10. ВОЗДЕЙСТВИЕ УДАРНОЙ НАГРУЗКИ (РЕЖИМЫ КОЛЕБАНИЙ – БАЛЛИСТИЧЕСКИЙ, КВАЗИСТАТИЧЕСКИЙ И КВАЗИРЕЗОНАНСНЫЙ) В механике абс. тв. тела удар рассм. как нек. скачкообразный проц., продолжительность кот. беск-но мала. Во время удара в точки соприкосновения соударяющихся тел возникают большие мгновенно действующие силы, приводящие к конечному изменению кол-ва движения. В реальных сист. всегда действуют конечные силы в течении короткого инт. времени и соударение двух движущих тел связано с деф. вблизи точки соприкосновения и распространения волны сжатия внутри этих тел. Продолжительность удара зависит от многих физических факторов: упругих характеристик материалов соударяющихся тел, их формы и размера, относительной скорости движения и т.д.
Изменение ускорения во времени принято называть имп. ударного уск. или ударным импульсом, а закон изменения уск. во времени – формой изменения ударного импульса. К основным параметрам ударного импульса относят пиковое ударное ускорение (перезагрузка), длительность действия удара ускорения и форма ударного импульса.
Рез-ат возд. удара на изд. (реакция изделия) зависит от его динамических св-в: массы, жесткости и частоты собств. колебаний. Под реакцией изделия на воздействие ударного импульса понимают отклик изделия на это воздействие. Различают несколько видов реакций изделия, соответствующих баллистическому, квазирезонансному и статическому режимам возбуждения. Режимы определяются отношением между длительностью импульса возбуждения D и периодом собств. колебания конструктивного элемента z.
Z = D*f
Где f - частота собственных колебаний.
Баллистический режим (1 кривая), имеет место при Z<<1, когда конструктивный элемент имеет сравнительно большую массу при малом коэф. упругости. Тогда за время действия импульса возбуждения элемент практически не перемещается и вся энергия ударного воздействия идет на его сжатие. По окончании возд. имп. элемент движется по закону свободных колебаний с амплитудой ускорения обратно проп. частоте свободных колебаний. Макс. перем. элемента не зависит от формы кривой имп. возбуждения.
Квазистатический режим (2) – Z>>1, хар-ся незначительным искажением формы кривой ударного импульса, вызванным наложением на него колебанием системы с собственной частотой. Перемещение массы не зависит от формы ударного импульса.
Квазирезонансный режим (3) – имеет место при Z=1. Во время действия импульса возбуждения вследствие резонансных явлений происходит увеличение амплитуды перемещения массы по сравнению с ударным перемещением. Увеличение амплитуды перемещения до установившегося значения происходит и в процессе своб. колеб. системы после окончания ударного воздействия.
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)
| 11. ПАРАМЕТРЫ УДАРА. ФОРМЫ УДАРНЫХ ИМПУЛЬСОВ Основные параметры уд. импульса:
пиковое ударное ускорение (А) – перегрузка. Длительность действия уд. ускорения, (D) Форма уд. импульса (а(t))
Длительность действия ударного ускорения и форм ударного импульса. Результат воздействия удара на изделие (реакция изделия) зависит от: массы, жесткости, частоты собственных колебаний.
Под реакцией изделия на воздействие уд. импульса понимают отклик изделия на это воздействие. Различают несколько видов реакций изделия, соответствующих баллистическому, квазирезонансному и статическому режимам возбуждения.
Форма уд. импульса – одна из важнейших хар-ик, обеспечивающих единство испытаний, должна регламентироваться в ТУ на изделие.
Самым опасным для изделия явл-ся трапецеидальный имп., поскольку он имеет наиболее широкую область квазирезонансного возбуждения и наибольший коэффициент динамичности в этой области, но импульс этой формы трудно воспроизводится в лаборатории, поэтому редко используется
Пилообразный импульс позволяет достигнуть наилучшей воспроизводимости испытания, но в силу несимметричности его остаточный спектр является не периодическим. Получить пилообразный импульс сложнее, чем импульс другой формы.
На практике при испытаних чаще всего используется полусинусоидальный уд. имп., формирование кот. наиболее просто и требует наименьших затрат энергии.
а – ускорение, А – величина пикового ускорения для возбужд. импульса, D – длительность возбужд. 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)
| 12.ХАРАКТЕРИСТИКА РЕЖИМОВ ИСПЫТАНИЙ НА УДАРНУЮ НАГРУЗКУ Виды испыт. на уд. нагрузку: на одиночный удар, уд. прочность и уд. устойчивость.
Испытания на уд. прочность проводят с целью выявления способности изделия противостоять разрушающему действию механических ударов, сохраняя свои параметры после воздействия в пределах, указанных в ТНПА на изделия.
Испытания на уд. устойчивость проводят с целью проверки способности изделий выполнять свои функции в условиях воздействия механических ударов.
При испытаниях на уд. прочность и устойчивость изделие подвергают многократным ударам. Основные хар-ки режимов испытаний при многократном воздействии ударов: пиковое ударное ускорение, общее число и частота ударов.
Испытания на многокр. уд. проводят в квазирезонансном режиме возбуждения. Длительность действия удельного ускорения Д выбирают в зависимости от значения низшей резонансной частоты(f) на изделие.
f,Гц
| 60 и<
| 60-100
| 100-200
| 200-500
| 500-1000
| >1000
| |