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§ 2.1. Введение

Одни= 084; из недостаткоk= 4; механики разрушения является отсутствие надежного критерия разрушения. Прикладная механика может доста = 90;очно верно описать напряжения = 80; деформации = 74; окрестностl= 0; выемки или вершины тре = 97;ины. Условия, при которых эти напряжении = 80; деформации приведут к распростраl= 5;ению трещины, полностью еще не выяснены. Пр= 077;дполагаетс&= #1103;, что распростраl= 5;ение трещины имеет место, когда напряжения при вершине трещины превышают критическуn= 2; величину. Было предпринятl= 6; несколько попыток (см. [1, 2, 3= ]) использоваm= 0;ь в качестве критерия разрушения либо деформации, либо средни = 77; напряжения, либо деформации на некоторо = 84; расстоянии перед трещиной. В последние годы часто стал использоваm= 0;ься критерий критическоk= 5;о раскрытия. Н= 086; все эти критерии не имеют серьезного физическогl= 6; обоснованиn= 3;, хотя и могут &#= 1073;ыть весьма полезны и некоторых приложенияm= 3;.

Крит= 077;рий разрушения должен быть основан на физических моделях, которые можно постр = 86;ить, лишь зная механизмы разрушения. Для критери = 03;, основанногl= 6; на балансе энергии, мод= 077;ль не нужна, но энергетичеl= 9;кое условие пре = 76;полагает возможностn= 0; роста трещины. Буд= 077;т ли расти трещина, зависит от состояния м = 72;териала перед вершиной трещины, который при действующиm= 3; напряженияm= 3; и деформаци = 03;х должен быть на грани разрушения. Исследованl= 0;е механизмов разрушения необходимо для пониман = 80;я процессов разрушения. Это исследо = 74;ание, как показан = 86; на рис. 1.2, являясь существеннl= 6;й частью механики разрушения, связано с изучением процессов разрушения на уровне атомов и дислокаций вплоть до кристалличk= 7;ских зерен и примесей.=

Для получения более прочных материалов = 76;олгое время проводилисn= 0; исследованl= 0;я по изучению явлений текучести и ползучести, = 087;оскольку увеличение предела текучести о = 73;ычно приводило к получению более прочн = 86;го материала. В результате этой работы = 074; данной области накоплены глубокие зн = 72;ния и сделано изрядное множество открытий. Изучением самих процессов разрушения = 74; течение долгого времени пренебрегаl= 3;и. Появление механики разрушения стимулировk= 2;ло исследованl= 0;е разрушений. Были получе = 85;ы пригодные в качественнl= 6;м отношении знания о процессах разрушения, но количествеl= 5;но картина все еще далека о= 090; завершения, несмотря на = 085;екоторые многообещаn= 2;щие достижения. Из-за сложности задач в этой области в ближайшее время можно ожидать лиш = 00; скромных результатоk= 4;.

В данной глав = 77; приведены некоторые элементарнm= 9;е сведения о различных механизмах = 88;азрушения, которые необходимы при изучени = 80; механики разрушения = 80; для понимания о = 89;новных идей. В § 2.2 и 2.3 рассмотренm= 9; два основны = 93; механизма разрушения R= 12; разрушение сколом и вязкое разрушение. Два следующих параграфа посвящены механизмам образованиn= 3; трещин, а именно: усталостноl= 4;у и коррозионнl= 6;му растрескивk= 2;нию под напряжениеl= 4;, а также обра= 079;ованию трещин в присутствиl= 0; водорода. Само по себе образованиk= 7; трещин редк = 86; приводит к р= 072;зрушению. Когда трещина из-з= 072; усталости м = 72;териала или из-за коррозии увеличиваеm= 0;ся до определеннl= 6;го размера, окончательl= 5;ое разрушение будет либо вязким, либо хрупким. Поскольку разрушение сколом обычно связ = 72;но с малыми пластическl= 0;ми деформацияl= 4;и, его называю = 90; хрупким разрушениеl= 4;. Но термин «хрупкое разрушение&raqu= o; часто обобщают и применяют к = 86; всем разрушенияl= 4; с малыми пластическl= 0;ми деформацияl= 4;и, несмотря на то, что в свое&= #1081; завершающеl= 1; стадии разрушение является вязким. Така= 103; терминологl= 0;я может легко привести к путанице. Поэтому в книге разрушения будем обозначать на основе механизма окончательl= 5;ого отделения, т. е. либо вязким разрушениеl= 4;, либо разрушениеl= 4; сколом.

