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polysaccharides

<h1>Structural Biochemistry And Biology</h1>


<p>For instance, the dehulling and also milling of grain grains and peeling off and also cutting of potatoes cause physical damage to a percentage of starch granules, resulting in loss of crystalline framework. Harmed starch possesses a water absorption capacity 10 times more than indigenous starch as well as it is much more susceptible to gelatinization with implications for end-use homes and digestion. Polysaccharides are among four courses of carbs, which subsequently are organic particles that contain primarily carbon atoms flanked by hydrogen atoms and also hydroxyl teams (H-C-OH). The easiest carbs are monosaccharides, which are monomers-- such as the basic sugars glucose, ribose, and [-- out of which bigger carbs are constructed.</p>

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" width="309px" alt="polysaccharides" />

<p>Starch is the storage form of glucose in plants, while cellulose is a structural part of the plant cell wall surface. Amylose is a direct chain of α-D-glucose systems collaborated by α-1,4- glycosidic bonds. Because of hydrogen bonding, amylose obtains a spiral framework that contains six glucose units per turn. Propionate is soaked up as well as metabolized aerobically in the liver while acetate passes using the liver right into the blood from where it is utilized as a power source. Propionic acid particularly, might play a direct duty in blood sugar control by subduing the launch of plasma triacylglycerols, which contribute to insulin resistance. Colonic fermentation likewise appears to have indirect results on hormonal agents from the pancreatic and fat that are associated with the regulation of energy metabolism (Nilsson et al., 2008).</p>

<p>If there is a great deal of glycogen available, the muscles will certainly have more biochemical power to draw on when needed for the long run. At the same time, the remainder people will certainly rest at the sidewalk restaurant, eating our spaghetti, and taking pleasure in enjoying other people strive. Structural polysaccharides give framework to plants; instances include cellulose in plants and chitin in the shells of crustaceans. Thus, a polysaccharide is a carb included numerous saccharides, i.e. more than ten saccharide systems. They form several of the very first polymeric materials utilized by people in manufacturing, together with nitrocellulose which was once used to make film and weapon cotton.</p>

<p>Stored glycogen in the liver cells is broken down into glucose forerunners. A single glucose particle is cut off from the glycogen and also is exchanged glucose 1-phosphate, which in turn, is transformed into glucose 6-phosphate that can enter glycolysis. Whenever you take a bit, little bits of food obtain lodged between your teeth. There are monosaccharides present in many foods which can feed the bacteria, as well as enable them to keep energy in dextrans as well as develop plaque. Nevertheless, the digestion procedure begins in the saliva, and also as the food remains in your mouth, it continues to release monosaccharides that permit the growth of bacteria.</p>

<p>Much more info associating with carbs as well as their role in our diet regimen can be located in the biology tutorial A Balanced Diet plan-- Carbohydrates and also Fat. In germs such as the gram-negative species Aquaspirillum serpens, the peptidoglycan component of the cell wall surface is comprised of polysaccharides as well as peptides. Branches can be developed via any kind of unlinked hydroxyl team and differ from alternating and consecutive single-unit branches to multiple-unit branches. 1. Examples of polysaccharides from higher plants include starch, cellulose, as well as exudate gum tissues like arabinogalactan, guar periodontal, and also gum tissue arabic. Polypeptide-- A polymer of amino acid monomers, additionally called a protein. Polymer-- Includes proteins, polysaccharides, and lots of various other molecules existing of smaller sized devices combined together.</p>

<p>They likewise are resources of fiber, calcium, iron as well as vitamins in your daily diet plan. There are three sorts of polysaccharides based on carbon chains, specifically direct, branched, as well as architectural. Glycosidic bonds are the chemical links in between the monosaccharide systems of long-chain carbohydrates.</p>

<p>Specific animals can absorb cellulose, due to the fact that microorganisms having the enzyme are present in their intestine. Starch is a blend of amylose and also amylopectin polysaccharide polymers. Amylose consists of lengthy hairs of glucose sugars connected by α-( 1 → 4) glycosidic bonds, while amylopectin has not only α-( 1 → 4) glycosidic bonds, but additionally α-( 1 → 6) glycosidic branches. This is the primary carb source for plant seeds and tubers, or vegetables that expand in the ground. Starch food resources often are described as &quot;starchy carbs&quot; and also include foods like corn, potatoes and also rice. These foods are the most usual type of carbs in your diet plan, consisting of an approximated one-third of the foods you consume.</p>

<p>Polysaccharides form when monosaccharides or disaccharides link together by glycosidic bonds. The glycosidic bond is a bridge between the two residues containing an oxygen atom between 2 carbon rings. In the dehydration reaction a hydroxyl group is lost from a carbon of one residue while a hydrogen is shed from a hydroxyl group from an additional residue.</p>

<p>When magic mushrooms medicinal use takes place, unabsorbed fructose transported to the big intestine might be used in fermentation by the colonic plants. This can bring about gastrointestinal discomfort, diarrhea, unwanted gas, or bloating. Natural starches contain around 10%-- 30% amylase as well as 70%-- 90% amylopectin. Amylose is a linear polysaccharide made up completely of D-glucose devices beta-glucans joined by the α-1,4- glycosidic affiliations we saw in maltose (component of Number 16.9 &quot;Amylose&quot;). Experimental evidence suggests that amylose is not a straight chain of glucose systems however instead is coiled like a springtime, with six sugar monomers per turn (part of Figure 16.9 &quot;Amylose&quot;). When curled in this fashion, amylose has simply adequate area in its core to accommodate an iodine particle.</p>

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