Discussion Overview
The discussion revolves around the concept of energy loss in the context of redshifted photons emitted from distant galaxies and their interaction with materials, specifically focusing on the photoelectric effect. Participants explore the implications of relativistic effects on photon energy as observed from different frames of reference, and how this relates to the work function of materials like zinc.
Discussion Character
- Exploratory
- Technical explanation
- Conceptual clarification
- Debate/contested
Main Points Raised
- Some participants question where the energy of a redshifted photon goes, particularly in relation to its ability to cause photoelectric emission when it reaches Earth.
- Others argue that energy is relative to the observer, and that the redshifted photon is observed in a different frame than where it was emitted.
- A participant suggests that a photon emitted from a galaxy moving towards Earth could potentially cause photoelectric emission, raising questions about the effects of relative motion on photon energy.
- Some participants clarify that the energy of a photon is dependent on the frame of reference, and that the equations governing the photoelectric effect must account for the motion of the zinc plate.
- There is a discussion about whether the work function of zinc is modified when considering a receding plate, with participants seeking clarity on how Einstein's photoelectric equation would apply in such scenarios.
- One participant emphasizes that photons cannot be observed from the source galaxy and can only be detected when they interact with a material, leading to further exploration of the nature of photon detection and energy transfer.
Areas of Agreement / Disagreement
Participants express a range of views on the implications of redshift and relativistic effects on photon energy, with no clear consensus on the resolution of the questions raised regarding the photoelectric effect and the nature of energy loss.
Contextual Notes
Participants note the complexity of applying classical equations in relativistic contexts and the need for more sophisticated models when dealing with high-speed interactions. There is also mention of the limitations of traditional thought experiments in accurately depicting the behavior of photons.