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polysaccharides 3

<h1>Polysaccharide Interpretation And Examples</h1>


<p>When there are two monosaccharides linked with each other by covalent bonds they are called disaccharides. Oligosaccharides are comprised of more than 3 and normally 10 monosaccharides. Hence, some carbohydrates are small with molecular weights of less than one hundred, whereas others hold true macromolecules with molecular weights in the thousands of thousands. A polysaccharide is a long-chain carbohydrate made up of smaller sized carbs called monosaccharides that's typically used by our bodies for power or to assist with mobile framework. Each monosaccharide is attached with each other via glycosidic bonds to form the polysaccharide.</p>

<p>As demonstrated in Number 8, when aliquots of overnight food digestions of CMC by cellulase are assayed for sugar an enzyme focus dependent boost in sugar is observed. Statistically significant amounts of sugar can be determined from cellulase concentrations as low as 2.5 mU/mL. The substrate utilized is a starch derivative identified with BODIPY &reg; FL to such a degree that the fluorescence is quenched. As the substratum investigate this site is deteriorated by amylase activity the close proximity of fluorophores is gotten rid of and also the quenching is alleviated, yielding fluorescent pieces. Aliquots (50 μL) of each enzyme dilution were contributed to wells of a 1/2 area strong black 96-well microplate. Responses were started by the addition of 50 μL of functioning substratum solution.</p>

<p>Water can not go into crystalline cellulose but dry cellulose absorbs water and also it becomes flexible. Cellulose can give improved quantity and also structure specifically as a fat replacer in sauces and also dressings but its insolubility implies that all products will be cloudy. Waldron K. W., Parker M. L., Smith A. C. Plant cell walls as well as food high quality. Rosenblum J. L., Irwin C. L., Alpers D. H. Starch and also glucose oligosaccharides secure salivary-type amylase activity at acid pH.</p>

<p>Miles M., Morris V. J., Orford P. D., Ring S., G. The roles of amylose as well as amylopectin in the gelation and regression of starch. Janicke B., Hedgardt C., Krogh M., Onning G., Akesson B., Cireanajwis H.M., Oredsson S. M. The antiproliferative effect of nutritional fiber phenolic compounds ferulic acid as well as p-coumaric acid on the cell cycle of Caco-2 cells. Hoover R. The impact of heat-moisture therapy on molecular structures and also properties of starches separated from different herb sources. Hoebler C., Karinthi A., Devaux M.-F., Guillon F., Gallant D. J. G., Bouchet B., Melegary C., Barry J. L. Physical and chemical improvements of grain food throughout dental digestion in human subjects.</p>

<p>Because of the beta link in cellulose, there is some intramolecular hydrogen bonding that seems to maintain surrounding sugar devices aligned along the exact same line. mushrooms swearing medicine , likewise called glycan, the type in which most all-natural carbs happen. Polysaccharides may have a molecular framework that is either branched or linear. Straight substances such as cellulose commonly pack together to form an inflexible framework; branched kinds (e.g., gum arabic) generally are soluble in water and also make pastes. When a glycogen or starch molecule is damaged down, the enzymes responsible begin at the ends furthest from the facility.</p>

<p>This severe linearity allows a good deal of hydrogen bonding in between OH groups on nearby chains, triggering them to load closely into fibers (part of Figure 16.11 &quot;Cellulose&quot;). Because of this, cellulose exhibits little communication with water or any type of various other solvent. Cotton and wood, for example, are entirely insoluble in water and have substantial mechanical stamina. Due to the fact that cellulose does not have a helical framework, it does not bind to iodine to form a tinted item.</p>

<p>Discontinuation of the period of satiation coincides with the revival of the sensation of hunger, causing consumption of the following meal with a subsequent resumption of the food consumption cycle (Bornet et al., 2007). One proposed system to affect weight loss is via raised satiety (Singh as well as Sarkar, 2011; Kendall et al., 2010). Researches have revealed that reduced GI foods, which are additionally abundant in fiber, result in prolonged satiety and also reductions in food intake (Ludwig, 2002; Abete et al., 2011). Proteinaceous enzyme inhibitors (e.g., albumin and also gliadin preventions) and a variety of polyphenolic substances have been shown to restrict starch food digestion (Rehman, 2005; Wűrsch et al., 1986; Singh et al., 1982). Pectin, being a reasonably process-sensitive NSP, can undertake depolymerization upon home heating, at neutral pH, at relatively intermediate heating temperatures (≥ 50 &deg; C) and times (Albersheim et al., 1960). The solubility of polymers relies on a number of various factors as well as molecular homes, with contributions from monomer-solvent interactions in addition to entropic contributions.</p>

<p>include long chains of monosaccharide deposits linked by glycosidic bonds. These compounds consist of numerous hundred or perhaps thousands of monosaccharide systems. The homes of polysaccharides are identified by the types of monosaccharides in the polymer backbone, the type of links between deposits, as well as the extent as well as kind of chain branching.</p>

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" width="305px" alt="polysaccharides" />

<p>These amorphous areas are a lot more vulnerable to amylase hydrolysis (Bul&eacute;on et al., 1998). Amylopectin, however, is much less at risk to amylolysis due to the limited packing of dual helical chains in the semi-crystalline regions of the granule (Wang et al., 1998). Therefore, in the indigenous state, greater digestibility is observed for high amylose starches, which have a reduced degree of crystallinity (Bogracheva et al., 1995; Tahir et al., 2010a).</p>

<p>Carbohydrates that have actually not been absorbed or soaked up in the top GI system enter the colon. Butyrate is the major power source for the colonic epithelial cells and also uniquely has the capacity to advertise a regular phenotype in colonocytes by repairing damaged DNA (Le Leu et al., 2005; Toden et al., 2007; Covering et al., 2008). Propionate moderates hepatic lipid metabolic process and also acetate is metabolized by peripheral tissues (Wong et al., 2006). Nevertheless, the vast majority of carb going into the colon is NSP. Bacterial enzymes in the colon ferment NSPs in the anaerobic atmosphere of the colon generating SCFAs, the returns and also ratios relying on which polysaccharide is fermented. As much as 10% of nutritional energy is offered by the metabolic process of the SCFAs generated (Mishra et al., 2012; Mishra and also Monro, 2012).</p>

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