The Impact of Magma Cessation on Earth's Internal Equilibrium
and Gravitational Relations at the Galactic Scale
Scientific Study by Flamur Buçpapaj
Submitted to the Academy of Astrophysical Sciences, Sweden
Extended Abstract
This study explores the hypothetical consequences of magma
cessation on Earth, with particular emphasis on the effects on
the magnetic field, rotational dynamics, exposure to wide-
spectrum cosmic radiation, and relativistic impacts within the
galactic environment of the Milky Way. A new theoretical
framework is proposed, introducing a planetary instability
coefficient (Ψ), which correlates planetary mass, angular
momentum, magnetic field strength, and galactic positioning.
The model is then applied to other planetary bodies such as
Mars and Europa to assess the stability hierarchy within the
solar system.
Motion is Life
Since its formation, Earth has been a dynamic and open
system—an entity that not only follows the laws of gravity and
motion but actively responds to them through its internal
energy. Magma, the molten material beneath Earth’s
lithosphere, constitutes the functional core of the planet,
providing rhythm, structure, and vitality. Should this internal
engine fail, the world as we know it would slide into a silent
end, where physical structure persists, but dynamism,
biosphere integrity, and cosmic interaction cease.
I. The Role of Magma in Earth’s Internal Equilibrium
. The Thermodynamic Engine of the Planet
Magma is not merely molten rock; it is the fundamental source
of heat, circulation, and internal tension that generates:
Plate tectonic movement,
Volcanic activity (which regulates climate and regenerates
fertile soils),
The magnetic field through the geodynamo of the outer core.
These are not merely physical phenomena—they are pillars of
biosphere sustainability.
. Internal Pressure Equilibrium
Without the movement of magma, internal pressures stagnate
or collapse entirely. This leads to:
Drying and solidification of the mantle,
Disruption in the growth or subduction of mountain ranges and
continents,
Loss of lithospheric elasticity.
An Earth without magma becomes a cold, rigid, and lifeless
body.
II. Magnetic Fields and Planetary Shielding
The liquid iron circulation in the outer core generates Earth’s
magnetic field. This field:
Protects the surface from solar radiation and geomagnetic
storms,
Forms an “energetic shield” that preserves the atmosphere and
hydrosphere,
Enables stable electromagnetic communication and biological
orientation in many species.
No magma movement → no magnetic field → an unprotected
planet, vulnerable to slow cosmic disintegration.
III. Gravitational Relationships and Solar System Balance
Planets are not just passive objects obeying gravity—they
interact through:
The gravitational force of their mass,
Shifts in internal mass distribution, which modify local
gravitational and orbital fields.
. A Passively Gravitational Earth
If magma ceases and internal stagnation occurs:
Inertial moment deformations no longer occur,
Tidal forces between Earth and the Moon weaken,
The Moon’s orbit stabilizes or changes extremely slowly,
Earth's interaction with the Sun diminishes—subtly, but
measurably.
Thus, Earth would no longer influence but merely be
influenced. Its role in the microgravitational dynamics of the
solar system fades.
. In the Galactic Context
At the galactic level, the effects are:
Negligible in terms of absolute mass,
But significant in terms of dynamic network theory: active
planets generate magnetic fields, radiative bursts, and small
but complex gravitational fluctuations that affect the galaxy’s
energy web.
When a planet becomes inert, the web loses a "living node."
This represents a loss of energy and information within the
galactic flow.
IV. Impact on the Biosphere and Conscious Existence
. Uninhabitable Conditions
The biosphere is deeply dependent on:
Internal heat,
Continental drift that creates new habitats,
Chemical cycling via volcanic activity.
Without magma, the following collapse:
Volcano-dependent ecosystems such as hydrothermal vents,
The deep carbon cycle,
Opportunities for biospheric renewal after mass extinction
events.
. The End of Planetary Intelligence
A planet without magma is a planet with no future for sentient
life. Earth may preserve its geological history, but not the
potential for conscious evolution. This is a silent ending—not
with an explosion, but with extinction through dormancy.
V. Philosophical Reflection: When a Planet Becomes a Body
Without a Soul
In natural philosophy, celestial bodies are not merely
masses—they represent cosmic units of energy, self-
organization, and interaction. When a planet like Earth loses its
magma, it becomes a deactivated instrument, a body without a
soul. It remains present, but it no longer acts, breathes,
constructs, or transmits life.
