periods. In ileostomy topics, the continuing to be component of the dish might get to the incurable ileum after greater than 4 hours while the remaining parts of an almond dish came out of the stoma at 9-- 12 hours (Maurer et al., 2013). High hydrostatic stress therapy as much as 150-- 250 MPa reduces the gelatinization temperature level as a result of change in granule framework (Blaszczak et al., 2005).</p>

<p>They can be absorbed by hydrolysis, catalyzed by enzymes called amylases, which can break the alpha-linkages. A polymer is a large molecule made up of repeating architectural systems typically linked by covalent chemical bonds. In the case of polysaccharides, the chemical bond is a glycosidic bond. Polysaccharides are essentially polymers in which monosaccharides are joined together by glycosidic bonds as water is eliminated. Upon hydrolysis, polysaccharides are damaged down to monosaccharides such as sugar, ribose, as well as fructose. When mushroom polysaccharide benefits in a polysaccharide coincide kind, such as glucose, the polysaccharide is called a homopolysaccharide, yet when greater than one sort of monosaccharide is present they are called heteropolysaccharides.</p>

<p>Depending on the preliminary resource product various enzymes are needed. Grain-based feed stock, abundant in starch, calls for amylase enzymatic task, while plant as well as wood product requires cellulase and xylanase activity to break down the cellulose as well as xylan material consisted of in the plant fibers. Because microplates give the capability to evaluate multitudes of examples in a solitary experiment they are an optimal tool to examine several experimental problems. Right here we explain fluorescence detection analysis in microplates of several of the enzymes that militarize the gastrointestinal hydrolysis of polysaccharide polymers right into monomeric constituents. Cellulose offers a safety covering and/or structure to vegetables and fruits and their seeds. Nonetheless, cellulose does act as a source of nutritional fiber, including mass to your feces and aiding to keep regular digestive processes.</p>

<p>Grain mixed-linked β-glucans are sugar devices linked (1 → 4)- β but interspersed with (1 → 3)- β-linkages. The (1 → 3)- β-linkages usually happen after 3 or 4 β-( 1 → 4) affiliations, but much more comprehensive cellulose-like stretches of as much betaglucans as 20 (1 → 4)- β-linked deposits have actually been reported in wheat bran (Li et al., 2006). The irregular affiliation structure protects against the formation of a bought crystalline framework, bring about the β-glucans being partly water soluble.</p>

<p>The recrystallization of amylopectin chains has actually been kept in mind to be much slower than amylose chains (Ring et al., 1987; Miles et al., 1985). The material and also molar mass of amylose likewise impact the stamina as well as opaqueness of cooled down gels. Modifications of some properties of starch and also NSPs may occur at the first stage of mechanical handling.</p>

<p>Gudmundsson M., Eliasson A. C. Regression of amylopectin and also the effects of amylose as well as added surfactants/emulsifiers. Golon A., Gonzalez F. J., Davalos J. Z., Kuhnert N. Exploring the thermal decay of starch and also cellulose in design systems as well as toasted bread utilizing domino tandem mass spectrometry. Englyst H. N., Hudson G. J. Colorometric approach for the routine analysis of nutritional fibre as non-starch polysaccharide. Ellis P. R., Kendall C. W. C., Ren Y. L., Parker C., Pacy J. F., Waldron K. W., Jenkins D. J. A. Function of cell wall surfaces in the bioaccessibility of lipids in almond seeds. Chung H.-J., Shin D.-H., Lim S.-T. In vitro starch digestibility as well as approximated glycemic index of chemically changed corn starches. Bogracheva T. Y., Davydova N. I., Genin Y. V., Hedley C. L. Mutant genes at the r and also rb loci affect the framework as well as physico-chemical homes of pea seed starches.</p>

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" width="303px" alt="polysaccharides" />

<p>These subunits develop beta-glycosidic affiliations comparable to those formed by sugar particles in cellulose. Actually, the only chemical difference from cellulose is the replacement of a hydroxyl team at C-2 with an acetylated amino team. Chitin can therefore be referred to as cellulose, however simply with a various team at the 2nd carbon. It is additionally vital to compare different groups of carbs, as sugar, starch, RS, and NSPs might put in various physical impacts. For example, enhanced intake of sugar-sweetened beverages has been associated with a boosted danger of creating excessive weight, possibly because these sugars do not induce satiation to the very same degree as more complicated carbs. On the other hand, satiety-promoting carbohydrates may potentially be made use of to assist weight reduction (Norton et al., 2007).</p>

<p>The pel and psl loci are 2 lately uncovered genetics collections that also inscribe exopolysaccharides located to be vital for biofilm development. Rhamnolipid is a biosurfactant whose manufacturing is securely controlled at the transcriptional degree, however the exact duty that it plays in illness is not well recognized at present. Healthy protein glycosylation, especially of pilin and also flagellin, is a current focus of research by a number of teams as well as it has been revealed to be essential for bond as well as invasion throughout microbial infection.</p>

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