Зависимость от количества фермента При увеличении количества молекул фермента скорость реакции возрастает непрерывно и прямо пропорционально количеству фермента, т.к. большее количество молекул фермента производит большее число молекул продукта
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)
Классификация и номенклатура ферментов
Номенклатура – названия индивидуальных соединений, их групп, классов, а также правила составления этих названий. Номенклатура ферментов бывает тривиальной (короткое рабочее название) и систематической. По систематической номенклатуре, принята в 1961г Международным союзом биохимии, можно точно идентифицировать фермент и его катализируемую реакцию.
Классификация – разделение чего либо по выбранным признакам.
Классификация ферментов основана на типе катализируемой химической реакции; На основании 6 типов химических реакций ферменты, которые их катализируют, подразделяют на 6 классов, в каждом из которых несколько подклассов и поподклассов (4-13); Каждый фермент имеет свой шифр КФ 1.1.1.1. Первая цифра обозначает класс, вторая - подкласс, третья - подподкласс, четвертая - порядковый номер фермента в его подподклассе (в порядке открытия). Название фермента состоит из 2 частей: 1 часть – название субстрата (субстратов), 2 часть – тип катализируемой реакции. Окончание – АЗА; Дополнительная информация, если необходима, пишется в конце и заключается в скобки: L-малат + НАДФ+ ↔ ПВК + СО2 + НАДН2 L-малат: НАДФ+ - оксидоредуктаза (декарбоксилирующая);
В правилах названия ферментов нет единого подхода. 1. Оксидоредуктазы
Катализируют окислительно-восстановительные реакции. В реакцию вступают 2 вещества и 2 образуются, одно окисляется, другое восстанавливается: Sвост + S’окисл ↔ S’вост + Sокисл
Оксидоредуктазы делятся на: дегидрогеназы (отщепляют Н от субстратов), оксидазы (переносят Н с субстрата на кислород), оксигеназы (включают кислород в молекулу субстрата), гидроксипероксидазы (разрушают перекиси водорода и органические перекиси).
Систематическое название включает в себя название донора е и Н+ через двоеточие название акцептора через тире – название класса: донор: акцептор ( косубстрат) оксидоредуктаза
R-CH2-OH + НАД+ ↔ R-CH=О + НАДН2
Систематическое название: Алкоголь: НАД+ оксидоредуктаза
Тривиальное название: алкогольдегидрогеназа. Шифр: КФ 1.1.1.1 Пируват + НАДН2 ↔ лактат + НАД+
Систематическое название: Лактат: НАД+ оксидоредуктаза
Тривиальное название: ЛДГ. Шифр: КФ 1.1.2.7 2. Трансферазы
Ферменты этого класса принимают участие в переносе атомных групп, молекулярных остатков от одного соединения к другому. В реакцию вступают 2 вещества и 2 образуются: S-G + S’ ↔ S + S’-G.
В зависимости от переносимых групп трансферазы делятся на: 1). фосфотрансферазы (киназы); 2). аминотрансферазы; 3). гликозилтрансферазы; 4). метилтрансферазы; 5). ацилтрансферазы.
Систематическое название: откуда: куда в какое положение–что–трансфераза
или донор: акцептор–транспортируемая группа– трансфераза
АТФ + D-гексоза ↔ АДФ + D- гексоза-6ф
Систематическое название: АТФ: D-гексоза-6-фосфотрансфераза
Тривиальное название: гексокиназа ФЕП + АДФ → ПВК + АТФ
Систематическое название: АТФ: ПВК-2-фосфотрансфераза
Тривиальное название: пируваткиназа 3. Гидролазы. Расщепляют ковалентную связь с присоединением молекулы воды.
В реакцию вступают 2 вещества и 2 образуются: S-G + Н2О ↔ S-ОН + G-Н.
В зависимости от характера гидролизуемой связи, различают подклассы: 1). гликозидазы – гидролиз гликозидов (лактоза – лактаза, мальтоза – мальтаза, сахароза – сахараза); 2). пептидазы – гидролиз пептидных связей; 3). эстеразы – разрыв связи в сложных эфирах.
