Can clocks explain the probability of finding a particle in motion?

In summary, the conversation discusses the book "The Quantum Universe" and the concept of using clocks to represent a particle's wave function. The author states that the clocks add together constructively at all points left of X within a certain region, but outside of that region, they largely cancel out. The individual is seeking clarification on this concept and considering picking up a textbook for a better understanding.
  • #1
Derek M
New to physics and attempting to get my feet wet reading "The Quantum Universe: Everything That Can Happen Does Happen" by Brian Cox and Jeff Forshaw. Looking to get some clarification on what I hope is a simple concept regarding a particle in motion.

The author introduces the use of "clocks" to represent the magnitude and phase of a particles wave function. Shown below is a figure from the book showing a cluster of clocks corresponding to a particle that is initially located within the clusters vicinity. The author states that as each clock in the cluster makes its way to X, it is wound forward. Due to the way each clock has been wound backwards relative to its position in the original cluster, every clock that reaches X has its clock hand pointing in exactly the same direction. They all add together constructively which represents a high probability of finding the particle at X.
20171012_162216.jpg


This part I understand. My confusion is when the author suggests that the clocks only add together constructively at all points left of X for a distance equal to the length of the original cluster. Outside of that region the clocks largely cancel out. When I picture in my head the clocks winding forward as they move to a point anywhere between the original cluster and X it seems to me that they add together constructively no matter where that point my be.

I hope I have explained my problem well enough and appreciate any insight into where I might be failing to grasp the concept.

Thanks!
 
Physics news on Phys.org
  • #2
Sorry, I don't have that book, but when the author talks about the clocks only adding constructively inside a certain region, it sounds like he is considering many waves of differing frequencies (wavelengths). Could that be the case?
 
  • #3
Derek M said:
New to physics and attempting to get my feet wet reading "The Quantum Universe: Everything That Can Happen Does Happen" by Brian Cox and Jeff Forshaw.
Are you aiming to learn physics or to learn about physics? Popular scientific books will give you a general flavour and a story of what is going on, but you should not expect to obtain any sort of working knowledge from them. If you want to learn physics, you should instead pick up real textbooks that actually aim at teaching the subject. Also, it is a much more tedious and demanding process than learning about physics is.
 
  • #4
Orodruin said:
Are you aiming to learn physics or to learn about physics?

I guess ultimately I'm trying to understand some of the key concepts. It's quite possible I'm getting a head of myself. I do own a textbook, so I will look through it and determine if its contents are more aligned with my desired knowledge. Thank you for the insight.
 
  • #5
sandy stone said:
Sorry, I don't have that book, but when the author talks about the clocks only adding constructively inside a certain region, it sounds like he is considering many waves of differing frequencies (wavelengths). Could that be the case?

From what I can tell I don't think this is the case. Thank you for the suggestion though.
 

Related to Can clocks explain the probability of finding a particle in motion?

1. What is a particle in motion?

A particle in motion refers to any object or substance that is moving in a specific direction and at a specific speed. This can include atoms, molecules, electrons, and other subatomic particles.

2. What causes particles to be in motion?

Particles in motion are typically caused by a force acting on them. This force can come from a variety of sources such as gravity, electromagnetic fields, or collisions with other particles.

3. How is the motion of particles measured?

The motion of particles can be measured using a variety of techniques, such as tracking their position and speed over time using high-speed cameras or using specialized equipment like particle accelerators to measure their energy and trajectory.

4. What is the importance of studying particle motion?

Studying particle motion is important in many fields of science, including physics, chemistry, and biology. It allows us to understand the behavior and properties of matter, as well as how different forces and energies interact with particles.

5. Can particles be in motion without a force acting on them?

According to Newton's first law of motion, particles will remain in a state of rest or constant motion unless acted upon by an external force. Therefore, particles cannot be in motion without a force acting on them.

Similar threads

  • Quantum Physics
3
Replies
87
Views
5K
Replies
5
Views
1K
Replies
38
Views
3K
  • Quantum Physics
Replies
13
Views
3K
  • Special and General Relativity
2
Replies
40
Views
2K
Replies
58
Views
547
Replies
16
Views
973
  • Special and General Relativity
Replies
3
Views
693
Replies
17
Views
2K
Replies
6
Views
966
Back
Top