^^ Not exactly. Although the diameter is 0.223, its shape is non-spherical, thus the .223 has a much greater volume. To compute the equivalent volume we need more dimensions than diameter. I'm not a .223 guy, anybody know the length of the actual bullet?
Alternatively, there are hydrodynamic masses for various geometries given in Patton (see below), which is unfortunately not a part of my personal library. If anybody has a copy, I'd love to get a PM.
Patton, K. T., "Tables of Hydrodynamic Mass Factors for Translational Motion," ASME Winter Annual Meeting, Paper 65-WA/UNT-2, 1965.
Alternatively, there are hydrodynamic masses for various geometries given in Patton (see below), which is unfortunately not a part of my personal library. If anybody has a copy, I'd love to get a PM.
Patton, K. T., "Tables of Hydrodynamic Mass Factors for Translational Motion," ASME Winter Annual Meeting, Paper 65-WA/UNT-2, 1965.
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