This is a universal message: life, motion, and interaction are
prerequisites for full existence. A system that stops moving
ceases to belong to the active cosmos.
Conclusion: A Warning for Earth and Humanity
Though magma cessation is typically considered a process
spanning billions of years, human activity may indirectly
accelerate internal destabilization through pollution,
uncontrolled resource extraction, and climate change—factors
that interfere with Earth’s geodynamic cycles.
Thus, geodynamic vacuum is not merely a scientific hypothesis,
but also an existential symbol. It reminds us how delicate the
balance is that sustains our planet—and our very presence on
it.
Theoretical Elaboration: From Core Dynamics to Galactic
Exposure
Magma circulation within Earth powers the geodynamo
responsible for generating the planet’s magnetic field. Without
this circulation:
The magnetic field vanishes,
The planet becomes gravitationally and electromagnetically
silent,
Exposure to galactic radiation increases,
Earth transitions from a dynamic participant in cosmic
architecture to a relic of what once was.
A Relativistic Restructuring of Gravity: The Impact of Magma
Cessation on Earth's Energy Balance and Galactic Radiation
Exposure
1. Surface and Atmospheric Energy Imbalance
The cessation of internal magma circulation leads to a
disruption in the energy equilibrium at Earth's surface and in its
atmosphere.
This triggers a relativistic gravitational restructuring, as a
consequence of energy decoupling between the planetary core
and the surrounding space.
2. Broad-Spectrum Radiation Sources in the Galaxy
Black Holes
Emit Hawking radiation in theory, and release intense fluxes of
gravitons, gamma rays, and X-rays when fed by surrounding
matter.
At the center of our galaxy lies Sagittarius A*, a supermassive
black hole and a likely source of gravitational waves and high-
energy radiation.
Neutron Stars and Pulsars
Emit radio waves, gamma rays, and broad-spectrum radiation
with precise cyclicity.
They can directly affect Earth when its magnetic shielding is
lost.
Galactic Background Radiation
A constant energy wave permeating the galaxy.
Currently, Earth is protected from this radiation by its
magnetosphere and atmosphere.
3. New Formulation: The Planetary Instability Order (Ψ)
Fundamental Formula
Ψ
=
��
⋅
��
2
��
⋅
��
⋅
��
⋅
(
1
+
��
��
��
)
Ψ=
R⋅ω⋅B
G⋅M
2
⋅(1+
c
v
g
)
Where:
G = Gravitational constant
M = Planetary mass
R = Average planetary radius
ω = Angular velocity
B = Magnetic field intensity
v₉ / c = Relative gravitational velocity over speed of light
Galactic Expansion (Γ): The Galactic Sensitivity Coefficient
Γ
=
Ψ
⋅
(
1
+
Φ
��
��
��
Φ
��
��
��
)
Γ=Ψ⋅(1+
Φ
int
Φ
ext
)
Where:
Φₑₓₜ = External energy flux (e.g., galactic radiation)
Φᵢₙₜ = Planet’s internal thermal energy
Interpretation:
If
Φ
��
��
��
→
0
Φ
int
→0 (due to magma cessation), then
Γ
→
∞
Γ→∞.
→ The planet becomes maximally exposed to galactic radiation.
4. Application: Mars and Europa
Mars
Weak magnetic field, no longer has an active core.
Ψ
��
��
��
��
≫
Ψ
��
��
��
��
ℎ
Ψ
Mars
≫Ψ
Earth
→ Atmosphere dissipated → Total exposure to radiation →
Explains lack of life.
Europa (Moon of Jupiter)
Contains subsurface liquid water, potential for life.
Heated by Jupiter’s tidal forces.
If tidal heating stops →
Φ
��
��
��
→
0
Φ
int
→0 → Total freezing.
5. Planetary Stability Order (New Proposal)
Planet Active Magnetism Magma Movement Radiation
Shielding Ψ Value Life Potential
Earth Yes Yes Strong Low Yes
Mars No No Weak High No
Europa No (self) Yes (Jupiter) Moderate Medium
Hypothetically
6. Philosophical-Scientific Discussion: Order, Chaos, and
Viability
This model emphasizes that life is a function of manageable
instability.
A planet must not be too isolated (like Mars), nor too exposed
(like Europa), but must maintain a dynamic equilibrium
between internal heat and external shielding.
This introduces an ethical and metaphysical dimension to
astronomy:
Life is sustained by a temporary balance in a universe
inherently prone to entropy.