Систематическое названиесубстрат–что отщепляется–гидролаза
или субстрат–гидролаза
Ацетилхолин + Н2О ↔ Ацетат + Холин
Систематическое название: Ацетилхолин-ацилгидролаза (Ацетилхолин-гидролаза)
Тривиальное название: Ацетилхолинэстераза Глюкозо-6ф + Н2О → глюкоза + Н3РО4
Систематическое название: Глюкозо-6ф-фосфогидролаза
Тривиальное название: Глюкозо-6ф-фосфотаза 4. Лиазы
Отщепление групп от субстратов по негидролитическому механизму с образованием двойных связей (или наоборот, присоединение по двойной связи). Реакции обратимы, за исключением отщепления СО2.
В реакцию вступает 1 вещество и 2 образуются (или наоборот): -SХ-SY- ↔ XY + -S=S-
Систематическое название субстрат: что отщепляется–лиаза
L-малат ↔ фумарат + Н2О
Систематическое название: L-малат: гидро–лиаза
Тривиальное название: фумараза 5. Изомеразы
Взаимопревращения оптических, геометрических, позиционных изомеров. В реакцию вступает 1 вещество и 1 образуется. Исходя из типа катализируемой реакции изомеризации выделяется несколько подклассов: 1) рацемазы; 2) эпимеразы; 3) таутамеразы; 4) цис,- трансизомеразы; 5) мутазы (при внутримолекулярном переносе группы); 6) цикло-, оксоизомеразы.
Систематическое название субстрат–вид изомеризации–изомераза или субстрат–продукт–изомераза
Фумаровая к-та ↔ малеиновая к-та
Систематическое название: фумарат–цис,транс–изомераза гл-6ф ↔ фр-6ф
Систематическое название: гл-6ф–фр-6ф–изомераза 6. Лигазы (синтетазы)
Соединение 2 молекул с использованием энергии макроэргических соединений (АТФ и др). В реакцию вступают 3 вещества, образуется 3 вещества.
Систематическое название субстрат: субстрат–лигаза (источник энергии)
АТФ + L-глутамат + NH4+ → АДФ + Фн + L-глутамин
Систематическое название: L-глутамат: аммиак–лигаза (АТФ → АДФ + Фн)
Тривиальное название: глутаминсинтетаза АТФ + ПВК + СО2 → АДФ + Фн + ЩУК
Систематическое название: ПВК: СО2–лигаза (АТФ → АДФ + Фн)
Тривиальное название: пируваткарбокилаза
10. Активаторы и ингибиторы ферментов: химическая природа, виды активирования и ингибирования ферментов. Биологическое и медицинское значение активаторов и ингибиторов ферментов.
Активаторы– это вещества, увеличивающие скорость ферментативной реакции. Виды активаторов: 1. Вещества, влияющие на область активного центра. К ним относятся ионы металлов (Na+, K+, Fe2+, Co2+, Cu2+, Ca2+, Zn2+, Mg2+, Mn2+ и др.). В ряде случаев ионы металлов выполняют функцию кофактора фермента. В других случаях они способствуют присоединению субстрата к активному центру фермента. Ионы металлов оказываются активаторами только в условиях дефицита их в организме. 2. Аллостерические эффекторы, которые связываются с аллостерическим (регуляторным) участком апофермента. Это связывание вызывает конформационные изменения в молекуле белка, приводящие к изменению структуры активного центра, что сказывается на связывании и превращении субстрата в активном центре. При этом активность фермента либо увеличивается (это аллостерические активаторы), либо уменьшается (это аллостерические ингибиторы). Аллостерическими эффекторами ферментов наиболее часто выступают различные метаболиты, а также гормоны, ионы металлов, нуклеозиды - АТФ, АДФ, АМФ. 3. Вещества, вызывающие модификации, не затрагивающие активный центр фермента. Возможно несколько вариантов таких модификаций: - активация путём присоединения специфической модифицирующей группы к молекуле фермента. Пример: регуляция активности липазы. - активация путёмперехода неактивного предшественника - профермента в активный фермент за счёт частичного протеолиза. - активатор вызывает диссоциацию субъединиц фермента, имеющего четвертичную структуру (отщепление одной из субъединиц фермента)
Ингибитор – это вещество, вызывающее специфичное снижение активности фермента.
