Putting or placing under
Basis without blunder
Support or refute
Salute
Observational and research study
Evidence strongly already,
probabilistic process,
not a process of proving,
something with absolute certainty
Formulation of the question matter
Null hypothesis
Energy dies without breath
After death,
the energy does not die
when breath has left
Instead
there's no accumulation or depletion,
of the quantity within the system,
that cannot be created or destroyed,
only transformed or transported
No vacuum for a human,
keeping an artist,
energy free
through Biology, Physics,
and Thermodynamics life tree
Next statistical analysis
Gather your data
P-value
Significance level (alpha)
Almost there,
reject the null hypothesis
Less than,
or equal to your significance level
The goal is to gather evidence
Support or reject
Conclusion and Reporting
Statistical analysis and evidence
Scientific relevance,
identify patterns and correlations
Foundational data
We can break it down
to sub-hypotheses ground
Development and refinement,
understanding of this complex phenomenon,
leading to formulation of new hypotheses,
testing in future studies,
Scientist
Future studies will persist
© 2025 Dr Diviney
Note:
This law is a hypothetical construct for conceptual and brainstorming purposes. It is not an established law in physics or thermodynamics, but rather an idea to inspire further exploration and discussion.
In the grand equation of thermodynamics, the human being is not just a mass, but a dynamic system—energy (ε) embodied in matter (μ), occupying space (vₛ), evolving through time (τ), and carrying the potential (Ψ) for transformation. After death, this mass is neither lost nor destroyed; it is transported and transformed, continuing its journey through the cycles of nature.
Proposed Law: The Epsilon-Mu-Sonic-Tau-Psi Law
Statement:
In a homogeneous, isotropic medium, the product of the medium’s permittivity (ε) and permeability (μ), multiplied by the square of the speed of sound (vₛ²), is proportional to the product of the system’s characteristic relaxation time (τ) and a generalized potential (Ψ) describing the system’s energy state.
Mathematical Formulation:
ε · μ · vₛ² = k · τ · Ψ
© 20th August 2025 Dr Diviney
Where:
k is a dimensionless proportionality constant specific to the system and context.
Physical Interpretation:
This law suggests a deep connection between electromagnetic properties (ε, μ), mechanical wave propagation (vₛ), temporal dynamics (τ), and the system’s energy state (Ψ). It could be interpreted as a bridge between how a medium responds to electromagnetic and mechanical disturbances, and how these responses are tied to the system’s energy and relaxation characteristics.
© 20th August 2025 Dr Diviney