Навигация по странице:ХондроитинсульфатыАзотистые основания пуриновые (аденин, гуанин) и пиримидиновые (тимин, урацил, цитозин). Строение, лактим-лактамная таутомерия.АнтипараллельностьЛАКТИМ-ЛАКТАМНАЯ ТАУТОМЕРИЯ11)Нуклеозиды: строение, номенклатура , гидролиз, характер связейПриродные нуклеозиды всегда являются β-аномерами.13) Свободные нуклеотиды: цамф и цгмф, атф, адф, фад, над. Строение, функции.
|
Колок. коллоквиум 3 химия 1 кур. Углеводы. Классификация. Функции Углеводами
Биологическая роль:
Цементирующее, связывающее вещество различных межклеточных элементов Препятствует проникновению бактерий Входит в состав суставной и синовиальной жидкостей Выполняет роль смазки Стекловидное тело глаза на 100% состоит из гиалуроновой кислоты Хорошо связывает воду и катионы Обеспечивает тургор тканей человека
Хондроитинсульфаты являются составной частью костной ткани, хрящей, сухожилий, роговицы глаз, сердечных клапанов и других подобных тканей. Хорошо связывают воду и катионы.
Состоят из дисахаридных остатков N-ацетилированного хондрозина, соединенных β-1,4-гликозидными связями. В состав хондрозина входят D-глюкуроновая кислота и D-галактозамин, связанные между собой β-1,3-гликозидной связью.
![](data:image/png;base64,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)
Азотистые основания пуриновые (аденин, гуанин) и пиримидиновые (тимин, урацил, цитозин). Строение, лактим-лактамная таутомерия.
Азо́тистые основа́ния — гетероциклические органические соединения, производные пиримидина и пурина, входящие в состав нуклеиновых кислот. Для сокращенного обозначения пользуются большими латинскими буквами. К азотистым основаниям относят аденин (A), гуанин (G), цитозин (C), которые входят в состав как ДНК, так и РНК. Тимин (T) входит в состав только ДНК, а урацил (U) встречается только в РНК.
Аденин и гуанин являются производными пурина, а цитозин, урацил и тимин — производными пиримидина.
Тимин, который присутствует только в ДНК, и урацил, который встречается только в РНК, обладают сходной химической структурой. Урацил отличается от тимина отсутствием метильной группы у 5-го атома углерода.
Азотистые основания, соединяясь ковалентной связью с 1' атомом рибозы или дезоксирибозы, образуют N-гликозиды, которые называют нуклеозиды. Нуклеозиды, в которых к 5'-гидроксильной группе сахара присоединены одна или несколько фосфатных групп, называются нуклеотидами. Эти соединения являются строительными блоками молекул нуклеиновых кислот — ДНК и РНК.
После образования молекулы нуклеиновой кислоты входящие в её состав азотистые основания могут вступать в различные химические реакции под действием ферментов а также факторов внешней среды.
![](data:image/jpeg;base64,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)
Азотистые основания одной из цепей соединены с азотистыми основаниями другой цепи водородными связями согласно принципу комплементарности.
Антипараллельность цепей ДНК: противоположная направленность двух нитей двойной спирали ДНК; одна нить имеет направление от 5' к 3', другая - от 3' к 5'.
ЛАКТИМ-ЛАКТАМНАЯ ТАУТОМЕРИЯ
Этот вид таутомерии характерен для азотсодержащих гетероциклов с фрагментом N=C—ОН.
Взаимопревращение таутомерных форм связано с переносом протона от гидроксильной группы, напоминающей фенольную ОН-группу, к основному центру — пиридиновому атому азота и наоборот. Обычно лактамная форма в равновесии преобладает.
![](data:image/png;base64,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)
11)Нуклеозиды: строение, номенклатура , гидролиз, характер связей
Нуклеиновые основания образуют связь за счет одного из атомов азота с аномерным центром пентозы (D-рибозы или 2-дезокси-D-рибозы). Этот тип связи аналогичен обычной гликозидной связи и известен как N-гликозидная связь, а сами гликозиды - как N-гликозиды. В химии нуклеиновых кислот их называют нуклеозидами.
В состав природных нуклеозидов пентозы входят в фуранозной форме (атомы углерода в них нумеруют цифрой со штрихом). Гликозидная связь осуществляется с атомом азота N-1 пиримидинового и N-9 пуринового оснований.
Природные нуклеозиды всегда являются β-аномерами.
В зависимости от природы углеводного остатка различают рибонуклеозиды и дезоксирибонуклеозиды. Для нуклеозидов употребительны названия, производимые от тривиального названия соответствующего нуклеинового основания с суффиксами -идин у пиримидиновых и -озин у пуриновых нуклеозидов.
12) Нуклеотиды: строение, номенклатура, характер связи. Гидролиз нуклеотидов.
Нуклеотидами называют фосфаты нуклеозидов. Фосфорная кислота обычно этерифицирует спиртовый гидроксил при С-5' или С-3' в остатке рибозы (рибонуклеотиды) или дезоксирибозы (дезоксирибонуклеотиды).
Общий принцип строения нуклеотидов показан на примере фосфатов аденозина. Для связывания трех компонентов в молекуле нуклеотида используются сложноэфирная и N-гликозидная связи.
Нуклеотиды можно рассматривать, с одной стороны, как эфиры нуклеозидов (фосфаты), а с другой - как кислоты (в связи с наличием остатка фосфорной кислоты).
![](data:image/jpeg;base64,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)
За счет фосфатного остатка нуклеотиды проявляют свойства двухосновной кислоты и в физиологических условиях при рН 7 находятся в полностью ионизированном состоянии.
Для нуклеотидов используют два вида названий. Одно включает наименование нуклеозида с указанием положения в нем фосфатного остатка, например, аденозин-3'-фосфат, уридин-5'-фосфат; другое строится с добавлением сочетания -иловая кислота к названию остатка пиримидинового основания, например, 5'-уридиловая кислота, или пуринового основания, например 3'-адениловая кислота.
Используя принятый для нуклеозидов однобуквенный код, 5'-фосфаты записывают с добавлением латинской буквы «р» перед символом нуклеозида, 3'-фосфаты - после символа нуклеозида. Аденозин-5'-фосфат обозначается рА, аденозин-3'-фосфат - Ар и т. п. Эти сокращенные обозначения используют для записи последовательности нуклеотидных остатков в нуклеиновых кислотах. По отношению к свободным нуклеотидам в биохимической литературе широко используют их названия, как монофосфатов с отражением этого признака в сокращенном коде, например АМР (или АМФ) для аденозин-5'-фосфата Гидролиз![](data:image/png;base64,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)
13) Свободные нуклеотиды: цамф и цгмф, атф, адф, фад, над. Строение, функции.
|
|
|