Nature of Light and Matter: Insights from Fundamental Physics.

Soumendra Nath Thakur

ORCiD: 0000-0003-1871-7803

December 22, 2024

Abstract:

This study explores the behaviour of light as a wave, its propagation through various gravitational conditions, and its role as the sole source of electromagnetic waves across the spectrum. Photons, massless carriers of the electromagnetic force, escape gravitational wells by exerting a negative anti-gravitational force, expending interaction energy. Extended classical mechanics introduces concepts such as negative apparent mass and effective acceleration for photons, distinguishing them from massive subatomic particles. The framework integrates Planck's energy-frequency relation with force and energy equations for subatomic particles, challenging relativistic principles like time dilation and spacetime curvature. A universal rest frame is proposed to explain physical changes caused by motion and gravity, offering an alternative to traditional relativistic interpretations.

Nature of Light and Matter:

The scientific understanding of light as a wave aligns with its ability to propagate through free space, regardless of gravitational influences, zero-gravity conditions, or anti-gravitational forces. Visible light constitutes a small portion of the broader electromagnetic spectrum. Photons, as gauge bosons and carriers of the electromagnetic force, are distinct from quark-formed particles. Lacking mass, photons exist solely in energetic forms, either as free photons or when absorbed by electrons, making them the sole sources of electromagnetic waves across the spectrum.

Max Planck’s 1900 formulation of the energy-frequency relationship, E=hf, underpins the understanding of photon energy across the electromagnetic spectrum. Photons emitted from gravitational wells carry inherent energy (E) and gravitational interaction energy (Eg), with a negative anti-gravitational force enabling their escape by expending Eg. Beyond gravitational influence, photons retain their inherent energy (E) unless interacting with new fields. In dark-energy-dominated space, photons gradually lose energy over vast distances, extending their wavelengths beyond the radio wave spectrum until mobility ceases as their frequency approaches zero.

Extended classical mechanics incorporates negative apparent mass and effective constant acceleration into the force equations for massless photons, reflecting inertial mass (m<0). In contrast, massive subatomic particles—such as protons, neutrons, and electrons—oscillate at specific frequencies and differ fundamentally from massless photons. Protons and neutrons originate from quarks, while electrons derive from leptons. Force equations for these particles include effective mass (comprising rest mass and negative apparent mass) and effective acceleration, with their rest masses being positive (m>0).

Planck’s energy-frequency equation applies to photons and electromagnetic waves, while the mass-energy relations of protons, neutrons, and electrons may conform to extended classical mechanics. This framework integrates force and energy equations with relativistic mass-energy equations and Planck’s energy-frequency equation, supported by phase-shift and infinitesimal wave-energy-loss equations, as proposed by S. N. Thakur et al.

The notion of a universal rest frame where light travels aligns with principles of physical science but diverges from relativity. Relativistic concepts of time dilation and spacetime curvature are criticized for relying on biased experiments and arbitrary interpretations of space and time. Although mathematically compelling, Lorentz transformations fail in physical application due to the neglect of acceleration effects between reference frames and material deformations. Motion-induced physical changes occur within a universal rest frame, challenging the foundational premises of both Special and General Relativity.

#photon #light #wave #energy #frequency #electromagnetic

The Planck Equation and the Limits of Energy Quantization:

Soumendra Nath Thakur

December 21, 2024

Abstract:

This paper explores the fundamental relationship between photon energy and frequency, encapsulated by the Planck equation E=hf, which has been pivotal in shaping quantum mechanics. It discusses the independence of the Planck equation from relativistic frameworks and its integration into the Planck scale, where quantum and cosmological phenomena converge. By examining energy quantization at the Planck scale, the text highlights the theoretical boundaries defined by Planck units, including Planck frequency, time, and length. The paper further explores the implications of reaching these limits, where current physical theories break down, leading to the necessity of new frameworks. The Planck frequency is emphasized as a crucial threshold that challenges established understandings of physics, offering a path toward a unified theory of fundamental forces.

