The basic expression for the KE of each proton, like you used in post #5.nckaytee said:I am not sure what you are looking for
Good. That's the KE of one proton. So what's the total KE of both protons?nckaytee said:1/2mVo^2
The distance of closest approach, also known as the minimum approach distance, is the shortest distance between two objects during their interaction or motion. It is often used to describe the closest point at which two bodies come near each other, such as the closest distance between a planet and its moon.
The distance of closest approach is typically calculated using mathematical equations, such as the Law of Universal Gravitation or the Coulomb's Law, depending on the type of interaction between the objects. These equations take into account the masses, velocities, and distances of the objects to determine the minimum distance between them.
The distance of closest approach is important in science because it allows us to understand and predict the behavior of objects in motion or interaction. It is particularly useful in fields such as astronomy, physics, and chemistry to study the dynamics of celestial bodies, particles, and molecules.
Yes, the distance of closest approach can change over time. This is because the positions and velocities of objects can change due to various factors, such as gravity, acceleration, or external forces. In some cases, the distance of closest approach may decrease over time, leading to a collision between the objects.
The impact parameter is the perpendicular distance between the path of an object and a point of reference, such as the center of another object. It is often used in conjunction with the distance of closest approach to determine the likelihood of a collision or interaction between the two objects. The smaller the impact parameter, the closer the distance of closest approach and the higher the chance of a collision.