Иссл= 077;дования механизмов разрушения = 74; значительнl= 6;й степени опираются н = 72; электроннуn= 2; микроскопиn= 2;. Наука, связанная с описанием и объяснениеl= 4; процессов разрушения = 89; помощью электронныm= 3; микроскопоk= 4;, называется электронноl= 1; фрактогр = 72;фией. Нельзя сказать, чтобы применяемаn= 3; здесь техно = 83;огия была широко известна, поэтому уме = 89;тно дать ее краткое описание.=

Элек= 090;роны могут быть пропущены через слой материала толщиной лишь в несколько сотен ил = 80; тысяч ангстрем. Поэтому с помощью эле = 82;тронной микроскопиl= 0; в проходяще = 84; пучке иссле = 76;овать разрушеннуn= 2; поверхностn= 0; нельзя, а ее форму следует перенести н = 72; тонкую, прозрачную = 76;ля электронов реплику. Наиболее широко испо = 83;ьзуемая технология копированиn= 3; (рис. 2.1) включа = 77;т в качестве промежуточl= 5;ого этапа изготовленl= 0;е реплики из пластмассы. Пластмассу = 74; жидкой форм = 77; помещают на разрушеннуn= 2; поверхностn= 0; (рис. 2.1, а).

Рис. 2.1. Двухэтапноk= 7; изготовленl= 0;е реплик для электронl= 5;ой фрактогl= 8;афии

Поверхно= сть должна быть полностью освобожденk= 2; от влаги, чтобы пластмасса могла запол = 85;ить самые маленькие выемки. Посл= 077; затвердениn= 3; пластмассу отделяют от поверхностl= 0; разрушения, помещают в вакуумную камеру и испарением двух угольных электродов наносят тон = 82;ий слои угля (рис. 2.1, б). Испарение некоторых т = 03;желых металлов, таких, как платина, оттеняет картину и увеличиваеm= 0; контраст. После этого пластмассу растворяют = 74; ацетоне (рис. 2= .1, в), а освобожденl= 5;ая угольная реплика нан = 86;сится на медную сетку, которая поддерживаk= 7;т тонкую угольную пленку в микроскопе.

Из-за наличия множества мелких неровностеl= 1; угольная реплика обладает определеннl= 6;й прочностью = 80; жесткостью. Понять это помогает ри = 89;. 2.2, на котором одна и та же поверхностn= 0; разрушения рассматривk= 2;ется под различными углами, что достигаетсn= 3; поворотом образца в эл= 077;ктронном микроскопе. Эта технология позволяет с помощью стереографl= 0;ческих измерений (см. [4—8]) определить топографию поверхностl= 0; разрушения.

Рис. 2.2. Две фрак = 90;ограммы поверхностl= 0; усталостноl= 1; трещины в алюминиевоl= 4; сплаве

аугол поворота образца равен нулю;

= 73;угол поворота образца равен 33?

Чтоб= 099; придать реплике большую прочность, е= 077; поддерживаn= 2;т опорной медной сеткой. При малом увеличении микроскопа становятся видны ячейк = 80; этой сетки (рис. 2.3).

Рис. 2.3. Разрушение сколом стал = 80;. Размер внут = 88;енней части ячейк = 80; сетки составляет 80 мкм

Боле= 077; подробное описание технологии изготовленl= 0;я реплик приводится = 74; [9—14].

Изуч= 077;ние механизмов разрушения требует так = 78;е исследованl= 0;я средствами электронноl= 1; микроскопиl= 0; структуры металлов. В этом случае металл должен быть сделан проз = 88;ачным для электронноk= 5;о пучка. Это достигаетсn= 3; изготовленl= 0;ем из металла средствами технологии электроп = 86;лировки чрезвычайнl= 6; тонкой фольги (толщиной 500–1500 Å). При прохождениl= 0; электронноk= 5;о пучка через металл в мес= 090;ах большой плотности энергия пучка умень = 96;ается, поэтому маленькие частицы внутри фольги буду = 90; изображатьl= 9;я как темные о= 073;ласти. В местах, где регулярная кристалличk= 7;ская решетка нарушена, т. е. на границах дислокаций = 80; зерен, электронныl= 1; пучок отклоняетсn= 3;. Следователn= 0;но, на изображениl= 0; дислокация = 73;удет представлеl= 5;а темной линией (рис. 2.4).

С появлением электронноk= 5;о микроскопа со сканирую = 97;им лучом появилась возможностn= 0; наблюдать поверхностn= 0; разрушения непосредстk= 4;енно, без реплик. Электронныl= 1; луч высокой интенсивноl= 9;ти сканирует п = 86; поверхностl= 0; разрушения. Возбуждениk= 7; этими первичными электронамl= 0; приводит к испусканию = 89; поверхностl= 0; разрушения других электронов (вторичных). Эти вторичные электроны дают изобра = 78;ение поверхностl= 0; разрыва, которое делается видимым с по= 084;ощью катодно-луч = 77;вой электронноl= 1; трубки, сканированl= 0;е в которой производитl= 9;я так же, как и сканированl= 0;е электронноk= 5;о луча. На рис. 2.5 показаны изображениn= 3; одного и тог= 086; же участка поверхностl= 0; разрушения, полученные = 89; помощью сканирующеk= 5;о электронноk= 5;о микроскопа (а) и микроскопа = 74; проходящем пучке (б) с использоваl= 5;ием угольной реплики.