Keywords:

Planck Equation, Energy Quantization, Planck Scale, Photon Energy, Quantum Mechanics, Planck Frequency, Quantum Gravity, Energy-Frequency Relationship, Wave-Particle Duality, Fundamental Physics, Cosmology, Quantum Field Theory,

1. The Planck Equation and Energy Quantization:

The Planck equation, E = hf, introduced by Max Planck in 1900, established a fundamental relationship between a photon’s energy (E) and its frequency (f), where h is Planck’s constant. This equation resolved the ultraviolet catastrophe by quantizing energy and became a cornerstone of quantum mechanics. It is foundational in linking energy and frequency, demonstrating that energy exists in discrete packets proportional to frequency, fundamentally shaping our understanding of the quantum world.

2. Independence of E=hf from Relativistic Frameworks

The Planck equation, introduced long before Einstein's theories of relativity (1905 and 1916), operates independently of relativistic concepts such as time dilation and spacetime curvature. It quantizes energy through a direct relationship between frequency and energy, remaining rooted in quantum mechanics without the need for relativistic adjustments. By focusing solely on the energy-frequency relationship, E=hf operates on its own merits, unaffected by the complexities of relativistic time transformations or spacetime warping.

3. The Planck Scale: A Universal Framework.

The Planck scale represents a universal framework for understanding the limits of physical phenomena, determined by five fundamental constants: c (speed of light), G (gravitational constant), ℏ (reduced Planck constant), kʙ (Boltzmann constant), and e (elementary charge). These constants define the Planck units—length, mass, time, temperature, and charge—which are used to describe extreme physical conditions. The Planck scale bridges quantum realms and cosmological phenomena, providing a foundation for theories like string theory. By connecting energy quantization and wave-particle duality with discrete measures of space and time, the Planck equation E=hf fits seamlessly into this framework, emphasizing its universal relevance across physical scales.

4. Energy Quantization and the Planck Scale:

The equation E=hf inherently aligns with the Planck scale, which defines discrete units of energy, frequency, and wavelength. The equation demonstrates energy quantization, with photons carrying energy in packets proportional to their frequency. The frequency f is linked to the photon's wavelength λ through the speed of light c, as f=c/λ, further reinforcing the wave-particle duality of photons. In terms of Planck units, the equation can be expressed as E ≈ Eᴘ⋅(f/fᴘ), where Eᴘ and fᴘ are the Planck energy and Planck frequency, respectively. This connection ensures dimensional consistency within the Planck framework, highlighting the quantum mechanical nature of energy at the Planck scale.

5. Planck Units and the Speed of Light:

The Planck length (ℓᴘ) and Planck time (tᴘ) are fundamental units that determine the speed of light c. The relationship c = ℓᴘ/tᴘ connects these two units, where Planck length, ℓᴘ ≈ 1.616 × 10⁻³⁵ meters and Planck time, tᴘ ≈ 5.391 × 10⁻⁴⁴ seconds. The speed of light, a cornerstone of quantum physics, governs the propagation of electromagnetic waves and establishes a fundamental connection between space, time, and energy. This intrinsic relationship ties together Planck units, reinforcing the coherence and dimensional consistency of the Planck scale, connecting fundamental constants to the structural framework within space and time and the nature of light.

6. Photons as Quantum Carriers of Electromagnetic Force:

Photons are the gauge bosons responsible for carrying the electromagnetic force across the entire spectrum of electromagnetic radiation. This spectrum includes radio waves, microwaves, infrared, visible light, ultraviolet, X-rays, and gamma rays, ordered by increasing frequency. Within the visible light spectrum, human perception ranges from red (approximately 4 × 10¹⁴ Hz) to violet (approximately 8 × 10¹⁴ Hz ), with photons mediating the interactions between charged particles across these frequencies. The photon’s frequency is pivotal in determining its energy, as described by the Planck equation, E = hf. For instance, an emitting photon from a star might have an initial frequency of 6.0368 × 10¹⁴ Hz, placing it in the visible range. 

