Publication detail

A contribution to analysis of collapse of high-rise building inspired by the collapses of WTC1 and WTC2: derivation of simple formulas for collapse upper speed and acceleration

NĚMEC, I. TRCALA, M. VALA, J. VANĚČKOVÁ, A.

Original Title

A contribution to analysis of collapse of high-rise building inspired by the collapses of WTC1 and WTC2: derivation of simple formulas for collapse upper speed and acceleration

English Title

A contribution to analysis of collapse of high-rise building inspired by the collapses of WTC1 and WTC2: derivation of simple formulas for collapse upper speed and acceleration

Type

journal article - other

Language

en

Original Abstract

The paper shows the possibility of derivation of simple formulas for upper speed and acceleration of collapse of high-rise building ispired by WTC1 and WTC2, based on 2 different principles of classical mechanics.

English abstract

The paper shows the possibility of derivation of simple formulas for upper speed and acceleration of collapse of high-rise building ispired by WTC1 and WTC2, based on 2 different principles of classical mechanics.

Keywords

building dynamics; high-rise buildings; WTC collapse

Released

27.12.2018

Publisher

Scientific Research Publishing (SCIRP)

Location

Irvine, California, USA

ISBN

2327-4379

Periodical

Journal of Applied Mathematics and Physics

Year of study

6

Number

12

State

US

Pages from

2666

Pages to

2680

Pages count

15

URL

https://file.scirp.org/pdf/JAMP_2018122615544306.pdf

Documents

BibTex 


@article{BUT151940,
  author="Ivan {Němec} and Miroslav {Trcala} and Jiří {Vala} and Adéla {Vaněčková}",
  title="A contribution to analysis of collapse of high-rise building inspired by the collapses of WTC1 and WTC2: derivation of simple formulas for collapse upper speed and acceleration",
  annote="The paper shows the possibility of derivation of simple formulas for upper speed and acceleration of collapse of high-rise building ispired by WTC1 and WTC2, based on 2 different principles of classical mechanics.",
  address="Scientific Research Publishing (SCIRP)",
  chapter="151940",
  doi="10.4236/jamp.2018.612221",
  howpublished="online",
  institution="Scientific Research Publishing (SCIRP)",
  number="12",
  volume="6",
  year="2018",
  month="december",
  pages="2666--2680",
  publisher="Scientific Research Publishing (SCIRP)",
  type="journal article - other"
}