Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering

Hu Pengfei; Zhang Zaiming

Volume 22 Issue 1

Jul. 2021

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Article Navigation > GEOTECHNICAL ENGINEERING TECHNIQUE > 2008 > 22(1): 1-5,19

Hu Pengfei, Zhang Zaiming. Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2008, 22(1): 1-5,19.

Citation:

Hu Pengfei, Zhang Zaiming. Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2008, 22(1): 1-5,19.

Hu Pengfei, Zhang Zaiming. Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2008, 22(1): 1-5,19.

Citation:

Hu Pengfei, Zhang Zaiming. Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2008, 22(1): 1-5,19.

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Integral of Mindlin's Stress Formula by Mathematics Software and Its Application in Geotechnical Engineering

Hu Pengfei¹,
Zhang Zaiming^1,2

1. Beijing University of Technology, Beijing 100022;
2. BGI Engineering Consultants Ltd., Beijing 100038 China

Received Date: 2007-11-23
Available Online: 2021-07-07

Abstract

Abstract

Efforts have been made to solve the problem of multiple integral of Mindlin's stress formula employing the mathematics software. And then the difference of distribution of stress fields in subsoil deduced by Boussinesq and Mindlin solutions was compared. Although the Boussinesq solution has been so widely used even for the analysis of problems concerning relatively deeply buried foundations, the verification was given that the introduced method would give more reasonable results for aforementioned problems.
- Mathematica,
- Mindlin’s stress formula,
- stress calculation