Коне= 095;но, каждый из микроскопоk= 4; имеет свои н= 077;достатки. Поскольку возникает сомнение относительl= 5;о достоверноl= 9;ти реплик, одни= 084; из наиболее важных достоинс= ;тв сканирующk= 7;го микроскопа является то, что он позво= 083;яет обходиться без реплик. Мейлард, Генри и Ч= 077;мпижи [15] выполнили большую работу по сравнению и = 79;ображений идентичных мест поверхностk= 7;й разрушений различных типов, полученных = 89; помощью обоих микроскопоk= 4;. Из этих прекрасных микрофотогl= 8;афий видно, что изображениn= 3;, полученные = 89; одинаковых мест с помощью обоих микро = 89;копов, согласуютсn= 3; друг с другом. К это&#= 1084;у же заключению можно прийт = 80;, сравнив мик = 88;офотографи&#= 1080; поверхностk= 7;й разрушения (см. [16]), представлеl= 5;ные на рис. 2.5. Изображениn= 3;, полученные = 89; помощью сканирующеk= 5;о микроскопа, имеют большую глубину, в то время как из= 086;бражения, полученные = 89; помощью микроскопа = 74; проходящем пучке, более детальны. Более подро = 73;ная информация = 86; сканируюm= 7;ей электронноl= 1; фрактогр = 72;фии приведена в [17—21].

i= 6;ис. 2.4. Электроннаn= 3; микрофот = 86;грамма сплава Al ̵= 2; Zni= 2;g в проходящем пучке:

h= 0; —= ; m= 5;астицы; В — дислока= 094;ии; по линии С—С= —С проходит граница кристалличk= 7;ского зерна [29] (по Пергамону)<= /span><= /o:p>

Рис. 2.5. Электронныk= 7; микрофот = 86;граммы одного и тог= 086; же участка реплики.

Соот&#= 1074;етствующие точки обозначены одинаковымl= 0; буквами.

Вязк&#= 1086;е разрушение сплава AlCuMg

 

§ 2.2. Разрушение сколом

Терм= 080;н «вязкость» служит для обозначениn= 3; способностl= 0; материала испытывать пластическl= 0;е деформации = 80; поглощать энергию k= 6;о и во время разрушения. Термины «хрупкий» и «пластичесl= 2;ий» используютl= 9;я для различения типов разрушений или материалов, характеризm= 1;емых слабой или сильной вязкостью. Р= 072;зрушение сколом — наи= 073;олее хрупкая форма разрушения, которое мож = 77;т произойти в кристалличk= 7;ских материалах. Хрупкие разрушения = 74; кораблях, мостах, наливных танках (см. [22]) привели к тому, что раз&#= 1088;ушение сколом стал = 86; наиболее распростраl= 5;енным типом разрушений. При низких т= 077;мпературах и больших степенях деформировk= 2;ния вероятностn= 0; наступлениn= 3; хрупкого ра = 79;рушения увеличиваеm= 0;ся, как это проиллюстрl= 0;ровано на известно = 81; диаграмме вязкохру = 87;кого перехода в стали (рис. 2.6). Ниже уровня перехода дл = 03; разрушения = 90;ребуется лишь небольшая э = 85;ергия, при этом сталь ведет себя как хрупкий материал.=

Рис. 2.6. Вязкохру = 87;кий переход k= 4; стали

Разр= 091;шение сколом происходит благодаря п = 88;остому разрыву атомных связей при непосредстk= 4;енном отделении кристаллогl= 8;афических плоскостей. Его главной отличительl= 5;ой особенностn= 0;ю является то, что он связа= 085; с определеннl= 6;й кристаллогl= 8;афической плоскостью. Железо, например, разрушаетсn= 3; сколом вдол = 00; кубических плоскостей (100) своей элементарнl= 6;й ячейки. При этом поверх = 85;ость разрушения = 74; пределах одного кристалличk= 7;ского зерна сравнительl= 5;о плоская, как показано па рис. 2.7.

Рис. 2.7. Распростраl= 5;ение трещины через крист = 72;ллические зерна при хрупком разрушении

Поск= 086;льку соседние кристалличk= 7;ские зерна имеют различную ориентацию, хрупкое раз = 88;ушение на границе кристалличk= 7;ского зерна меняе = 90; свое направлениk= 7; и продолжае = 90; распростра&= #1085;яться в наиболее выгодной по = 74;ерхности скола. Плоские грани скола внутри кристалла имеют высокую отражательl= 5;ую способностn= 0;, что делает поверхностn= 0; хрупкого разрушения блестящей, как видно из рис. 2.8.

Расс= 084;атривая грани скола = 074; оптический или электро = 85;ный микроскоп, можно заметить, чт= 086; эта поверхностn= 0; имеет небольшие неровности. = 042; пределах одного кристалличk= 7;ского зерна трещина может распростраl= 5;яться одновременl= 5;о по двум параллельнm= 9;м кристаллогl= 8;афическим плоскостям (рис. 2.9, а). Две параллельнm= 9;е трещины соединяютсn= 3; по линии, перекрывая друг друга, либо за счет вторичного скола, либо за счет сдвига с образованиk= 7;м ступеньки (с= 084;. [23, 24]). Ступеньки скола могут также зародиться внутри кристалла при прохождениl= 0; трещины через винтовую дислокацию (см. [24—26]), как показано на рис. 2.9, б.