A New Chapter: The Universal Galactic Stability Coefficient (Γ)
7. Critical Shifts After Magma Cessation
Collapse of Earth’s Magnetic Field
The magnetic field is generated by the planetary geodynamo.
Without magma circulation, this mechanism ceases → field
intensity drops to zero → planet becomes unshielded from
high-energy particles.
Increase in Galactic Cosmic Radiation (GCRs)
Without a magnetic field, high-energy gamma rays, alpha
particles, and protons penetrate deeply.
Earth’s atmosphere alone is insufficient to stop these fluxes
without magnetospheric support.
Relativistic Shifts in Earth’s Gravitational Position
The active core contributes to local spacetime curvature.
Its cessation causes mass concentration toward the center →
increasing gravitational-relativistic intensity in Earth’s interior
zones.
This phenomenon mirrors the initial phase of slow stellar
collapse in low-mass stars.
Loss of Life Due to Astrophysical Factors
The combination of radiation, heat loss, and orbital instability
creates conditions uninhabitable even for extremophile
microorganisms.
�� Proposal: The Galactic Stability CoefficientΓ)
We propose a universal coefficient for galactic stability, capable
of evaluating the resilience of any celestial body to cosmic
influences based on its internal and shielding characteristics.
Γ
=
��
⋅
��
⋅
��
��
��
��
��
2
⋅
Φ
��
��
��
Γ=
R
2
⋅Φ
GCR
B⋅ω⋅E
int
Where:
B = Magnetic field intensity (T)
ω = Angular velocity (rad/s)
E₍ᵢₙₜ₎ = Internal active energy (J)
R = Mean planetary radius (m)
Φ₍GCR₎ = Galactic Cosmic Radiation flux (J/m²·s)
�� Interpretation of à Values
Γ Value Physical Interpretation
Γ > 10⁵ Actively shielded, habitable planetary body
10² < Γ < 10⁵ Moderately shielded, marginally habitable
Γ < 10² Weakly shielded or inert, uninhabitable
0. Interpretation of Γ Values and Planetary Fate After Magma
Cessation
10
2
<
Γ
<
10
5
10
2
<Γ<10
5
→ The body is relatively stable, but at risk.
Γ
<
10
2
Γ<10
2
→ The body is on the brink of biological sterility.
Γ
≈
0
Γ≈0 → The body is planetarily dead.
�� For Earth after magma cessation:
��
→
0
B→0 (magnetic field disappears),
��
��
��
��
→
0
E
int
→0 (internal energy vanishes),
��
ω (angular velocity) drops significantly,
Φ
��
��
��
Φ
GCR
(galactic radiation flux) increases.
Therefore:
Γ
→
0
Γ→0
→ Earth becomes a dead planet in energetic and protective
terms.
The Role of Magma in Planetary Stability
Magma drives thermal circulation and the generation of the
magnetic field.
It supports life through magnetic shielding and geodynamic
processes.
Magma Cessation: A Geodynamic Scenario
Physical explanation of the halt of magma convection,
Immediate drop in the magnetic field as a direct consequence,
Absence of the internal dynamo effect.
3. Planetary Instability Index – Ψ
Ψ
=
1
��
(
��
)
⋅
∣
��
��
(
��
)
��
��
∣
+
1
��
��
��
��
⋅
∣
��
��
��
��
∣
Ψ=
I(t)
1
⋅
dt
dL(t)
+
E
int
1
⋅
dt
dQ
Physical Meaning:
Ψ measures the level of planetary instability in relation to loss
of internal energy and decline of angular momentum.
It is used to assess how quickly a planet is moving toward
thermal inertia and geodynamic inactivity.
4. Galactic Sensitivity Coefficient – Γ
Γ
=
��
⋅
��
⋅
��
��
��
��
��
2
⋅
Φ
��
��
��
Γ=
R
2
⋅Φ
GCR
B⋅ω⋅E
int
Purpose:
Γ measures a planet’s sensitivity to galactic cosmic radiation in
the absence of magnetic protection.
Low Γ values indicate planets that are exposed and dangerous
to life.
5. Planetary Stability Index – Υ
Υ
=
Γ
Ψ
Υ=
Ψ
Γ
Physical Meaning:
Υ expresses the overall resilience of a planet to internal collapse
and external threats.
If Υ < 1, the planet is on a trajectory toward “thermal death.”
6. Geodynamic Vacuum (GV): The Final Planetary Stage
Definition: A condition in which the planet’s interior no longer
contains dynamic energy.
