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Ballistic coefficient (BC)

Measure of a projectile's ability to overcome air resistance; depends on mass, cross-sectional area and shape. Used to predict trajectory, retained velocity, wind drift, and energy on target.

Overview

The ballistic coefficient, commonly abbreviated BC, quantifies how well a projectile resists aerodynamic drag during flight. A higher BC indicates that a bullet or projectile will retain velocity better, lose less energy to air resistance, and generally exhibit a flatter trajectory and reduced wind drift. The concept is central to exterior ballistics and long-range shooting. For general background see ballistics references.

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Definition and key components

BC is derived from three principal factors: mass, cross-sectional area (related to diameter), and aerodynamic shape, which is expressed through a drag or form factor. In practical terms BC is often expressed as the ratio of sectional density to a form factor: BC = SD / i, where sectional density (SD) is mass divided by diameter squared and i is a dimensionless form factor comparing the bullet's drag to a standard reference projectile.

Models, units and variability

Different drag functions are used to tabulate BC; the most common are the G1 and G7 models. Because BC is referenced to an aerodynamic model and changes with velocity, it is not a single immutable property: the quoted BC for a bullet often applies to a specific velocity band and reference model. Manufacturers frequently publish BC values as simple numbers for comparison, but those figures depend on measurement method — chronograph or Doppler radar — and on which drag model was chosen. For manufacturer specifications and further data see bullet manufacturer data.

Uses and practical effects

  • Trajectory prediction: BC enters ballistics calculators to estimate drop and time of flight.
  • Wind drift and stability: higher BC reduces the projectile's susceptibility to crosswinds.
  • Energy retention: a higher BC means more retained kinetic energy at range, important for hunting and terminal performance.
  • Ammunition selection: shooters compare BCs when choosing bullets for long-range accuracy or specific ballistic performance.

History, typical values and notable cautions

The idea of a coefficient expressing resistance to air has long roots in classical ballistics and was refined with standard drag functions in the 20th century. Typical BC values for common small-arms bullets often lie roughly between about 0.12 and 1.00, though exact figures vary by caliber, shape, and reference model. Users should remember that BC is model-dependent and velocity-dependent: the same bullet can have different BC values under different conditions, so real-world shooting often requires measured or model-specific BCs rather than relying on a single quoted number.

Questions and answers

Q: What is the ballistic coefficient of a bullet?

A: The ballistic coefficient (BC) of a bullet is a measure of its ability to overcome air resistance in flight.

Q: How does a high BC affect the bullet's flight?

A: A high BC means the object will slow down less. It will have more of its speed left when it reaches the target.

Q: What factors affect the BC of a bullet?

A: The BC of a bullet depends on mass, diameter, and drag coefficient.

Q: What units are used to measure BC?

A: Ballistic coefficient has units of lb/in² or kg/m².

Q: In what units are BCs for bullets normally stated by their manufacturers?

A: BCs for bullets are normally stated in lb/in² by their manufacturers without referring to this unit.

Q: What is the range of BC for commonly used bullets?

A: The values for BC can be as low as 0.12 and as high as 1.00 for commonly used bullets.

Q: How important is the BC of a bullet for accurate shooting?

A: The BC of a bullet is an important factor for accurate shooting, as it affects the bullet's stability and trajectory in flight.

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