In coming to the conclusion that light beams are bent by gravity, Einstein reasoned that

Question

BlackTom AI · Accepted Answer

The equivalence principle states that the effects of a uniform gravitational field are locally indistinguishable from those of a uniformly accelerating reference frame. This is the central concept Einstein used to predict light bending by gravity.

1) Relevant knowledge points and concepts
- Equivalence principle: acceleration ↔ gravity locally.
- Light travels in straight lines in inertial frames, but in an accelerating frame its path can appear curved.
- Light is massless, so Newtonian gravity (which depends on mass) does not directly apply; general relativity describes gravity as spacetime curvature affecting light trajectories.

2) Step-by-step reasoning (thought experiment)
Consider a small box (elevator) accelerating upward with acceleration g in otherwise gravity-free space. A horizontal beam of light enters through a hole on one side and reaches the opposite wall. Let the horizontal distance across the box be L.

3) Calculation with intermediate steps
- Time for the light to cross the box: t = L / c.
- During that time the box moves upward by y = (1/2) g t^2 = (1/2) g (L/c)^2.
- Relative to the accelerating box, the light hits a point displaced downward by y. The apparent deflection angle θ ≈ y / L = (1/2) g L / c^2 (for small angles).

This shows that an accelerating observer sees the light beam curved downward. By the equivalence principle, a stationary observer in a gravitational field g will see the same curvature of light: gravity must bend light.

4) Why the correct answer is correct
The statement “accelerated observers would find that light beams bend, so gravity must also bend light beams” directly uses the equivalence principle and the elevator thought experiment above to conclude that gravity bends light.

5) Why the other options are incorrect
- Option A: Newton’s theory applies to masses and forces; it doesn’t correctly predict light deflection (light has no rest mass) and fails near c; general relativity, not Newtonian gravity, explains light bending.
- Option B: Constancy of light speed does not imply that moving (inertial) observers see light bend; inertial observers see straight-line propagation. Bending arises from acceleration/gravity, not merely from invariance of c.
- Option D: Observers moving at uniform high speed are inertial; uniform motion does not produce the curvature seen in accelerated frames.

6) Conclusion
Therefore the correct answer is: “accelerated observers would find that light beams bend, so gravity must also bend light beams.” This matches the provided answer.

In coming to the conclusion that light beams are bent by gravity, Einstein reasoned that单项选择题

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