Discussion Overview
The discussion revolves around the calculated ratio between gravitational and electric forces in atoms, specifically focusing on the numerical value of approximately 2x10^39 and its potential implications. Participants explore the significance of this ratio, the assumptions made in the calculations, and the relationship between the speed of light, permittivity, and gravitational potential.
Discussion Character
- Exploratory
- Technical explanation
- Debate/contested
- Mathematical reasoning
Main Points Raised
- Some participants calculate the ratio between gravitational and electric forces in atoms to be ~ 2x10^39 and question the similarity to the value derived from "velocity of light squared / permittivity of vacuum squared."
- Others express skepticism about the calculations, highlighting the need for assumptions regarding distances and the implications of quantum mechanics (QM) on the results.
- Concerns are raised about the dimensionality of the ratios, with some arguing that the gravitational and electric force ratios cannot be directly compared without being dimensionless.
- Participants discuss the concept of screening in atoms, which may affect the calculations of forces between particles.
- One participant mentions the historical interpretation of large dimensionless numbers by early scientists, suggesting a connection to the number of particles in the Universe.
- Another participant introduces the idea that the speed of light may vary with gravitational potential, referencing the Shapiro time delay and its implications for understanding gravitational effects on light.
- Clarifications are made regarding the specific scenario used in the calculations, with some participants emphasizing the need for precise definitions and contexts.
Areas of Agreement / Disagreement
Participants express a range of views, with some agreeing on the need for careful consideration of assumptions and the implications of QM, while others challenge the validity of the calculations and the comparisons being made. The discussion remains unresolved, with multiple competing perspectives on the significance of the calculated ratios.
Contextual Notes
Participants note limitations related to the assumptions made in the calculations, the dependence on specific definitions of forces, and the potential influence of quantum mechanics on the results. The discussion highlights the complexity of comparing gravitational and electric forces in atomic contexts.