Length Contraction & Molecular Structure Effects

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Discussion Overview

The discussion revolves around the effects of high-speed motion, particularly near the speed of light, on the molecular structure of objects. Participants explore how relativistic effects, such as length contraction and mass increase, may influence atomic and molecular properties, including density and shape.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • Some participants question how high-speed motion affects molecular structure, including whether atoms, protons, neutrons, and electrons contract or if density increases.
  • One participant emphasizes that mass increase due to high speed relates to the energy contained in the object, as described by E = mc².
  • Another participant asserts that from a specific frame of reference, nothing happens to the molecular structure of an object in motion, suggesting that the observer's perspective is crucial.
  • A different viewpoint explains that length contraction is a coordinate effect and does not imply physical changes to the object itself, but rather how it is perceived in motion.
  • One participant clarifies that while the number of atoms remains constant, the kinetic energy of the molecule increases with speed, potentially affecting its shape due to electromagnetic interactions.

Areas of Agreement / Disagreement

Participants express differing views on whether high-speed motion alters molecular structure or merely affects perception based on the observer's frame of reference. There is no consensus on the implications of relativistic effects on molecular properties.

Contextual Notes

Participants highlight the importance of frame of reference in understanding relativistic effects, indicating that assumptions about motion and observation play a significant role in the discussion.

Quan Chi
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Hello,

Just one quick question. What happens to the molecular structure of an object if it moves close to the speed of light? Does the high speed affect the atoms, protons, neutrons, electrons, molecular structures? Does the density/thickness of the object increase? Or do the protons and electrons contract as well?

Also, if the mass increases because of the high speed, how does it affect the molecular structure? How can it have bigger mass then? Does it have more atoms and molecules then?

Regards.
 
Last edited:
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Quan Chi said:
Also, if the mass increases because of the high speed, how does it affect the molecular structure? How can it have bigger mass then? Does it have more atoms and molecules then?
Regards.

You've missed the point of what relativity is telling you. E = mc² says that the mass of an object is a measure of how much energy (both mass-energy AND kinetic energy) it contains.

It is sufficient to increasing the kinetic energy of the molecules composing an object to see its mass increase.
 
Quan Chi said:
What happens to the molecular structure of an object if it moves close to the speed of light?
Nothing. Consider the object to be at rest and the observer moving.
 
Length contraction is a consequence of describing the coordinates of a body in a frame of reference in which it is moving close to light speed. It says nothing about the body itself, except the fact that it is moving very, very fast in that frame. Such a frame can be chosen such that you are moving close to lightspeed, without having to accelerate you to such speeds. In that frame, you will seem to undergo length contraction in the direction you are moving.
 
Consider a frame where you are at rest with your lab equipment and you have accelerated a molecule to some velocity.

More atoms? No, the number of charges is fixed, accelerating the molecule won't change the number of atoms.

More mass? No, mass in the modern terminology means rest mass (or more generally, center of mass energy).

More energy? Yes, the molecule speeds up and so it has more kinetic energy.

Does the shape distort? Yes. The molecule is bound by electromagnetic interactions and these interactions change when you set a molecule in motion (the response of the atoms also changes). All this is captured elegantly in Einstein's length contraction formula (provided you use it correctly). See for instance Bell's discussion in "How to Teach Special Relativtiy" in his book Speakable and Unspeakable in Quantum Mechanics.

In a frame moving along with the molecule, nothing happens to the molecule, but the world around suffers the same effects I mentioned above.
 
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Thanks for the answers. This has helped.
 

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