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Термическая обработка стали. Реферат 1. Термическая, термохимическая и термомеханическая обработка стали
При вторичной кристаллизации в переохлаждённом аустените всегда есть участки обогащённые углеродом. На этих участках могут появляться устойчивые зародыши цементита. Их образование и рост уменьшают содержание углерода в прилегающих объёмах аустенита, появляются зародыши феррита. С ростом последних углерод вытесняется в окружающие объёмы аустенита и обогащает их. Когда содержание углерода в аустените повысится до 6,67%, образуются новые пластинки (зёрна) цементита. Чередование процессов зарождения и роста пластинок цементита и феррита приводит к образованию скопления перлита, при смыкании которых образуются границы зёрен.
Таким образом, аустенит распадается на феррито – цементитную смесь (перлит). Однако с ростом степени переохлаждения уменьшается критический размер зародыша новой фазы – продукта превращения аустенита, а значит, чем ниже температура превращения, тем мельче феррито-цементитная смесь. Образование перлита происходит с полным осуществлением диффузионных процессов, т.е. протекает по нормальному механизму и называется перлитным превращением.
Перлит – эвтектоидная смесь феррита и цементита, содержание углерода в которой постоянно и равно 0,8%.
Промежуточное превращение Промежуточное превращение происходит при температурах более низких, чем для перлитного превращения. Следовательно, перлитное превращение требует более быстрого темпа охлаждения аустенита для образования переохлаждения. Данный процесс происходит при температурах 550-250 ºС. При этих температурах атомы железа почти не способны к диффузии, но диффузия углерода еще достаточно активна. В результате происходит перераспределение углерода, которое создает обедненные и обогащенные зоны. В обогащенных зонах образовывается смесь альфа-фазы (феррита) и карбида, которая называется бейнитом, в обедненных участках будет идти мартенситное превращение (следующий пункт). Карбид в бейните не имеет пластинчатого строения, свойственного перлиту.
Различают “верхний” и “нижний” бейнит, образующийся соответственно в верхней ( 550-400) и нижней (-400-250°) части промежуточного интервала температур.
При образовании верхнего бейнита цементит выделяется главным образом из аустенита и имеет вид изолированных узких частиц. В целом верхний бейнит имеет перистую структуру, напоминающую строение перлита. Для него характерны пониженные твердость и прочность из-за сохранения в структуре нераспавшегося аустенита и низкие пластичность и вязкость.
При превращении в нижний бейнит цементит выделяется в основном из пересыщенного α-раствора; очень мелкие частицы цементита располагаются непосредственно в пластинах феррита. Нижний бейнит имеет высокую твердость и прочность при сохранении высокой пластичности.
Промежуточное превращение с образованием бейнита происходит только при изотермической выдержке. Бейнит не образуется в углеродистых сталях при непрерывном охлаждении.
Мартенситное превращение Если переохладить аустенит до точки Mн, то начнется так называемое мартенситное превращение, происходящее при непрерывном охлаждении в интервале температур от точки Мн до точки Мк.
Интервал температур Mн …Mк зависит от количества углерода в аустените стали, эту зависимость видно по графику на рисунке 4.
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)
Рисунок 4. Диаграмма мартенситного превращения
Суть превращения заключается в том что при больших степенях переохлаждения возрастает термодинамическая неустойчивость аустенита͵ а скорость диффузии углерода резко падает. В этом случае происходит без диффузионное превращение аустенита: ГЦК решетка аустенита перестраивается в ОЦК сдвиговым путем. Весь углерод, ранее растворенный в решетке аустенита͵ остается в решетке феррита. В результате образуется пересыщенный твердый раствор внедрения углерода в α -железе, который принято называть мартенситом.
Важнейшим условием аустенит – мартенсит -превращения является непрерывное охлаждение аустенита в интервале от Мн до Мк. При остановках фиксируется нераспавшийся аустенит который приводит к снижению твердости, изменению размеров и т.д.
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