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<doi>/ISEC.res.2017.69</doi>
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<article-title>ESTIMATION OF DYNAMIC RESPONSES ON<br/>
CONTOURS OF SEVERAL ROUND CUTS AT THIN<br/>
PLATE VIBRATIONS</article-title>
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<author>ALEKSEY KOLESNIKOV<sup>1</sup> and VLADIMIR POPOV<sup>2</sup></author>

<aff><sup>1</sup>
Novosibirsk State University of Architecture and Civil Engineering (SIBSTRIN),<br/>
Novosibirsk, Russia<br/>
<sup>2</sup>Khristianovich Institute of Theoretical and Applied Mechanics SB RAS, Novosibirsk, Russia</aff>


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<abstract>
<title>ABSTRACT</title>
<p>According to most theoretical and experimental researches, wave models quite fully
and accurately describe the process of foundation vibration in the soil ground. Thus,
solutions obtained for the vibration of an infinite plate with a circular cut are
successfully used today to determine the amplitude-frequency characteristics of the pile
foundations; however, the results of the cases with more than one cut are practically
needed. In this paper, analytical expressions are found for dynamic stiffness within the
wave model framework regarding the vertical vibrations of an infinitely thin plate with
circular cuts, their mutual alignment being regarded. Determined expressions take into
account the distance between piles located in a row or in a group. Obtained results can
be used for the calculations of amplitude-frequency characteristics of pile foundations.</p>
<p><italic>Keywords: </italic>Pile foundation, Characteristics of foundation vibrations, Wave model,
Mutual influence of piles.</p>
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