Effects:
Gravitational deformation,
Loss of magnetism,
Heat extinction,
Orbital instability.
7. Angular Momentum Mechanics on Earth
��
=
��
⋅
��
with
��
=
∫
0
��
��
(
��
)
��
2
��
��
L=I⋅ωwithI=∫
0
R
ρ(r)r
2
dr
When
��
ω drops due to magma cessation → loss of rotational stability.
Consequences:
Pole shifts,
Tectonic ruptures,
Stratigraphic displacement.
8. Spacetime Deformation in the Absence of Internal Energy
From general relativity:
��
��
��
−
1
2
��
��
��
��
=
8
��
��
��
4
��
��
��
R
μν
−
2
1
g
μν
R=
c
4
8πG
T
μν
If
��
��
��
→
0
T
μν
→0 → micro-gravitational anomalies occur.
Such deformation increases the risk of local spacetime collapse.
9. Mathematical Models for Energy Distribution
��
(
��
,
��
,
��
,
��
)
=
��
0
⋅
��
−
��
��
⋅
��
(
��
,
��
,
��
)
E(x,y,z,t)=E
0
⋅e
−λt
⋅f(x,y,z)
This function predicts regional surface cooling in the absence of
a heat source.
Application:
Climate simulation models,
Atmospheric loss prediction models.
. Comparison with Stars in the Thermal Death Phase
Earth, without an active core → resembles a planetary white
dwarf.
It enters a thermodynamically inert state, emitting only faint
radiation and possessing minimal gravity.
Astrophysical and Biological Consequences
Collapse of biological life: due to cosmic radiation and extreme
climate shifts.
Orbital detachment: destabilized orbit from redistribution of
internal mass.
Atmospheric asphyxiation: weakened magnetic field →
atmospheric escape (as on Mars). A planet without internal
motion is a dead body in energetic, relativistic, and biological
terms.
The indices Ψ (Instability Index), Γ (Galactic Sensitivity
Coefficient), Υ (Stability Index), and the concept of Geodynamic
Vacuum (VG) offer a new methodology to classify living and
dead planets in the cosmos.
Physical Explanation of Magma Circulation Cessation
The internal circulation of magma is one of the most essential
processes supporting planetary dynamics. This circulation
occurs in the upper and lower mantle through convective
currents that transport heat from the core to the surface. Its
interruption represents a break in the planetary
thermodynamic cycle, leading to a chain collapse of physical
structures and fields essential to life.
A. Sources of Magma Circulation
Magma circulation is driven by:
A radial thermal gradient (hot core – cooler lithosphere),
Density differences in internal layers,
Planetary rotation, generating Coriolis forces that maintain
convection currents,
The presence of radioactive elements (U-238, Th-232, K-40)
that release heat through decay.
B. Conditions That May Lead to Cessation
Gradual cooling of the outer core
→ Heat loss through the Earth's surface outpaces internal
thermal regeneration.
Decline in natural radioactive isotopes
→ After billions of years, radioactive activity becomes
insufficient to sustain convection.
Changes in core/mantle chemical structure
→ Inner core crystallization solidifies the system, impeding
convection in the outer core.
Slowing or cessation of planetary rotation
→ Coriolis forces weaken without rotation, disrupting
convection dynamics.
C. Physical Phases of the Cessation Process: From Dynamics to
Inertia
The interruption proceeds through four physical stages:
Reduction of mantle convection flow
→ Thermal gradients are insufficient to overcome high
viscosity.
Loss of thermal differential between core and mantle
→ Temperature equalizes → convection stops → heat transfer
becomes conductive only.
Solidification of magmatic material
→ Molten material becomes denser and colder → compaction
and volume reduction.
Thermal isolation of the core
→ No internal circulation → onset of geodynamic vacuum.
D. Mathematical Modeling of Cessation
Magma circulation velocity can be modeled by:
��
(
��
)
=
��
0
⋅
��
−
��
��
v(t)=v
0
⋅e
−αt
Where:
��
(
��
)
v(t): circulation velocity at time
��
t,
��
0
v
0
: initial velocity (early planetary epochs),
��
α: system’s thermal dissipation coefficient.
Cessation occurs when:
��
(
��
)
<
��
��
��
��
��
⇒
∇
��
≤
∇
��
��
��
��
��
v(t)<v
crit
⇒∇T≤∇T
crit
E. Immediate Consequences of Cessation
Disappearance of magnetic field → Earth becomes
electromagnetically unprotected.