Рис. 2.8. Хрупкое (= а) и вязкое (б) разрушения = 74; низкопро = 95;ной стали, вызванные трещиной пр = 80; циклическоl= 4; нагружен = 80;и (область А).

Обра&#= 1090;ите внимани= е на различия зон пластическl= 0;х деформаций

Обыч= 085;о ступенька скола параллельнk= 2; направлениn= 2; распростраl= 5;ения трещины и перпендикуl= 3;ярна плоскости трещины, поскольку п = 88;и этом минимальна энергия ее образов = 72;ния из-за того, что минимал = 00;на дополнителn= 0;ная свободная поверхностn= 0;. Несколько ступенек скола могут объединитьl= 9;я и образоват = 00; составную ступеньку; могут объединитьl= 9;я также ступеньки п = 88;отивополож&#= 1085;ых знаков, что приведет к и= 093; исчезновенl= 0;ю. Слияние ступенек скола приво = 76;ит к образован = 80;ю речных узоров, которые получили свое назван = 80;е из-за сходства с рекой, имеющей при = 90;оки. Речные узор = 99; часто образуются при проникн = 86;вении трещины через границу кристалличk= 7;ского зерна (см. [10]), как показан = 86; на рис. 2.9, в. Трещина скола распростраl= 5;яется вдоль определеннl= 6;й кристаллогl= 8;афической плоскости: когда трещина проходит через грани = 94;у кристалличk= 7;ского зерна, ей приходится проникать в кристалличk= 7;ское зерно с другой ориентациеl= 1;. Если границ = 72; кристалличk= 7;ского зерна витая (рис. 2.9, в), то трещина мож = 77;т вновь зародиться = 74; уже совершенно по-иному ориентировk= 2;нной плоскости скола. Это мо&#= 1078;ет произойти в нескольких местах и привести к образованиn= 2; трещины в новом кристалле.=

          

Рис. 2.9. Образованиk= 7; ступенек скола:

а= соед&#= 1080;нение параллельнm= 9;х трещин за счет вторич = 85;ого скола (А) или сдвига (В); б — образованиk= 7; ступенек скола при прохождениl= 0; трещины через винто = 74;ую дислокацию; в — образованиk= 7; речного узора после прохождениn= 3; трещины через грани = 94;у кристалличk= 7;ского зерна; 1 —плоскость трещины; 2 — винтовая дислокация; 3 — ступенька скола; 4 — направлениk= 7; распростраl= 5;ения трещины; 5 — витая граница; 6 речн&#= 1086;й узор

При этом может образоватьl= 9;я несколько с = 90;упенек скола, объединениk= 7; которых приведет к образованиn= 2; речного узора. Притоки реч = 85;ого узора всегд = 72; соединяютсn= 3; в «нижнем те= 095;ении», что дает возможностn= 0; определить = 87;о микрофотогl= 8;афии направлениk= 7; распростраl= 5;ения локальной трещины. Ступеньки скола и речные узор = 99; видны на электронноl= 1; микрофотогl= 8;афии, представлеl= 5;ной на рис. 2.10. В этих местах возможны небольшие зоны пластическl= 0;х деформаций. Для образованиn= 3; пластическl= 0;х деформаций необходима энергия, поэтому речные узор = 99; и ступеньки скола наиболее часто наблю = 76;аются при температурk= 2;х, близких к те= 084;пературе вязкохрm= 1;пкого перехода.=

Отли= 095;ительной чертой разрушения сколом явля = 02;тся также языки скола, получившие название из-за своей формы. На рис. = 2.11 изображены языки скола различных размеров. Полагают (см. [= 23, 27]), что они образуются при местном разрушении = 74;доль поверхностl= 0; раздела = 76;войниковой кристалличk= 7;ской решетки (= 076;войниковые<= /span> кристаллы образуются = 74; результате больших деформаций, возникающиm= 3; перед развивающеl= 1;ся трещиной). Существует мнение, что в железе язык = 80; образуются тогда, когда трещина скола, развиваясь вдоль плоскости (100), пересекает поверхностn= 0; раздела = 76;войниковог&#= 1086; кристалла (112) l= 0; распростраl= 5;яется по ней на нек&#= 1086;торое расстояние, = 074; то время как в двойни = 82;овом кристалле продолжаетl= 9;я скол вдоль плоскости (100). Окончательl= 5;ое отделение происходит при разрушении двойнико = 74;ого кристалла.=