По прочности связывания фермента с ингибитором ингибирование бывает обра тимым и необратимым.По отношению ингибитора к активному центру фермента ингибирование делят на конкурентное и неконкурентное.
НЕОБРАТИМОЕ ИНГИБИРОВАНИЕ При необратимом ингибировании происходит связывание или разрушение функ-циональных групп фермента, необходимых для проявления его активности. Например: ингибирование ацетилхолинэстеразы в нервных синапсах предотвращает разрушение ацетилхолина в синаптической щели, в результате чего отсутствует дальнейшая передача сигнала по нерву.
КОНКУРЕНТНОЕ ИНГИБИРОВАНИЕ
При таком виде ингибирования ингибитор по своей структуре похож на субстрат фермента. Поэтому он соперничает с субстратом за с активный центр, что приводит к уменьшению связывания субстрата с ферментом и нарушение его превращения. Особенностью конкурентного ингибирования является возможность усилить или ослабить ингибирование через изменение концентрации субстрата. Например, конкурентное взаимодействие этанола и метанола за активный центр алкогольдегидрогеназы.
НЕКОНКУРЕНТНОЕ ИНГИБИРОВАНИЕ Данный вид ингибирования связан с присоединением ингибитора не в активном центре, а в другом месте молекулы. Например, синильная кислота (цианиды) связывается с гемовым железом ферментов дыхательной цепи.
ИСПОЛЬЗОВАНИЕ ФЕРМЕНТОВ И ИХ АКТИВАТОРОВ И ИНГИБИТОРОВ В МЕДИЦИНЕ Использование ферментов в медицине происходит по трем направлениям: • энзимодиагностика • энзимотерапия • применение ингибиторов ферментов
11. Принципы количественного и качественного определения активности ферментов. Единицы активности. Определение активности ферментов в диагностике заболеваний. Применение ферментов как лекарственных препаратов
Единица активности (Е) – это количество фермента, которое катализирует превращение одного микромоля субстрата в мин при стандартных условиях (в оптимуме рН, при избытке субстрата, температуре 37 или 20º С)
ПРИНЦИПЫ ОПРЕДЕЛЕНИЯ АКТИВНОСТИ ФЕРМЕНТОВ
1.Активность фермента выражается в скорости накопления продукта или скорости убыли субстрата в пересчете на количество материала, содержащего фермент.
![](data:image/png;base64,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) 2. Создание стандартных условий, чтобы можно было сравнивать результаты полученные в разных лабораториях – t=25°С и оптимальная рН;
3. Избыток субстрата, чтобы работали все имеющиеся молекулы фермента;
Определение активности ферментов в диагностике заболеваний.
Энзимодиагностика (энзим[ы] + греч. diagnostikos способный распознавать) – методы диагностики болезней, патологических состояний и процессов, основанные на определении активности ферментов в биологических жидкостях.
Направления энзимодиагностики:
1) Определение активности органо-, органеллоспецифических ферментов и их изоферментов.
Определение в биологических жидкостях активности ферментов и их изоферментов позволяет установить локализацию патологического процесса, его стадию, выраженность, а также эффективность его лечения.
Ферменты плазмы крови по происхождению можно разделить на 3 группы:
1) секреторные ферменты - секретируются определенными органами в плазму крови, где и выполняют свою функцию. Например: ЛПЛ, ЛХАТ, ферменты свертывающей и противосвертывающей системы крови;
2) экскреторные ферменты - синтезируются в железах ЖКТ, выделяются в просвет ЖКТ, где обеспечивают процесс пищеварения. В кровь эти ферменты попадают при повреждении желез. Например, при панкреатите в крови обнаруживается панкреатическая липаза, амилаза, трипсин и т.д., при воспалении слюнных желез - амилаза слюны.
3) клеточные ферменты - функционируют только внутри клеток, в плазму крови они попадают во время повреждения (под действием медиаторов воспаления и т.д.) и гибели клеток (при некрозе). К ним относятся общие, органо- и органеллоспецифические ферменты.
За счет естественной гибели клеток клеточные ферменты имеют в плазме крови постоянно низкую активность. При поражении органа происходит значительный выход ферментов из его клеток и многократное увеличение активности этих ферментов в плазме крови.
