Time-Independent Equation of Wave-Function with the Viewpoint of Relativity
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| Natura: | Recurso digital |
| Lingua: | inglese |
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2024
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| _version_ | 1866902025380298752 |
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| author | MD. SHAIKHUL HADIS, NAZAT |
| author_facet | MD. SHAIKHUL HADIS, NAZAT |
| contents | <p>Special relativity, as postulated by Albert Einstein, transformed our comprehension of space and time, ushering in a paradigm that interconnected these dimensions and challenged the established norms of classical Newtonian physics. The practical ramifications of special relativity are unmistakable, notably in applications such as GPS, where relativistic effects demand consideration for precise navigation. Conversely, the wave function stands as a pivotal concept within quantum mechanics, elucidating the state of a particle. It encapsulates the uncertainty principle, accentuating the inherent unpredictability inherent at the quantum level. The wave function's practical implications extend to technologies like semiconductors and quantum computing, propelling advancements in information processing. In unison, special relativity and the wave function serve as cornerstones in modern physics. Special relativity reforms our perception of the vast cosmos, while the wave function reveals the intricate and probabilistic facets of the microscopic realm. These theories collectively forge paths for groundbreaking technologies, enriching our understanding of the fundamental principles governing the cosmos. However, in this research, we have developed the time-independent equation of the wave function for a single dimension within the scope of relativity, anticipating its significant relevance within the realm of physics.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_10462138 |
| institution | Zenodo |
| language | eng |
| publishDate | 2024 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Time-Independent Equation of Wave-Function with the Viewpoint of Relativity MD. SHAIKHUL HADIS, NAZAT Quantum Physics Quantum Mechanics Relativity Wave-function Speed Light Mass Energy <p>Special relativity, as postulated by Albert Einstein, transformed our comprehension of space and time, ushering in a paradigm that interconnected these dimensions and challenged the established norms of classical Newtonian physics. The practical ramifications of special relativity are unmistakable, notably in applications such as GPS, where relativistic effects demand consideration for precise navigation. Conversely, the wave function stands as a pivotal concept within quantum mechanics, elucidating the state of a particle. It encapsulates the uncertainty principle, accentuating the inherent unpredictability inherent at the quantum level. The wave function's practical implications extend to technologies like semiconductors and quantum computing, propelling advancements in information processing. In unison, special relativity and the wave function serve as cornerstones in modern physics. Special relativity reforms our perception of the vast cosmos, while the wave function reveals the intricate and probabilistic facets of the microscopic realm. These theories collectively forge paths for groundbreaking technologies, enriching our understanding of the fundamental principles governing the cosmos. However, in this research, we have developed the time-independent equation of the wave function for a single dimension within the scope of relativity, anticipating its significant relevance within the realm of physics.</p> |
| title | Time-Independent Equation of Wave-Function with the Viewpoint of Relativity |
| topic | Quantum Physics Quantum Mechanics Relativity Wave-function Speed Light Mass Energy |
| url | https://doi.org/10.5281/zenodo.10462138 |