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polysaccharides 1

<h1>Definition Of Polysaccharides In Microbiology</h1>


<p>Fluorescence for all experiments was determined kinetically for 30 minutes with a Harmony ™ H4 Multi-Mode Microplate Viewers. BioTek instruments provide functional systems for carrying out viral study, with enhanced imaging- and also plate reader-based remedies, along beta glucans with liquid handling and also automation devices for enhanced assay throughput and reproducibility. Study right into the reprogramming of somatic cells right into pluripotent stem cells got the Nobel Prize in 2012. Biochemical assays run the range from regular ELISAs to micro-volume nucleic acid and healthy protein quantification.</p>

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" width="300px" alt="polysaccharides" />

<p>Polysaccharides are plentiful in nature as well as discovered in nearly every living microorganism. They can work as storage polysaccharides, such as starch in plants and also glycogen in animals, architectural aspects in the cell wall surfaces of germs and plants and skeletal components in arthropods. They can likewise be discovered connected to healthy proteins and also lipids, and have actually been implicated in cell-- cell recognition and molecular targeting.</p>

<p>What allows the reaction to be driven onward is the hydrolysis of the pyrophosphate to orthophosphate in an irreparable response hence enabling the production of UDP-glucose to continue unhindered. The UDP-glucose is after that affixed to the non-reducing ends of glycogen. How this is completed is via an alpha-1,4- glycosidic affiliation at the C-4 terminal with the terminal hydroxyl team all set to bind on glycogen. At this point the enzyme glycogen synthase plays the important role of catalyzing the accessory of UDP. Because an oligomer of a minimum of 4 monomers is required for glycogen synthase to expand a chain, the process utilizes a primer that is itself given by one more enzyme, glycogenin.</p>

<p>It needs to likewise be noted that distributed insoluble polysaccharides may likewise generate increases in thickness and the development of gels (Castro et al., 2012, 2013). NSPs are composed of the hexose sugars sugar, galactose as well as mannose, the deoxy-hexoses rhamnose and fucose, glucuronic as well as galacturonic acids, as well as the pentose sugars arabinose and xylose (Bach-Knudsen, 2001). NSPs might be extensively organized into classes (based upon Waldron et al., 2003). &quot;Disaccharide&quot; is just one of the four chemical groups of carbs. An indigestible fiber chitin and its derivative chitosan remain in shells of crustaceans. Heparin, a heteropolysaccharide pertaining to the acid mucopolysaccharides, has anticoagulant buildings as well as exists in connective and various other cells.</p>

<p>Cellulose is also utilized to make hydrophilic as well as highly absorbent sponges. Derivatizing medicinal mushrooms of the pacific northwest interferes with the orderly crystal-forming hydrogen bonding, described over, to ensure that also hydrophobic derivatives might boost the apparent solubility in water. Such gels damage down when cooling, in a manner similar to that triggering the solubility minimum for non-polar gases; hydrophobic saccharides ending up being much less soluble as the temperature level increases. This home works in developing movies as barriers to water loss and for holding on to small gas bubbles. Cellulose can also be exchanged cellophane, a slim clear film, and right into rayon, a vital fiber that has actually been used for fabrics given that the beginning of the 20th century.</p>

Here's my website: https://true2mushrooms.com/blogs/news/benefits-of-medicinal-mushroom-polysaccharides
     
 
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