Например:
Аминотрансферазы. Локализуются в митохондриях, обеспечивают взаимопревращения аминокислот и кетокислот: АК1 + КК2 ↔ КК1 + АК2.
ЛДГ. Локализуется в цитозоле, обеспечивает взаимопревращения ПВК и лактата.
В сыворотке крови повышена активность амилазы при остром панкреатите, кисте поджелудочной железы; γ-глутамилтранспептидазы - при остром инфекционном или токсическом гепатите, хроническом гепатите, циррозе печени; кислой фосфатазы - при карциноме простаты; щелочной фосфатазы - при заболеваниях костей, закупорке желчных протоков, при беременности и у детей.
Определение активности ферментов с диагностической целью проводят также в моче, слюне, ликворе и биоптатах органов и тканей.
2) Определение активности ферментов и их констант (Km, t, pH).
Это направление используют для диагностики наследственных патологий и выявления механизмов патогенеза ряда заболеваний.
3) Определение концентрации органических веществ с помощью ферментов.
Использование ферментов в качестве реактивов позволяет определять концентрацию органических веществ с высокой точностью, так как ферменты обладают высокой чувствительностью и избирательностью к своим субстратам. Лекарственные препараты на основе ферментов. В качестве лекарственных препаратов наиболее широко используются гидролитические ферменты.
1). Протеолитические ферменты применяются при нарушении пищеварения. Например:
а). Экстракты слизистой оболочки желудка, основным действующим веществом которых является пепсин. Это препараты абомин и ацидинпепсин, их в основном используют для коррекции секреторной дисфункции желудка.
б). Панкреатические энзимы, представленные амилазой, липазой, трипсином и химотрипсином. Это препараты панкреатин, мезимфорте, панцитрат, креон, их используются для коррекции нарушений процесса пищеварения, а также для регуляции функций поджелудочной железы.
в). Комбинированные ферменты, содержащие панкреатин в комбинации с компонентами желчи, гемицеллюлозой. Это препараты дигестал, фестал, панзинорм-форте, энзистал. Их назначают при недостаточной внешнесекреторной функции поджелудочной железы в сочетании с патологией печени, желчевыводящей системы, при нарушении жевательной функции, малоподвижном образе жизни, кратковременных погрешностях в еде.
г). Растительные энзимы, представленные папаином, грибковой амилазой, протеазой, липазой и др. ферментами. Препараты пепфиз и ораза. Папаин и протеазы гидролизируют белки, грибковая амилаза - углеводы, липаза - жиры.
д). Дисахаридазы. Например, тилактаза - пищеварительный фермент представляющий собой лактазу, которая находится в щеточной кайме слизистой оболочки тощей кишки и проксимального отдела подвздошной кишки. Расщепляет лактозу на простые сахара.
2). Протеолитические препараты применяют местно, в виде аппликаций или орошений, при первичной обработке ран и ожогов. Гидролизуя белки некротизированных тканей, ферменты способствуют очищению раны, уменьшению воспаления и ускорению заживления.
Например, коллагеназа вызывает деструкцию коллагена при этом жизнеспособные мышцы, грануляционная ткань и эпителий остаются интактными. При гнойных ранах коллагеназа способствует быстрому очищению от нежизнеспособных тканей и экссудата, более раннему появлению грануляционной ткани и эпителизации, предупреждает развитие грубых (типа келоидных) рубцов, способствует сохранению функции суставов.
3). Гиалуронидазы – (лидаза, ронидаза) – ферменты, специфическим субстратом которых является гиалуронованная кислота, основа межклеточного матрикса соединительной ткани. Показателями к их применению являются рубцы после ожогов и операций, гематомы, контрактуры суставов и т.д. Лечебный эффект проявляется размягчением рубцов, рассасыванием гематом, появлением подвижности в суставах.
4). Протеолитические ферменты стрептокиназу, урокиназу применяют для предотвращения и лечения тромбозов, эмболии, инфаркта миокарда, закупорки сосудов сетчатки глаза. Стрептокиназа и урокиназа способствует превращению плазминогена в плазмин, который лизирует тромб.
