Quantum Equation: Baseball Player & Spaceship Speed

  • Thread starter Uno Lee
  • Start date
  • Tags
    Quantum
In summary, the conversation discusses the concept of relative velocity and the equation that would make two statements about the speed of objects traveling in the same direction true. The conversation also mentions the difference between relativity and quantum physics, and suggests looking up the relativistic "velocity addition" formula for more information.
  • #1
Uno Lee
51
0
If a baseball player driving a convertible in a straight line at 75 kmph and throws a ball the same direction at 50 kmph, the ball would be going about 125 kmph. but if one was traveling in a spaceship going half the speed of light and fired a particle beam in the same direction going three-quaters the speed of light the particle beam be going 99.9999...% of the speed of light.
What is the equation that would make both these
statements true?
 
Physics news on Phys.org
  • #2
Your question has to do with relativity, not quantum physics, so I expect one of the moderators will pounce on this thread and move it over to the relativity forum.

Nevertheless, to get an answer to your question, look up the relativistic "velocity addition" formula and apply it to both of your situations. That is, actually calculate the results. You'll see that for the baseballs, the exact relativistic result is sooooo close to the non-relativistic simple addition of velocities, that it's impossible to tell the difference, in practice.
 
  • #3
Thanks, I think I found what I was looking for in relative velocity. Half the time seems to be spent figuring out the right word, term, phrase or category.
 

FAQ: Quantum Equation: Baseball Player & Spaceship Speed

What is the Quantum Equation: Baseball Player & Spaceship Speed?

The Quantum Equation: Baseball Player & Spaceship Speed is a mathematical formula that describes the relationship between the speed of a baseball player and a spaceship in the quantum realm. It takes into account the principles of quantum mechanics, such as wave-particle duality and uncertainty principle, to calculate the speed of both objects simultaneously.

How is the Quantum Equation different from classical equations?

The Quantum Equation differs from classical equations in that it takes into account the principles of quantum mechanics, which describe the behavior of particles on a subatomic level. This means that it can accurately describe the behavior of objects in the quantum realm, where classical equations fail to do so.

Can the Quantum Equation be applied to other objects besides a baseball player and a spaceship?

Yes, the Quantum Equation can be applied to any objects that exist in the quantum realm, such as electrons, photons, and atoms. It can also be used to describe the behavior of objects on a macroscopic scale, as long as they are in a quantum state.

How is the Quantum Equation used in the field of quantum computing?

The Quantum Equation is an essential tool in the field of quantum computing as it helps in understanding the behavior of quantum bits (qubits). Qubits are the basic unit of information in quantum computing and are dependent on the principles of quantum mechanics. The Quantum Equation is used to calculate the speed and behavior of qubits, which is crucial in developing quantum algorithms and protocols.

What are some real-life applications of the Quantum Equation?

The Quantum Equation has various real-life applications, including quantum computing, quantum cryptography, and quantum teleportation. It is also used in industries such as pharmaceuticals and materials science to understand the behavior of particles on a subatomic level. Additionally, it has potential applications in developing new technologies, such as quantum sensors and quantum communication devices.

Back
Top