BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules

A hundred years ago (in 1921) Becker proposed an equation of state in which the repulsive term in van der Waals equation of state was replaced by an exponential function. Twenty years later, Kistiakowsky and Wilson modified Becker's equation and used it to calculate the detonation properties of...

Full description

Saved in:
Bibliographic Details
Main Authors: Suceska, Muhamad, Chan, Serene Hay Yee, Stimac, Barbara, Dobrilovic, Mario
Other Authors: Energetics Research Institute
Format: Article
Language:English
Published: 2022
Subjects:
Online Access:https://hdl.handle.net/10356/161539
Tags: Add Tag
No Tags, Be the first to tag this record!
Institution: Nanyang Technological University
Language: English
id sg-ntu-dr.10356-161539
record_format dspace
spelling sg-ntu-dr.10356-1615392022-09-07T01:18:22Z BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules Suceska, Muhamad Chan, Serene Hay Yee Stimac, Barbara Dobrilovic, Mario Energetics Research Institute Engineering::Nanotechnology BKW Equation of State Explosives A hundred years ago (in 1921) Becker proposed an equation of state in which the repulsive term in van der Waals equation of state was replaced by an exponential function. Twenty years later, Kistiakowsky and Wilson modified Becker's equation and used it to calculate the detonation properties of nitroglycerine and mercury fulminate. The resulting equation of state, commonly called the BKW equation of state, is attributed to Becker, Kistiakowsky, and Wilson. Although it was not founded on a strict theoretical background, the BKW equation of state has been widely adopted in thermochemical codes to predict the detonation properties of explosives. Throughout the years, the accuracy of BKW has been significantly improved through proper calibration of the BKW constants and covolumes. This paper presents the concept of temperature-dependent covolumes of polar molecules (H2O and NH3) as a way to improve the accuracy of prediction of detonation properties of explosives, especially those explosives producing larger amounts of H2O and NH3. It was demonstrated that temperature-dependent covolumes describe more accurately experimental shock Hugoniots of polar molecules than constant covolumes, and the accuracy of prediction of detonation properties of HNO types of explosives is greatly improved. This work has been supported by Croatian Science Foundation (HRZZ) under the projects IP-2019-04-1618. 2022-09-07T01:18:22Z 2022-09-07T01:18:22Z 2022 Journal Article Suceska, M., Chan, S. H. Y., Stimac, B. & Dobrilovic, M. (2022). BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules. Propellants, Explosives, Pyrotechnics. https://dx.doi.org/10.1002/prep.202100278 0721-3115 https://hdl.handle.net/10356/161539 10.1002/prep.202100278 2-s2.0-85123210844 en Propellants, Explosives, Pyrotechnics © 2022 Wiley-VCH GmbH. All rights reserved.
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Engineering::Nanotechnology
BKW Equation of State
Explosives
spellingShingle Engineering::Nanotechnology
BKW Equation of State
Explosives
Suceska, Muhamad
Chan, Serene Hay Yee
Stimac, Barbara
Dobrilovic, Mario
BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
description A hundred years ago (in 1921) Becker proposed an equation of state in which the repulsive term in van der Waals equation of state was replaced by an exponential function. Twenty years later, Kistiakowsky and Wilson modified Becker's equation and used it to calculate the detonation properties of nitroglycerine and mercury fulminate. The resulting equation of state, commonly called the BKW equation of state, is attributed to Becker, Kistiakowsky, and Wilson. Although it was not founded on a strict theoretical background, the BKW equation of state has been widely adopted in thermochemical codes to predict the detonation properties of explosives. Throughout the years, the accuracy of BKW has been significantly improved through proper calibration of the BKW constants and covolumes. This paper presents the concept of temperature-dependent covolumes of polar molecules (H2O and NH3) as a way to improve the accuracy of prediction of detonation properties of explosives, especially those explosives producing larger amounts of H2O and NH3. It was demonstrated that temperature-dependent covolumes describe more accurately experimental shock Hugoniots of polar molecules than constant covolumes, and the accuracy of prediction of detonation properties of HNO types of explosives is greatly improved.
author2 Energetics Research Institute
author_facet Energetics Research Institute
Suceska, Muhamad
Chan, Serene Hay Yee
Stimac, Barbara
Dobrilovic, Mario
format Article
author Suceska, Muhamad
Chan, Serene Hay Yee
Stimac, Barbara
Dobrilovic, Mario
author_sort Suceska, Muhamad
title BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
title_short BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
title_full BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
title_fullStr BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
title_full_unstemmed BKW EOS: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
title_sort bkw eos: history of modifications and further improvement of accuracy with temperature-dependent covolumes of polar molecules
publishDate 2022
url https://hdl.handle.net/10356/161539
_version_ 1744365421714210816