Рис. 2.10. Ступеньки скола и речные узор = 99;,

обра&#= 1079;ованные в мягкоl= 1; стали на границах кристалличk= 7;ских зерен

Подт= 074;ерждение процесса образованиn= 3; языков можн = 86; получить из стереографl= 0;ческих измерений. Оказываетсn= 3;, возможны различные виды взаимо = 76;ействий с двойни = 82;овыми кристалламl= 0; (см. [5]). Проиллюстрl= 0;руем одну из таки= 093; возможностk= 7;й. На рис. 2.12 изображено сечение кристалличk= 7;ской решетки b= cc двойникl= 6;вого кристалла вдоль кристалличk= 7;ской плоскости . Соединителn= 0;ной плоскостью двойнико = 74;ого кристалла в этой решетк = 77; является плоскость . Эта плоскость перпендикуl= 3;ярна плоскости , т. е. перпендикуl= 3;ярна плоскости рисунка и пе= 088;есекает плоскость вдоль направлениn= 3; [111]. Предполагаk= 7;тся, что трещина распростраl= 5;яется вдоль (001) [110] от A = 082; B, где натыкается на двойн = 80;ковый кристалл. После этого ее распростраl= 5;ение продолжаетl= 9;я вдоль поверхностl= 0; раздела = 76;войниковой кристалличk= 7;ской решетки (112) [111] от= ; B к С. Одновременl= 5;о основная трещина может обойт = 80; двойнико = 74;ый кристалл (вн= 077; плоскости рисунка) и продолжить = 88;аспростран&#= 1077;ние вдоль ОЕ; в результате двойнико = 74;ый кристалл разрушится вдоль CD. Это приводит к образованиn= 2; языка скола = BCD. При этом подразумевk= 2;ется, что плоский угол языка скола долже = 85; иметь определеннm= 9;й размер (в данном случае 35°16'), чтl= 6; было подтверждеl= 5;о стереографl= 0;ческими измерениямl= 0; (см. [5]).

Рис. 2.11. Языки скола (указаны стрелками)=

Рис. 2.12. Образованиk= 7; языка скола = BCD при прохождениl= 0; трещины через дв = 86;йниковый кристалл

На ри&#= 1089;. 2.13 приведено изображениk= 7; другой хара = 82;терной для скола особенностl= 0; —шевронl= 5;ой структуры. Этот рисуно = 82; представl= 3;яет собой фр = 72;ктографию поверхностl= 0; скола мягко = 81; стали — с низким содержаниеl= 4; углерода. Полагают, чт= 086; прямая полоса межд = 91; стрелками A в центре шевронной структуры (т. е. ее ствол) яв= ляется плоскостью скола (100) (см. [10, 28]), k= 2; ветви по обе стороны от нее являютс = 03; пересечениn= 3;ми поверхностl= 0; (1000) с двойн = 80;ковыми кристалламl= 0;. Наличие на ветвях языков Е по= 076;тверждает эту точку зрения. При нормальных условиях в кристалличk= 7;ских структурах = 89; гранецен = 90;рической кубической решеткой скол не происходит: = 074; этих матери = 72;лах, прежде чем напряжение достигнет величины напряжения скола, всегд= 072; образуются значительнm= 9;е пластическl= 0;е деформации. Скол образуется = 74; кубических объемно-цен = 90;рированных структурах (bcc) и в гексагоналn= 0;ных структурах = 89; плотной упаковкой (hcp). Сколm= 1;, в частности, подвержены железо и мал= 086;углеродист&= #1072;я сталь (bcc= ). Вольфрам, молибден, хром (все bcc), а также цинк, бериллий и магний (все hcp) — материалы, способные разрушатьсn= 3; сколом.

Рис. 2.13. Шевронная структура (отмечена стрелками A);<= /span>

речн&#= 1086;й узор B; большие ступени D; языки E.

Маленьки= е стрелки указывают местное нап = 88;авление распростраl= 5;ения трещины       

        &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;           &nbs= p;            &= nbsp;      

 

 

 

§ 2.3. Вязкое разрушение

Разр= 091;шение, наступающеk= 7; при однократноl= 4; приложении постоянно возрастающk= 7;й нагрузки, может быть либо хрупки = 84;, либо связан = 85;ым с пластическl= 0;ми деформацияl= 4;и, т. е. сущес&#= 1090;венно вязким. Для последнего типа разрушения величина пл = 72;стической деформации, необходимоl= 1; для разрушения, при определеннm= 9;х условиях мо = 78;ет быть ограничена так, что при разрушении будет расходоватn= 0;ся сравнительl= 5;о небольшая энергия. В эт&#= 1086;м случае, с инженерной точки зрени = 03;, разрушение остается хрупким и может быть вызвано острой выемкой или трещиной пр = 80; сравнительl= 5;о малых номинальныm= 3; напряженияm= 3;, в особенl= 5;ости когда плоское деформировk= 2;нное состояние уменьшает возможностn= 0; образованиn= 3; пластическl= 0;х деформаций.

Наиб= 086;лее известным типом пластическl= 6;го разрушения является разрушение при перегру = 79;ке растягиваюm= 7;ими силами классическl= 6;е разрушение = 89; чашечкой и конусом. По достижении максимальнl= 6;й нагрузки пластическl= 6;е удлинение призматичеl= 9;кого образца ста = 85;овится неоднороднm= 9;м и концентрирm= 1;ется в малой част= 080; образца так, что образуе = 90;ся шейка. В особо чисты = 93; металлах, в которых практическl= 0; отсутствуюm= 0; частицы второго род = 72;, пластическl= 0;е деформации на парных пл= 086;скостях скольжения могут продолжатьl= 9;я до тех пор, пока образованиk= 7; шейки не приведет к тому, что площадь сечения в узком месте станет равн = 86;й нулю (рис. 2.14). Геометричеl= 9;ки такое разру = 96;ение характеризm= 1;ется последоватk= 7;льными деформацияl= 4;и сдвига. В качестве примера на рис. 2.15 показаны монокристаl= 3;лы, почти полностью разрушенныk= 7; за счет сдвига по одной плоскости скольжения.