7. The Broad Frequency Range of Photons:

Visible light constitutes only a small segment of the electromagnetic spectrum, while photons span an extensive range of energy levels. Within this spectrum, gamma rays typically achieve frequencies as high as 10¹⁹ Hz, whereas radio waves exhibit much lower frequencies, around 10⁵ Hz. Remarkably, the highest observed gamma-ray frequencies can extend up to 10³⁰ Hz, highlighting the immense breadth of the electromagnetic spectrum. Beyond gamma rays, cosmic rays are theorized to reach even higher frequencies. At the theoretical Planck frequency, a photon’s energy becomes so extreme that it could collapse into a black hole, representing a fundamental boundary of our current understanding of physics. This wide frequency range underscores the photon’s dual wave-particle nature, its quantum mechanical properties, and its capacity to mediate electromagnetic interactions throughout the universe.

8. Planck Frequency: Theoretical Boundaries.

At the Planck frequency (fᴘ = 1/tᴘ), oscillatory phenomena reach theoretical limits. The angular Planck frequency (ωᴘ=2ϖfᴘ) is approximately 1.885 × 10⁴³ s⁻¹, while the standard Planck frequency (fᴘ) is 2.952×10⁴² Hz. At these frequencies, a photon’s energy (E = hfᴘ) approaches levels where gravitational effects dominate, potentially collapsing the photon into a black hole, marking the boundaries of current physical theories. The Planck frequency represents a fundamental upper limit for oscillatory phenomena in the universe. Beyond this frequency, the current understanding of physical laws breaks down, emphasizing the boundary defined by the Planck scale. This framework highlights the profound interplay between quantum mechanics and cosmological scales, anchoring the Planck equation E = hf in the realm of fundamental physics.

Note: The constant 2π serves as a consistent multiplier or divider when converting between angular frequency (ωp) and linear frequency (fp). This conversion essentially represents the process of expressing angular frequency in terms of linear frequency in hertz (Hz).

9. The Significance of Planck Frequency in Fundamental Physics

The Planck frequency (fᴘ) represents a fundamental limit in our understanding of oscillatory phenomena in the universe. Derived from the Planck angular frequency (ωᴘ) through the relationship ωᴘ=2ϖfᴘ, the Planck frequency is calculated as fᴘ = ωᴘ/2ϖ = 2.952 × 10⁴² Hz. This theoretical construct defines the upper boundary at which the laws of physics, as currently understood, cease to apply, marking the transition into regimes where quantum gravity effects dominate.

At the Planck frequency, the energy associated with a photon reaches the Planck energy (Eᴘ = hfᴘ), corresponding to an extreme energy density where spacetime becomes highly curved. The wavelength (λ) of such a photon approaches the Planck length (ℓᴘ ≈ 1.616 × 10⁻³⁵ m), and its oscillation period (T = 1/fᴘ) aligns with the Planck time (tᴘ ≈ 5.391 × 10⁻⁴⁴ s).

These scales signify the breakdown of classical and quantum mechanical laws, as neither general relativity nor quantum field theory adequately describes physics in such extreme conditions. The Planck frequency sets the threshold for phenomena where new theories, such as loop quantum gravity or string theory, are expected to provide insights.

10. Implications of the Planck Frequency

At the Planck frequency, the effects of quantum gravity become dominant, rendering the laws of general relativity and quantum mechanics inadequate in their current forms. The associated energy density surpasses that of a black hole, presenting challenges to the application of established physical laws, including thermodynamics. At this frequency, time and space scales approach the Planck time (tᴘ ≈ 5.391 × 10⁻⁴⁴ s) and Planck length (ℓᴘ ≈ 1.616 × 10⁻³⁵ m), where conventional physics—formulated for larger scales—struggles to remain valid.

The Planck frequency also disrupts conventional notions of causality, as time intervals near tᴘ blur the distinction between cause and effect. This extreme oscillatory regime challenges the boundaries of current theoretical frameworks, including the Standard Model and general relativity. Addressing these limitations requires new theories, such as loop quantum gravity or string theory, which aim to provide a unified understanding of physics at these scales.

In essence, the Planck frequency encapsulates the intersection of quantum mechanics and cosmology, providing a pivotal anchor in the ongoing quest to unify the fundamental forces of nature. Its exploration remains a cornerstone of theoretical physics, pointing toward the next frontier in our understanding of the universe.

Experimental Evidence for Negative Mass and Theoretical Implications:

"What experiment has been done to verify the existence of negative mass?"

