Publication result detail

Nonlocal Model for Size Effect in Quasibrittle Failure Based on Extreme Value Statistics

BAŽANT, Z.; NOVÁK, D.

Original Title

Nonlocal Model for Size Effect in Quasibrittle Failure Based on Extreme Value Statistics

English Title

Nonlocal Model for Size Effect in Quasibrittle Failure Based on Extreme Value Statistics

Type

Paper in proceedings (conference paper)

Original Abstract

A nonlocal generalization of Weibull theory is presented to predict the probability of failure of unnotched structures that reach the maximum load before a large crack forms, as it typical of the test of modulus of repture.

English abstract

A nonlocal generalization of Weibull theory is presented to predict the probability of failure of unnotched structures that reach the maximum load before a large crack forms, as it typical of the test of modulus of repture.

Keywords

Extreme value statistics, weibull theory, size effect, modulus of rupture, nonlocal theory

Key words in English

Extreme value statistics, weibull theory, size effect, modulus of rupture, nonlocal theory

Authors

BAŽANT, Z.; NOVÁK, D.

RIV year

2011

Released

01.06.2001

Location

California, USA

ISBN

90-5809-197-X

Book

Structural Safety and Reliability

Pages from

1

Pages count

8

BibTex

@inproceedings{BUT7926,
  author="Zdeněk P. {Bažant} and Drahomír {Novák}",
  title="Nonlocal Model for Size Effect in Quasibrittle Failure Based on Extreme Value Statistics",
  booktitle="Structural Safety and Reliability",
  year="2001",
  pages="8",
  address="California, USA",
  isbn="90-5809-197-X"
}