В конструкциl= 6;нных материалах всегда соде = 88;жится большое количество частиц втор = 86;го рода. Можно выделить тр = 80; типа частиц:

боль= 096;ие частицы, видимые в оптический микроскоп. И= 093; размер може = 90; меняться в пределах о= 090; 1 до 20 мкм. Обычно они с= 086;стоят из сложных соединений различных л = 77;гирующих добавок. Легирующие добавки вно = 89;ят для улучшения литейных качеств или = 080;ных свойств. Эти частицы не оказывают существеннl= 6;го влияния на прочность материала. Однако в некоторых случаях частицы этого разме = 88;а могут быть внесены специально, как, наприме= 088;, карбиды в некоторых сталях;

пром= 077;жуточные частицы, видимые только в эле= 082;тронный микроскоп. И= 093; размер имее = 90; порядок 500–5000 Å. Эти частицы могут также состоять из = 089;ложных соединений различных легирующих = 76;обавок. Иногда они оказывают существеннl= 6;е влияние на свойства материала, как в случае металлов, упрочненныm= 3; дисперсией окислов (например, Al–Al2O3 или Ni–ThO2<= /sub>), и в случае сталей, в которые частицы карбида такого разм = 77;ра вносят намеренно;=

осаж= 076;енные частицы, видимые в некоторых с = 83;учаях в электронныl= 1; микроскоп. И= 093; размер имее = 90; порядок 50–500 Å. Эти частицы средствами = 90;ермообрабо&#= 1090;ки и старения образуют в сплаве намеренно, чтобы получить требуемый п = 88;едел текучести.=

Рис. 2.14. Разрушение = 74; чистом металле за счет деформ = 72;ции сдвига (скольжения)

Рис. 2.15. Деформации сдвига в монокристаl= 3;лах чистой меди (по Вейне= 088;у)

Круп= 085;ые частицы часто бываю = 90; очень хрупк = 80;ми и не могут приспособиm= 0;ься к пластичес = 82;им деформацияl= 4; окружающей кристалличk= 7;ской решетки. Поэтому при больших пластическl= 0;х деформацияm= 3; кристалличk= 7;ской решетки они очень скоро разрушаютсn= 3;, что ведет к образованиn= 2; в них пустот. Образованиk= 7; пустот в больших частицах можно наблю = 76;ать с помощью оптическогl= 6; микроскопа (см. [16, 29]). На рис. 2.16 показаны различные э = 90;апы этого процесса. Пр= 080; сравнении расстояний между определеннm= 9;ми включениямl= 0; на различны = 93; этапах можн = 86; заметить увеличение деформации.

Из рисунка видно, что пустоты порождаютсn= 3; большими частицами уже при малы= 093; деформацияm= 3; порядка нескольких процентов, в то время как окончательl= 5;ое разрушение происходит при деформацияm= 3; порядка 25 %. Поэтому бол = 00;шие включения, видимые в оптический = 84;икроскоп, не могут быт= 100; ответственl= 5;ы за процесс разрушения, хотя они и уменьшают вязкость материала. Разрушение этих частиц = 087;риводит к образованиn= 2; концентрацl= 0;и напряжений = 80; локальному увеличению деформации. Если бы эти частицы отсутствовk= 2;ли, то достигну = 90;ь таких деформаций можно было б= 099; только за счет общего деформировk= 2;ния всех точек м= 072;териала. Это значит, что крупные включения могут опред = 77;лять время и мест= 086; вязкого разрушения, но не играют роли в самом процессе вязкого разрушения.

В конечном счете разрушение порождаетсn= 3; гораздо более мелки = 84;и частицами — менее микрона (см. [4, 16, 29]). Поскольку эти частицы не могут деформировk= 2;ться так же легко, как кристалличk= 7;ская решетка, то п&#= 1088;и возникновеl= 5;ии в их окрестностl= 0; обширной пластическl= 6;й зоны они теряют сцепление с кристалличk= 7;ской решеткой. Таким обl= 8;азом образуются микроскопиm= 5;еские пустоты, кот= 086;рые растут за счет скольжения: = 074; материале между пустотами образуется шейка, при этом площад = 00; сечения в этом месте уменьшаетсn= 3; на все 100 % (см. рис. 2.14). Этот процесс образованиn= 3; шейки происходит = 74; микроскопиm= 5;еском масштабе, и получающееl= 9;я в результат = 77; удлинение н = 77;велико.

Рис. 2.16. Образованиk= 7; трещин в крупных частицах сплава AlCuMg.

Обра&#= 1090;ите внимание на развитие трещины меж = 76;у точками N, Q= и P.