Soumendra Nath Thakur
December 20, 2024

1. The Context of Negative Apparent Mass:

The concept of negative apparent mass (−Mᵃᵖᵖ) differs fundamentally from intrinsic negative mass. It arises as a contextual property, emerging from the equations of effective mass (Mᵉᶠᶠ) under extreme conditions. The term "apparent" signifies that this property is not an inherent attribute of the particle but is instead influenced by external factors.

Key insights include:

• Apparent mass: A dynamic result influenced by energy, momentum, and the interplay with external forces, not a static characteristic of matter.

• Negative apparent mass: Emerges under specific conditions, particularly when the energy contributions from potential and kinetic dynamics surpass the rest mass energy.

This theoretical framework aligns with phenomena where gravitational dynamics deviate from classical predictions, including dark energy interactions.

Reference: Observational research by A.D. Chernin et al., "Dark Energy and the Structure of the Coma Cluster of Galaxies," supports the interpretation of dark energy dynamics in systems where apparent mass plays a role.

2. "Matter to Antimatter" Transition:

The proposed transition from matter to antimatter-like behaviour under extreme conditions is unconventional but extends the understanding of particle dynamics. When negative apparent mass dominates, the following occurs:

• Structural disintegration: Negative apparent mass exerts pressure that challenges the electron's structural integrity. This pressure increases as the electron's velocity approaches the speed of light (c), rendering its rest mass negligible. This is a consistent mathematical prediction of physical consequences.

• Transition dynamics: The effective mass (Mᵉᶠᶠ) becomes dominated by (−Mᵃᵖᵖ), leading to repulsive (antigravitational) effects. The electron no longer adheres to conventional matter dynamics.

• Antigravity effects: As negative apparent mass dominates at light's speeds, repulsion from gravitational sources occurs. This behaviour aligns with the theoretical underpinnings of antimatter-like states in extreme conditions.

3. Gravitational Bound Systems and Structural Breakdown:

The inability of matter to survive as conventional matter at light's speeds in gravitationally bound systems highlights the interplay between −Mᵃᵖᵖ, and matter M:

• Increasing speed and Mᵃᵖᵖ: As the electron accelerates, Mᵃᵖᵖ grows while matter M diminishes. A tipping point is reached where structural forces are overwhelmed.

• Collapse or dissipation: At this point, the electron ceases to behave as traditional matter. Instead, it transitions to state resembling antimatter, characterized by antigravitational interactions.

4. Supporting Evidence and Theoretical Alignment:

While direct experimental validation of negative apparent mass remains an open frontier, theoretical consistency with extended classical mechanics offers promising pathways for exploration:

• Alignment with dark energy dynamics: The interpretation of negative apparent mass mirrors the influence of dark energy on cosmic expansion, as shown in the work of A.D. Chernin et al.

• High-energy phenomena: Observations of high-energy particles near black holes or data from particle accelerators could provide indirect evidence of these transitions.

5. Transition to Antimatter-like Behaviour:

The transition described is not conventional antimatter (as defined in particle physics, with opposite charge but identical mass). Instead, it represents a novel state governed by:

• Negative effective mass: This leads to repulsion from gravitational sources, creating antigravity effects.

• Dynamic behaviour under extreme at light's speeds, conventional properties of matter cease to apply, resulting in a fundamentally different state of existence.

Conclusion:

The theoretical framework for the "Matter to Antimatter" transition provides a robust model for understanding high-energy dynamics and structural transformations under extreme conditions. While experimental validation is pending, its consistency with extended classical mechanics and alignment with observed phenomena (e.g., dark energy effects) support its plausibility. Further research and experimentation are essential to substantiate these claims and deepen our understanding of particle behaviour near the speed of light.

Invalidating Relativistic Time Dilation: A Re-assessment of Time, Measurement Errors, and Cosmic Time.

Soumendra Nath Thakur 

ORCiD: 0000-0003-1871-7803

December 16, 2024

The explanation of time as presented in relativity is widely regarded as the best description of time, primarily due to its reliance on relativistic principles. This interpretation has remained influential and largely unchallenged since the publication of Einstein's theory of special relativity in 1905. However, recent research and advancements in scientific understanding challenge the relativistic notion of time.

