Abstract
Aerosol behavior within Liquid Metal Fast Breeder Reactor (LMFBR) containments is of critical importance since most of the radioactive species are expected to be associated with particulate forms and the mass of radiologically significant material leaked to the ambient atmosphere is directly related to the aerosol concentration airborne within the containment. Mathematical models describing the behavior of aerosols in closed environments, besides providing a direct means of assessing the importance of specific assumptions regarding accident sequences, will also serve as the basic tool with which to predict the consequences of various postulated accident situations. Consequently, considerable efforts have been recently directed toward the development of accurate and physically realistic theoretical aerosol behavior models. These models have accounted for various mechanisms affecting agglomeration rates of airborne particulate matter as well as particle removal rates from closed systems. In all cases, spatial variations within containments have been neglected and a well-mixed control volume has been assumed. Examples of existing computer codes formulated from the mathematical aerosol behavior models are the Brookhaven National Laboratory TRAP code, the PARDISEKO-II and PARDISEKO-III codes developed at Karlsruhe Nuclear Research Center, and the HAA-2, HAA-3, and HAA-3B codes developed by Atomics International. Because of their attractive short
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Citation Formats
Gieseke, J A, and Reed, L D.
Aerosol behaviour modeling and measurements.
IAEA: N. p.,
1977.
Web.
Gieseke, J A, & Reed, L D.
Aerosol behaviour modeling and measurements.
IAEA.
Gieseke, J A, and Reed, L D.
1977.
"Aerosol behaviour modeling and measurements."
IAEA.
@misc{etde_20136241,
title = {Aerosol behaviour modeling and measurements}
author = {Gieseke, J A, and Reed, L D}
abstractNote = {Aerosol behavior within Liquid Metal Fast Breeder Reactor (LMFBR) containments is of critical importance since most of the radioactive species are expected to be associated with particulate forms and the mass of radiologically significant material leaked to the ambient atmosphere is directly related to the aerosol concentration airborne within the containment. Mathematical models describing the behavior of aerosols in closed environments, besides providing a direct means of assessing the importance of specific assumptions regarding accident sequences, will also serve as the basic tool with which to predict the consequences of various postulated accident situations. Consequently, considerable efforts have been recently directed toward the development of accurate and physically realistic theoretical aerosol behavior models. These models have accounted for various mechanisms affecting agglomeration rates of airborne particulate matter as well as particle removal rates from closed systems. In all cases, spatial variations within containments have been neglected and a well-mixed control volume has been assumed. Examples of existing computer codes formulated from the mathematical aerosol behavior models are the Brookhaven National Laboratory TRAP code, the PARDISEKO-II and PARDISEKO-III codes developed at Karlsruhe Nuclear Research Center, and the HAA-2, HAA-3, and HAA-3B codes developed by Atomics International. Because of their attractive short computation times, the HAA-3 and HAA-3B codes have been used extensively for safety analyses and are attractive candidates with which to demonstrate order of magnitude estimates of the effects of various physical assumptions. Therefore, the HAA-3B code was used as the nucleus upon which changes have been made to account for various physical mechanisms which are expected to be present in postulated accident situations and the latest of the resulting codes has been termed the HAARM-2 code. It is the primary purpose of the HAARM series codes developed at Battelle's Columbus Laboratories to provide analyses which provide more physically realistic aerosol modeling and consistently conservative predictions. The HAARM-2 model differs from previous models in that it allows temporal variation of containment gas temperature, pressure, and temperature gradient normal to the containment walls. Also, settling velocities which are dependent upon the morphological properties of individual agglomerates are corrected using an experimental dynamic shape factor. In addition, wall deposition by thermosphoresis is included as an aerosol deposition mechanism and a calculated particle-particle collision efficiency is employed. (author)}
place = {IAEA}
year = {1977}
month = {Jan}
}
title = {Aerosol behaviour modeling and measurements}
author = {Gieseke, J A, and Reed, L D}
abstractNote = {Aerosol behavior within Liquid Metal Fast Breeder Reactor (LMFBR) containments is of critical importance since most of the radioactive species are expected to be associated with particulate forms and the mass of radiologically significant material leaked to the ambient atmosphere is directly related to the aerosol concentration airborne within the containment. Mathematical models describing the behavior of aerosols in closed environments, besides providing a direct means of assessing the importance of specific assumptions regarding accident sequences, will also serve as the basic tool with which to predict the consequences of various postulated accident situations. Consequently, considerable efforts have been recently directed toward the development of accurate and physically realistic theoretical aerosol behavior models. These models have accounted for various mechanisms affecting agglomeration rates of airborne particulate matter as well as particle removal rates from closed systems. In all cases, spatial variations within containments have been neglected and a well-mixed control volume has been assumed. Examples of existing computer codes formulated from the mathematical aerosol behavior models are the Brookhaven National Laboratory TRAP code, the PARDISEKO-II and PARDISEKO-III codes developed at Karlsruhe Nuclear Research Center, and the HAA-2, HAA-3, and HAA-3B codes developed by Atomics International. Because of their attractive short computation times, the HAA-3 and HAA-3B codes have been used extensively for safety analyses and are attractive candidates with which to demonstrate order of magnitude estimates of the effects of various physical assumptions. Therefore, the HAA-3B code was used as the nucleus upon which changes have been made to account for various physical mechanisms which are expected to be present in postulated accident situations and the latest of the resulting codes has been termed the HAARM-2 code. It is the primary purpose of the HAARM series codes developed at Battelle's Columbus Laboratories to provide analyses which provide more physically realistic aerosol modeling and consistently conservative predictions. The HAARM-2 model differs from previous models in that it allows temporal variation of containment gas temperature, pressure, and temperature gradient normal to the containment walls. Also, settling velocities which are dependent upon the morphological properties of individual agglomerates are corrected using an experimental dynamic shape factor. In addition, wall deposition by thermosphoresis is included as an aerosol deposition mechanism and a calculated particle-particle collision efficiency is employed. (author)}
place = {IAEA}
year = {1977}
month = {Jan}
}