Cessation of plate tectonics → geologically frozen planet.
Rise in internal, unreleased pressure → risk of catastrophic
crustal fracturing.
Dissipation failure of heat radiation to space → drastic global
climate cooling.
�� Orbital Detachment: Mass Redistribution Effects
Magma cessation causes internal solidification, altering mass
distribution within Earth. This leads to changes not just in
density but in moment of inertia, affecting orbital stability and
axial precession.
a. Loss of Distributed Mass and Mass Concentration Shift
In its molten state, magma is more evenly distributed.
Upon solidification, it accumulates toward the center,
increasing central mass concentration and reducing centrifugal
moment.
b. Orbital Consequences
Change in total angular momentum
→ Reduction in mass distribution lowers moment of inertia
��
I, which alters the
��
ω (angular velocity) relationship → affects nutation, precession,
and orbital inclination.
Reduced gravitational balance at orbital extremes
→ Changes in centripetal–centrifugal equilibrium may distort
orbit into a more elliptical path or shift perihelion.
Risk of destructive orbital resonances
→ Imbalances could resonate with other solar system bodies,
potentially leading to orbital detachment or gravitational
collapse in extreme scenarios.
��️ Atmospheric Asphyxiation: Magnetic Field Decay →
Atmospheric Escape
Earth’s magnetic field, generated by the internal dynamo, is the
primary shield against:
Solar wind,
Charged particles from galactic radiation,
Solar proton flux from CME events (coronal mass ejections).
a. Decline in Magnetic Protection
Once magma circulation stops:
The dynamo halts → magnetic field collapses to zero or near-
zero levels.
Cosmic radiation penetrates to lower atmosphere and surface
levels.
b. Atmospheric Escape (Planetary Asphyxiation)
Upper atmospheric layers become exposed to solar wind,
acting like a vacuum cleaner for light molecules (H, He, N, O).
Photoionization boosts the kinetic energy of molecules,
enabling escape past Earth’s escape velocity.
Domino Effect:
As the atmosphere thins → surface temperature drops → more
loss follows → up to 97–99% of the atmosphere lost within a
few million years.
c. Comparison with Mars
Mars once had an active magnetic field ~4 billion years ago.
When its core ceased, it lost most of its atmosphere, becoming
a cold, dry planet.
Earth, in a similar scenario, would lose:
Oxygen,
Water vapor,
Its UV protection layer,
Leading to the gradual extinction of all life forms.
�� Indicative Formula for Atmospheric Escape
Φ
��
��
��
=
��
⋅
��
��
ℎ
⋅
exp
(
−
��
��
��
��
��
)
Φ
esc
=n⋅v
th
⋅exp(−
kT
GMm
)
Where:
Φ
��
��
��
Φ
esc
: escape flux,
��
n: particle number density,
��
��
ℎ
v
th
: thermal velocity,
��
G: gravitational constant,
��
M: planetary mass,
��
m: particle mass,
��
k: Boltzmann constant,
��
T: temperature.
Formula for Atmospheric Escape
Φ
esc
=
��
⋅
��
th
⋅
exp
(
−
��
��
��
��
��
��
)
Φ
esc
=n⋅v
th
⋅exp(−
kTR
GMm
)
Where:
Φ
esc
Φ
esc
= escape flux of molecules from the atmosphere,
��
n = molecular density,
��
th
v
th
= average thermal velocity,
��
G = gravitational constant,
��
M = mass of the Earth,
��
m = mass of the molecule,
��
T = atmospheric temperature,
��
R = radius of the Earth.
Geodynamic Vacuum (GV): The Phase of Internal Planetary
Silence
Conceptual Definition
The Geodynamic Vacuum (GV) is a newly proposed state in this
study, describing the total cessation of a planet's internal
energy.
It represents the final phase following:
the interruption of magma circulation,
the collapse of the magnetic field, and
the full solidification of the planetary core.
In this state:
There are no more convective currents,
No differential rotation,
No internal thermal generation.
The planet enters an unstable state of stillness, similar to the
thermodynamic coma of a body that is physically dead but still
exists.
Physical Parameters of the Geodynamic Vacuum
Parameter State during GV
Core temperature Low, with equalized thermal gradient
Mantle viscosity High → solid material
Differential rotation Ceased → only slow planetary rotation
remains
Internal kinetic energy ≈ 0 (practically nonexistent)
Magnetic field Disappeared or reduced to a minimum
Heat transfer Only conductive, no longer convective
Thermodynamic Analysis: Cooling Toward Low Entropy
Paradoxically, although the planet cools, it does not approach
higher entropy as in most thermodynamic systems.
