The Burris Ballistics Calculator is a powerful tool used by marksmen and hunters to predict the bullet’s drop at a given range. This is essential for achieving accurate shots, especially when dealing with long-range targets. The calculator uses the following formula:
Formula of Burris Ballistics Calculator
d = (V0 * t) – (0.5 * g * t^2)
Where:
- d is the bullet’s drop (vertical distance) at a given range.
- V0 is the initial velocity of the bullet.
- t is the time of flight to the target.
- g is the acceleration due to gravity (approximately 32.17 feet per second squared).
In simple terms, the calculator takes the initial velocity, time of flight, and gravity into account to calculate the bullet’s drop at a specific range. It’s a valuable tool for shooters looking to make precise long-range shots.
General Terms Table
| Term | Description |
|---|---|
| Bullet Drop | Vertical distance the bullet drops at a given range. |
| Initial Velocity | The speed at which the bullet leaves the barrel. |
| Time of Flight | The time it takes for the bullet to reach the target. |
| Acceleration due to Gravity | Approximate value of 32.17 feet per second squared. |
Example of Burris Ballistics Calculator
Let’s walk through an example to illustrate how the Calculator works in practice. Suppose you have a bullet with an initial velocity (V0) of 3000 feet per second, and it takes 1.5 seconds to reach the target. Using the formula, you can calculate the bullet drop (d):
d = (3000 * 1.5) – (0.5 * 32.17 * 1.5^2) d = 4500 – 36.18 d ≈ 4463.82 feet
So, at the given range and conditions, the bullet will drop approximately 4463.82 feet.
Most Common FAQs
Yes, the Burris Ballistics Calculator can be used for both firearms and archery. It’s a versatile tool for calculating bullet or arrow trajectories.
You should use feet per second for the initial velocity (V0), seconds for the time of flight (t), and feet for the bullet drop (d).
Yes, the Calculator is available for free on the Burris Optics website.