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Very simple: At the same velocity, bullet with better(higher) BC will fly flater than bullet with lower BC. It means less bullet drop, less velocity loss, higher energy at same distance, less wind drift etc. . . SD is relative to weight to cross-section ratio. (weight in grains) 7000 is there because transfer grains to pounds Jiri [This message has been edited by Jiri (edited 04-21-2001).] | |||
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<PowderBurns> |
I found this online: http://www.lostriverballistic.com/LRB_Questions.htm What is Ballistic Coefficient (BC) and what is sectional density (SD)? A ballistic coefficient (BC) is the ratio of the sectional density of a bullet to it's coefficient of form (I). A BC is in fact a numerical representation of the ability of a bullet to fly. Greater the ballistic coefficient, the flatter the trajectory and retention of velocity. Ballistic coefficient may vary depending upon velocity. Sectional density (SD) is a bullet's weight, in pounds, divided by the square of it's diameter, in inches. SD is a numerical representation of a bullet's ability to carry it's momentum forward. The higher the SD, the higher the weight per cross-sectional area. Shape makes no difference in the sectional density. For example, all 30 caliber (.308) bullets that weigh 180 grains have the same sectional density, .270, regardless of their shape.
(You can archive this info in the AccurateReloading FAQ's.) ------------------ www.hotboards.com/plus/plus.mirage?who=powderburns [This message has been edited by PowderBurns (edited 04-21-2001).] | ||
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Hope this looks O.K. Comparing two .30 calibre bullets, a 180 grain pointed bullet with a B.C. of .4 and a 180 grain round nose with a B.C. of .266.
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