Einstein's dismissal of the classical interpretation of time in favour of the relativistic framework went unopposed for decades. Yet, contemporary findings suggest that time does not dilate in the manner proposed by relativity. Instead, any perceived alteration in the natural progression of time should be treated as an error in time measurement rather than an actual dilation. Furthermore, the concept of time dilation inherently invites its counterpart—time contraction—when the influencing factors are reversed. This duality contradicts the fundamental principle that the scale of time (∆t) must remain constant. Any deviation, whether a dilation (t′) or contraction (-t′), leads to errors in time measurement, as standard clock mechanisms cannot accommodate these variations. A dilated time scale (∆t+t′) exceeds the standard scale, while a contracted time scale fails to complete it.

For instance, the clock face represents a fixed 360° cycle, symbolizing the uniform progression of time. A dilated time cannot fit within this 360° framework, while a contracted time would fall short of completing the cycle, resulting in measurement inaccuracies. Furthermore, while clock time is a representation of cosmic time, the relativistic interpretation focuses solely on clock time and violates the very essence of cosmic time.

Cosmic time is defined as the continuous and irreversible progression of existence and events through the past, present, and future, regarded as an integrated whole. It exists beyond spatial dimensions in the fourth dimension and progresses without reversal. Relativity, however, imposes an artificial ordering of events based on natural time, failing to recognize that existential events invoke conceptual time rather than natural time.

My research, supported by mathematical formulations and experimental evidence, challenges this relativistic perspective. I have explored time distortion through piezoelectric oscillator experiments, the human perception of time, and the role of entropy in defining time. These studies highlight flaws in the experiments supporting time dilation, which were biased and employed improper techniques. Instead of identifying the true cause of errors—namely, distortions in the wavelength of oscillations—these experiments prematurely concluded that time dilation was occurring.

Wavelength, being directly proportional to the time period, shows that errors in wavelength lead to errors in time measurement—not to time dilation. Relativistic time dilation fails to account for this fundamental relationship and overlooks the broader context of wavelength distortion, which is a more general phenomenon. Consequently, the concept of relativistic time dilation is fundamentally flawed in its understanding of time and its measurement. Time dilation is rather error in time reading.

Redefining 'Nothing': A Scientific Perspective on the Universe's Creation.

Soumendra Nath Thakur 

December 13, 2024

Religious individuals who strictly believe in divine creation often reject the idea that scientific laws, such as gravity, could spontaneously create the universe from nothing. Similarly, many philosophical thinkers argue that 'something' cannot emerge from 'nothing,' asserting that nothingness inherently lacks the capacity to produce existence.

However, both perspectives tend to overlook the nuanced interpretation of 'nothing' in an inter-dimensional context. As three-dimensional beings, our perception is inherently limited, and what we define as 'nothing' might merely reflect our inability to detect phenomena beyond our dimensional framework. For instance, dimensions below the Planck scale, imperceptible to human senses and instruments, might harbour vibrational energies, such as strings, which are mathematically plausible but empirically unverifiable due to our limitations.

This perspective is further supported by the understanding that the universe appears as a continuously fluctuating field of matter whose quanta are fermions, i.e., leptons and quarks, and a force field whose quanta are bosons, i.e., photons and gluons. All of these fields have zero-point energy. Even at absolute zero, atoms and molecules maintain some vibrational motion, known as zero-point energy. Moreover, the empty space of a vacuum also exhibits these properties. This suggests that what we perceive as 'nothing' is far from an empty void; instead, it is imbued with subtle, energetic fluctuations that could serve as the foundation for the emergence of existence.

In this light, the universe's creation from 'nothing,' as we perceive it, aligns with a scientific understanding that what appears as 'nothing' may, in fact, be a subtle, energetic substrate capable of generating existence.

"Because there is a law such as gravity, the Universe can and will create itself from nothing. Spontaneous creation is the reason there is something rather than nothing, why the Universe exists, why we exist. "It is not necessary to invoke God to light the blue touch paper and set the Universe going.

Stephen Hawking"