Besides, their launch angles are different too.
The travel times of the two instances to reach the same target are not equal. In general, a bullet fired with a given velocity can hit a given target while either rising (green trajectory) or plummeting (red trajectory). This force acting on a projectile (or bullet) confine its trajectory to a 2D vertical plane, which is shown in the diagram. The path traced by a bullet travelling under the influence of the force of gravity is called a parabola. Target acceleration and target velocity do not matter in this case. Targets Position: Vector3D $\space$ (200,0,0).Bullet Start Position: Vector3D $\space$ (0,0,0).What would the formula look like to be able to calculate the Travel Time if the factors were the following: Since my math skills are unfortunately not the best, I hope that someone can help me here.
However, this would give me the time it takes for the Bullet to reach the Target, without the impact of Gravity or any downward force, assuming the Bullet travels in a straight path.īut I want to calculate the time it takes the bullet to reach the target using gravity which lets the Bullet travel in a curve (you shoot above the target to compensate the gravity). P_T = Bullet Impact Position - Bullet Start Position I already have a formula that calculates the time it takes a bullet to intercept another moving target depending on the bullet's position, the target's position, the bullet's speed, the target velocity, and the target acceleration which looks like this: a = Acceleration Hey I want to calculate the flight time of a Projectile in 3D Space based on Bullet's speed, Velocity, Acceleration and Gravity or a custom downward force.
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