Abstract
A set of necessary conditions for performing scaled rock dynamics experiments is derived from the conservation equations of continuum mechanics. Performing scaled experiments in two different materials is virtually impossible because of the scaling restrictions imposed by two equations of state. However, performing dynamically scaled experiments in the same material is possible if time and distance use the same scaling factor and if the effects of gravity are insignificant. When gravity becomes significant, dynamic scaling is no longer possible. To illustrate these results, example calculations of megaton and kiloton experiments are considered. (author00.
Crowley, Barbara K
[1]
- Lawrence Radiation Laboratory, University of California, Livermore, CA (United States)
Citation Formats
Crowley, Barbara K.
Scaling criteria for rock dynamic experiments.
IAEA: N. p.,
1970.
Web.
Crowley, Barbara K.
Scaling criteria for rock dynamic experiments.
IAEA.
Crowley, Barbara K.
1970.
"Scaling criteria for rock dynamic experiments."
IAEA.
@misc{etde_20555832,
title = {Scaling criteria for rock dynamic experiments}
author = {Crowley, Barbara K}
abstractNote = {A set of necessary conditions for performing scaled rock dynamics experiments is derived from the conservation equations of continuum mechanics. Performing scaled experiments in two different materials is virtually impossible because of the scaling restrictions imposed by two equations of state. However, performing dynamically scaled experiments in the same material is possible if time and distance use the same scaling factor and if the effects of gravity are insignificant. When gravity becomes significant, dynamic scaling is no longer possible. To illustrate these results, example calculations of megaton and kiloton experiments are considered. (author00.}
place = {IAEA}
year = {1970}
month = {May}
}
title = {Scaling criteria for rock dynamic experiments}
author = {Crowley, Barbara K}
abstractNote = {A set of necessary conditions for performing scaled rock dynamics experiments is derived from the conservation equations of continuum mechanics. Performing scaled experiments in two different materials is virtually impossible because of the scaling restrictions imposed by two equations of state. However, performing dynamically scaled experiments in the same material is possible if time and distance use the same scaling factor and if the effects of gravity are insignificant. When gravity becomes significant, dynamic scaling is no longer possible. To illustrate these results, example calculations of megaton and kiloton experiments are considered. (author00.}
place = {IAEA}
year = {1970}
month = {May}
}