Раст&#= 1103;жение происходит = 74; вертикальнl= 6;м направлениl= 0; и составляе = 90;:

a3 %; 66 %; в= 14 %; г25 %

Подо= 073;ный механизм зарождения, роста и слия= 085;ия микропуl= 9;тот имеет на = 01;лектронных микрофоm= 0;ограммах отличительl= 5;ые черты. Рассматривk= 2;я разрушеннуn= 2; поверхностn= 0; в микроскоп, можно замет = 80;ть, что она состоит из маленьких ямок, которы= 077; представляn= 2;т собой сливш = 80;еся пустоты (рис. 2.17). В большинствk= 7; случаев ини = 94;иаторами образованиn= 3; ямок являются ча = 89;тицы, поэтому пустоты легко распознать.

Рис. 2.17. Образованиk= 7; ямок за счет частиц пром = 77;жуточных размеров

(ямки указаны стрелками). Алюминиевыl= 1; сплав

Из-за случайного расположенl= 0;я пустот ямки всегда имею = 90; неправильнm= 1;ю форму. Однак= 086; в первом приближениl= 0; ямки в соответствl= 0;и с их формой можно разделить н = 72; две категор = 80;и: равноосl= 5;ые и параболичеl= 9;кие. Форма ямок, в которой они появляются = 74; поле зрения микроскопа, зависит от системы нагрузок, действовавm= 6;их во время их образованиn= 3; (см. [9,10]), и от углk= 2;, под которым они рассматривk= 2;ются в микроскоп (см. [4,30]). Равн= оосные ямки могут образовываm= 0;ься тогда, когда напряжения являются главным образом растягиваюm= 7;ими (рис. 2.18, а), а удлиненные ямки — в случ&#= 1072;е сдвига или разрыва (рис. 2= .18, б, в). На рис. 2.19 представлеl= 5;ы оба типа ямо= 082;.

Рис. 2. 18. Образованиk= 7; ямок различных типов

П= 091;ттик [31], = 056;обертс [32], Круссар= ;д [33] одними из первых стал = 80; рассматривk= 2;ть включения, или интерме = 90;аллические частицы, как места зарождения пустот. Были построены различные модели рост = 72; ямок и их слияния, но до сих пор ни одна из них не согласуетсn= 3; полностью с результатаl= 4;и наблюдений поверхностk= 7;й, образованнm= 9;х в результат = 77; вязкого разрушения, хотя в отдел= 100;ных случаях эти модели могу = 90; быть примен = 77;ны (см. [4, 16, 29, 34]).

Неко= 090;орые сведения относительl= 5;о процесса роста и слияния ямо = 82; можно получить, из= 091;чая контуры эти = 93; ямок. Идея использоваl= 5;ия для изучени = 03; топографl= 0;и поверхностk= 7;й разрыва поперечных сечений реплик оказалась удачной (см. [4, 16, 29]), что проиллюстрl= 0;ровано на рис. 2.20, где представлеl= 5; снимок обра = 79;ца, полученный при большом увеличении. Срез не всегда буде = 90; проходить через центр = 103;мки, но среднее отношение глубины ямк = 80; к ее ширине в этом сечени = 80; будет близк = 86; к действителn= 0;ному отношению глубины ямк = 80; к ее ширине (см. [16]). Таким образом, рис. 2= .20 позволяет утверждать, что отношен = 80;е глубины ямк = 80; к ее ширине невелико и ч= 090;о ямки являются сравнительl= 5;о неглубокимl= 0; раковинами. Последнеk= 7; подтверждаk= 7;тся стереоскопl= 0;ческими измерениямl= 0; топографии ямок. Очевидно, пустоты растут в осн= 086;вном в поперечны = 93; направлениn= 3;х и потому ост= 072;ются мелкими.

В материалах, упрочненныm= 3; за счет дисперсии окислов, процесс образованиn= 3; и роста пуст= 086;т в окрестностl= 0; дисперги = 88;ованных частиц можн = 86; сделать видимым, есл= 080; подвергнутn= 0; тонкую пленку деформации растяжения = 80; наблюдать е = 77; в электронныl= 1; микроскоп (с= 084;. [35, 36, 37]). В обычных структурныm= 3; материалах пустоты вокруг частиц промежуточl= 5;ого размера встречаютсn= 3; редко. Исследовав 13 различных алюминиевыm= 3; сплавов, автор [4, 16, 29] пока= ;зал, как располагаюm= 0;ся пустоты в окрестностl= 0; частиц промежуточl= 5;ого размера: сла= 073;ые частицы имеют тенденцию разрушатьсn= 3; (рис. 2.21), а частицы других форм теряют связность с кристалличk= 7;ской решеткой (рис. 2.22). Правда, было обнаружено только небольшое количество пустот.

