бунда: Q – зарб вақтида тезликнинг тикланиш коэффициенти;
v – гурзининг урилиш тезлиги м/сек; ![](data:image/png;base64,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) гурзининг ҳисобий оғирлиги кH; R – замин грунтининг ҳисобий босими, кН/м2; пойдеворнинг ҳисобий оғирлиги, кН.
Коэффициент Q нинг қиймати гурзининг материалига боғлиқ равишда 0,25 0,5 оралиқда ўзгаради.
Мазкур пойдеворларнинг тебраниш амплитудаси қуйидагича аниқланади:
![](data:image/png;base64,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) (8.17)
бунда z нисбий демпфир коеффициенти, у қуйидагича ҳисобланади:
![](data:image/png;base64,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) (8.18)
ўқи бўйлаб тебраниш частотаси; Q – пойдеворнинг машина билан биргаликда оғирлиги.
8.17 ифода ёрдамида ҳисобланган амплитудани энг юқори меьёрий амплитуда билан таққослаш тавсия этилади, яьни:
(8.19)
Бунда юқори меьёрий амплитуданинг қиймати қумли грунтлар учун 0,8 мм, барча қолган грунтлар учун эса 1,2 мм деб қабул қилинган.
Do'stlaringiz bilan baham: |