5). Нуклеазы (ДНК-аза, РНК-аза) используют при лечении некоторых вирусных заболеваний (герпес, аденовирусный конъюктивит, вирусный менингит, ОРВИ и др.). Фермент разрушает ДНК вируса, не повреждая вместе с тем ДНК клеток макроорганизма. α-ДНКаза в препарате пульмозим используется как муколитик, она расщепляет внеклеточную ДНК, содержащуюся в большом количестве в вязком бронхиальном секрете.
6). Бактериолитическиеферменты. Препарат «лизоамидаза» содержит комплекс ферментов: мурамидазу, амидазу, пептидазу и высокомолекулярный полисахарид. Препарат обладает наибольшей бактерицидной активностью по отношению к грамположительным бактериям: стафилакоккам, стрептококкам, а также менингококкам, гонококкам. Особенность, препарат показывает высокую бактерицидную эффективность вне зависимости от устойчивости бактерий к действию антибиотиков.
12.Биологические мембраны. Мембранные структуры клетки (плазматическая мембрана, аппарат Гольджи, ЭПР, лизосомы, митохондрии и др.).Свойства и функции биологических мембран.Строение мембран. Жидкостно-мозаическая модель плазматической мембраны.
Плазматическая мембрана – ограничивает содержимое клетки от внешней среды; осуществляет контакт с другими клетками, получение, обработку и передачу информации внутрь клетки, поддержание постоянства внутренней среды.
Ядерные мембраны (внешняя и внутренняя) – образуют ядерную оболочку, которая отделяет хромосомный материал от цитоплазматических органелл; через поры ядерной оболочки происходит транспорт белков и нуклеиновых кислот в ядро и из ядра.
Принцип строения мембранных органелл Мембранные органеллы представляют собой замкнутые и изолированные участки (компартменты) в гиалоплазме, имеющие свою внутреннюю структуру. Стенка их состоит из билипидной мембраны и белков подобно плазмолемме. Однако билипидные мембраны органелл имеют особенности: толщина билипидных мембран органелл меньше, чем плазмолеммы (7 нм против 10 нм), мембранные отличаются по количеству и по содержанию белков, встроенных в них. Однако, несмотря на различия, мембраны органелл имеют одинаковый принцип строения, поэтому они обладают способностью взаимодействовать друг с другом, встраиваться, сливаться, разъединяться, отшнуровываться. Общий принцип строения мембран органелл можно объяснить тем, что все они образуются в эндоплазматической сети, а затем происходит их функциональная перестройка в комплексе Гольджи.
Митохондрии Митохондрии — наиболее обособленные структурные элементы цитоплазмы клетки, обладающие в значительной степени самостоятельной жизнедеятельностью. Стенка митохондрий образована двумя билипидными мембранами, разделенными пространством в 10—20 нм. При этом внешняя мембрана охватывает по периферии всю митохондрию в виде мешка и отграничивает ее от гиалоплазмы. Внутренняя мембрана отграничивает внутреннюю среду митохондрии, при этом она образует внутри митохондрии складки — кристы. Внутренняя среда митохондрии (митохондриальный матрикс) имеет тонкозернистое строение и содержит гранулы (митохондриальные ДНК и рибосомы). Функция митохондрий — образование энергии в виде АТФ. Источником образования энергии в митохондриях является ПВК (пируват), которая образуется из белков, жиров и углеводов в гиалоплазме. Окисление пирувата происходит в митохондриальном матриксе, а на кристах митохондрий осуществляется перенос электронов, фосфорилирование АДФ и образование АТФ. Образующаяся в митохондриях АТФ является единственной формой энергии, которая используется клеткой для выполнения различных процессов. В течение жизни клетки происходит неоднократное обновление митохондрий. Восстанавливаются они делением старых митохондрий. Эндоплазматическая сеть Эндоплазматическая сеть (ЭПС) в разных клетках может быть представлена в форме уплощенных цистерн, канальцев или отдельных везикул. Стенка состоит из билипидной мембраны. Различают две разновидности ЭПС: 1) зернистую (гранулярную, или шероховатую); 2) незернистую (или гладкую). На наружной поверхности мембран зернистой ЭПС содержатся прикрепленные рибосомы. В цитоплазме при электронно-микроскопическом исследовании можно обнаружить два вида ЭПС, однако один из них преобладает, что и определяет функциональную специфичность клетки. Эти две разновидности ЭПС не являются самостоятельными и обособленными формами, так как при более детальном исследовании можно обнаружить переход одной разновидности в другую. Функции зернистой ЭПС: 1) синтез белков, предназначенных для выведения из клетки (на экспорт); 2) отделение (сегрегация) синтезированного продукта от гиалоплазмы; 3) конденсация и модификация синтезированного белка; 4) транспорт синтезированных продуктов в цистерны пластинчатого комплекса; 5) синтез компонентов билипидных мембран Функции гладкой ЭПС: 1) участие в синтезе гликогена; 2) синтез липидов; 3) дезинтоксикационная функция (нейтрализация токсических веществ посредством соединения их с другими веществами).