Reasons:
Dynamic entropy decreases due to the restriction of internal
motion (no magma flow),
Energy is reduced, but internal physical information exchange
also declines,
The system becomes isolated yet frozen, where minimal kinetic
entropy ≠ life.
Relativistic and Gravitational Effects
The cessation of internal motion causes:
Changes in spatial stress tensors,
Loss of internal impulse translation, leading to microgravity
anomalies,
Absence of internal energy flux alters the planet’s relation to
space-time curvature.
Thus, within the planet:
��
��
��
→
0
⇒
��
��
��
→
0
T
μν
→0⇒R
μν
→0
Resulting in:
Minimal deformation of space,
But also loss of physical flexibility —
the planet resembles the structure of a dead asteroid, but on a
planetary scale.
Analogy with Stellar Thermal Death
Just like a star turning into a white dwarf or neutron star, a
planet in a geodynamic vacuum is:
Without any internal energy source,
Structurally frozen and unstable, but capable of persisting for
billions of years,
Completely exposed to external radiation, which it neither
processes nor senses.
12.6 Simulation of the Geodynamic Vacuum
The transition into this state can be described by the function:
��
int
(
��
)
=
��
0
⋅
��
−
��
��
,
where
��
int
→
0
as
��
→
∞
E
int
(t)=E
0
⋅e
−λt
,where E
int
→0 as t→∞
At this point, the Geodynamic Vacuum is defined as:
��
��
=
lim
��
→
∞
[
��
��
int
��
��
]
=
0
VG=
t→∞
lim
[
dt
dE
int
]=0
Chapter Conclusion
The Geodynamic Vacuum represents the final and irreversible
phase in the life cycle of an Earth-like planet, wherein it loses its
capacity for dynamic internal processes.
Although the planet may appear physically intact — retaining
its mass, shape, and position in the solar system — it becomes
internally paralyzed. All geophysical processes stop:
Tectonic motion,
Mantle convection,
Volcanic activity,
Planetary magnetism.
This "dynamic death" implies not just the shutdown of internal
engines, but the collapse of all conditions required to support
life or further development.
Without continuous thermal and geodynamic circulation, the
planet loses:
The ability to regenerate natural resources,
The capacity to protect its surface from cosmic radiation via a
magnetic field,
And the potential to maintain an active biosphere.
Moreover, this vacuum state interrupts the planet’s interaction
with cosmic and orbital factors, rendering it a passive body in
space.
In a deeper philosophical and scientific sense, the planet
becomes an entity that exists but no longer acts — a silent
witness to the passage of time and the exhaustion of the
energy that once gave it life.
This concept is significant not only for understanding the fate of
planets like Mars or the Moon, but also as a warning for Earth.
The gradual decline of internal energy, pollution, disruption of
natural equilibria, and biospheric destruction may accelerate
this process, pushing our planet toward geodynamic vacuum
earlier than nature intended.
Chapter Conclusion
The geodynamic vacuum represents a final and irreversible
phase in the life cycle of an Earth-like planet, during which it
loses the ability to sustain dynamic internal processes. In this
state, the planet may appear physically intact — retaining its
mass, shape, and position within the solar system — yet it is
internally paralyzed: all geophysical processes stop, including
tectonic movements, mantle convection, volcanic activity, and
planetary magnetism.
This "dynamic death" implies not only the shutdown of the
planet’s internal engines but also the collapse of conditions that
could support life or further development. Without continuous
thermal and geodynamic circulation, the planet loses the ability
to regenerate natural resources, protect its surface from cosmic
radiation (via a magnetic field), and create or maintain an active
biosphere.
Furthermore, this "vacuum" state leads to the cessation of the
planet’s interactions with cosmic and orbital factors, rendering
it a passive body in space. In a deeper philosophical and
scientific sense, it becomes an entity that exists but no longer
acts — a silent testament to the passage of time and the
depletion of the energy that once sustained it.
This concept is especially important not only for understanding
the fate of some planets in our solar system (such as the Moon
or Mars, to a certain extent) but also as a warning for Earth.
The slow decline of internal energy, pollution, interference with
natural balances, and destruction of the biosphere could
accelerate this process, pushing our planet toward a
geodynamic vacuum sooner than nature would have predicted.