Рис. 2.19. &= #1042; области &#= 1040; находятся равноосн = 99;е ямки; в области В пара&#= 1073;олические ямки. Буквой D отмечен= а большая разрушеннаn= 3; сколом част = 80;ца (того же типа, что и на рис. 2. 16.). Алюминиевыl= 1; сплав 2024-ТЗ

Рис. 2.20. Поперечное сечение реплики ямо = 82;

Очев= 080;дно, силы сцепления между кристалличk= 7;ской решеткой и частицами в обычных мат = 77;риалах чрезвычайнl= 6; велики. Они настолько велики, что образованиn= 3; пустот не происходит вплоть до самой последней стадии проц = 77;сса разрушения. Небольшое количество наблюдаемыm= 3; пустот позволяет сделать следующее предположеl= 5;ие: в момент обр= 072;зования какого-то количества пустот долж = 85;о происходитn= 0; их немедленноk= 7; слияние. Это означает, чт= 086; пустоты могут зарождатьсn= 3; только при таких больших напряженияm= 3; и деформаци = 03;х, когда условия для их слияния уже выполнены. П= 086;этому необходима модель образованиn= 3; пустот, которая предсказывk= 2;ет их мгновенн = 99;й и спонтанны = 81; рост. (При описании роста пусто = 90; в материала = 93;, упрочненныm= 3; дисперсией окислов, как отмечалось, рост этих пустот происходил = 74; направлениl= 0; растягиваюm= 7;их напряжений. Этот тип роста пусто = 90; является обычной пос = 83;едовательн&#= 1086;стью продольных удлинений, как это происходилl= 6; бы и в упругом состоянии.) С физическо = 81; точки зрени = 03; следовало б = 99; ожидать, что полости распростраl= 5;яются преимущестk= 4;енно в направлениl= 0;, перпендикуl= 3;ярном растягиваюm= 7;им напряженияl= 4;, как в случае трещины. Это= 090; поперечный рост пустот подтверждаk= 7;тся небольшой глубиной ямок.

Рис. 2.21. Разрушенныk= 7; сколом частицы в алюминиевоl= 4; сплаве

Моде= 083;ь, согласующаn= 3;ся в определеннl= 6;й мере с результатаl= 4;и наблюдений, состоит в сл= 077;дующем (см. [16, 29]). В процессе пластическl= 6;го деформировk= 2;ния вокруг частиц образуется скопление дислокаций. Эти ряды дислокациоl= 5;ных петель изоб = 88;ажены на рис. 2.23, а. Петли выталкиваюm= 0;ся частицей по = 76; действием воображаемm= 9;х сил. С другой стороны, под действием напряжений, порожденныm= 3; скоплением дислокаций, = 080; приложенныm= 3; извне сдвиговых напряжений основная пе = 90;ля будет притягиватn= 0;ся к частице. Как только одна или две петли притянутся = 82; поверхностl= 0; частицы, произойдет окончательl= 5;ое расцеплениk= 7; частицы со средой, в результате чего образуется выемка. Вследствие = 01;того силы отталкиванl= 0;я, действующиk= 7; на соответс = 90;вующие петли, резко уменьшатl= 9;я и большая часть скопления дислокаций может рассосатьсn= 3;, образовав при этом новую выемк = 91;. Источники дислокаций вне петель д= 077;формаций, которые под действием нагромождеl= 5;ия дислокаций внутри петель прекращают свою деятельносm= 0;ь, могут возобновитn= 0; ее. Следователn= 0;но, такой проце = 89;с может привести к нестабильнl= 6;му росту пусто = 90; в поперечно = 84; направлениl= 0; и их слиянию сразу после зарождения пустот (рис. 2.23, &#= 1074;, г). На рис. 2.24 эта модель выражена в перемещениn= 3;х.

В противополl= 6;жность разрушению сколом, при котором для отделения достаточно приложить растягиваюm= 7;ие напряжения, вязкое разрушение не может произойти б = 77;з пластическl= 6;й деформации. Механизм ок = 86;нчательног&#= 1086; отделения представляk= 7;т собой последоватk= 7;льность передвиженl= 0;й дислокаций = 80; перемещениl= 1; скольжения, необходимыm= 3; для роста и слияния пустот.

Неза= 074;исимо от напряжений для осуществлеl= 5;ия движения дислокации = 80; вязкого отделения необходима определеннk= 2;я пластическk= 2;я деформация. Эта пластическk= 2;я деформация может быть сосредоточk= 7;на в пределах н= 077;большого объема материала, через который про = 80;сходит разрушение. = 042; этом случае разрушение происходит при сравнительl= 5;о небольшой пластическl= 6;й деформации = 74; макромас = 96;табе и при небольших затратах энергии. С инженерной точки зрени = 03;, такое разрушение R= 12; хрупкое. Раз= 088;ушения этого типа, вызванные трещинами, х= 072;рактерны для высокопрочl= 5;ых материалов.

Рис. 2.22. Расцеплениk= 7; частиц с кристалличk= 7;ской решеткой в алюминиевоl= 4; сплаве 6061.

На верхней и нижней чk= 2;стях рисунка представлеl= 5;а одна и та же часть повер = 93;ности разрушения,

и= зображения которой получены пр = 80; различных углах паден = 80;я электронноk= 5;о луча [29] (по = 55;ергамону)<= /b>

   

Рис. 2.23. Дислокациоl= 5;ная модель образованиn= 3; и роста пусто = 90;:

а= — скопление петель; бпопе&#= 1088;ечное сечение;

в — более подробный<= span style=3D'font-size:8.5pt;font-family:Arial'> рисунок= ; гобразовани= 077; ямки (по П&#= 1077;ргамону)

Рис. 2.24. Слияние пустот за счет скольжения            &n= bsp;            = ;            &n= bsp;  

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