Пластинчатый комплекс Гольджи Пластинчатый комплекс называют транспортным аппаратом клетки. Пластинчатый комплекс Гольджи (сетчатый аппарат) представлен скоплением уплощенных цистерн и небольших везикул, ограниченных билипидной мембраной. Пластинчатый комплекс подразделяется на субъединицы — диктиосомы. Каждая диктиосома представляет собой стопку уплощенных цистерн, по периферии которых локализуются мелкие пузырьки. При этом в каждой уплощенной цистерне периферическая часть несколько расширена, а центральная сужена. В диктиосоме различают два полюса: цисполюс (направленный основанием к ядру) и трансполюс (направленный в сторону цитолеммы). Установлено, что к цисполюсу подходят транспортные вакуоли, несущие в комплекс Гольджи продукты, синтезированные в ЭПС. От трансполюса отшнуровываются пузырьки, несущие секрет к плазмолемме для его высвобождения из клетки. Часть мелких пузырьков, заполненных белками-ферментами, остается в цитоплазме и носит название лизосом. Функция пластинчатого комплекса: 1) транспортная (выводит из клетки синтезированные в ней продукты); 2) конденсация и модификация веществ, синтезированных в зернистой ЭПС; 3) образование лизосом (совместно с зернистой ЭПС); 4) участие в обмене углеводов; 5) синтез молекул, образующих гликокаликс цитолеммы; 6) синтез, накопление, выведение муцинов (слизи); 7) модификация мембран, синтезированных в ЭПС и превращение их в мембраны плазмолеммы.
Лизосомы Лизосомы — наиболее мелкие органеллы цитоплазмы, представляют собой тельца, ограниченные билипидной мембраной и содержащие электронноплотный матрикс, состоящий из набора гидролитических белков-ферментов (более тридцати видов гидролаз), способных расщеплять любые полимерные соединения (белки, жиры, углеводы), их комплексы на мономерные фрагменты. Функция лизосом — обеспечение внутриклеточного пищеварения, т. е. расщепление как экзогенных, так и эндогенных биополимерных веществ. Классификация лизосом: 1) первичные лизосомы — электронно-плотные тельца; 2) вторичные лизосомы — фаголизосомы, в том числе аутофаголизосомы; 3) третичные лизосомы или остаточные тельца.
Пероксисомы Пероксисомы — микротельца цитоплазмы (0,1—1,5 мкм), сходные по строению с лизосомами, однако отличаются от них тем, что в их матриксе содержатся кристаллоподобные структуры, а среди белков-ферментов содержится каталаза, разрушающая перекись водорода, образующуюся при окислении аминокислот.
В 1972 г. Сингер и Николсон (Singer, Nicolson) предложили жидкостно-мозаичную модель мембраны, согласно которой белковые молекулы плавают в жидком фосфолипидном бислое. Они образуют в нем как бы своеобразную мозаику, но поскольку бислой этот жидкий, то и сам мозаичный узор не жестко фиксирован; белки могут менять в нем свое положение. Покрывающая клетку тонкая мембрана напоминает пленку мыльного пузыря — она тоже все время «переливается».
На рисунке представлено плоскостное изображение жидкостно-мозаичной модели мембраны и ее трехмерная модель.![](data:image/jpg;base64,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)
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