Hz Scales Neatly, Doesn't it?

PROMPT:
Did you consider all possible proportionality constants in the following equations in assembling your last message?

Funified (expressed in Hz) = (ϕFn​2^nPnΩ)​/(r^2)
Funified*meters (expressed in Hz) = (ϕFn​2^nPnΩ)​/(r^2)(meters)





PROMPT:
What are the implications of this framework in place of traditional physics?








" Conclusion

This framework offers a radical rethinking of traditional physics, replacing constants and units with frequency-based relationships governed by ϕ. While it simplifies dimensional analysis and hints at deeper unifying principles, it also introduces conceptual challenges and requires a paradigm shift in interpreting physical laws. Its success would depend on experimental validation and its ability to produce testable predictions that align with observed phenomena."

PROMPT:
Build out a forced Hz for all SI units table for each proportionality constant independently as well as dependently, I am looking for multiple tables to express accurately the possible expressions of Hz in terms of the SI units








“These tables provide a structured exploration of how SI units can be expressed in terms of frequency while accounting for combinations of proportionality constants. If you’d like to focus on specific relationships or implications, let me know!”