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Crystal Structure and Optical Second Harmonic Generation of Self-Assembled Boc-P-Nitro-L-Phenylalanyl-P-Nitro-L-Phenylalanine Dipeptide
Rosa M. F. Baptista,
Alejandro P. Ayala,
Etelvina de Matos Gomes,
Maria Cidália Rodrigues Castro,
Ana V. Machado,
Michael S. Belsley
Posted: 19 November 2024
Ontological Reality of Time in Quantum Theory
Inanç Sahin,
Gazi Alumur
In this paper we consider time as a property of a preparation or a quantum system and investigate whether it is an epistemic property according to Harrigan and Spekkens’ criterion [Found Phys 40, 125–157 (2010)]. To be precise, using a tabletop setup where the predictions of quantum mechanics and general relativity can be combined, we prepare a quantum state such that it is a quantum superposition of the different durations ticked by a quantum mechanical clock moving in spacetime. Such a preparation provides a quantum system that includes time as an intrinsic property. Indeed, changing the weights in the superposition changes the time as an expectation value as well as the possible different clock readings and histories. With a proof similar to the Pusey-Barrett-Rudolph (PBR) theorem [Nature Phys 8, 475–478 (2012)], it is shown that time in quantum theory is not an epistemic notion, but has ontological reality. In fact, the PBR theorem implies an ontic notion of time. Indeed, by proving that the quantum state is a physical property, the PBR theorem requires quantum state reduction to be a physical process. In this case, quantum probabilities are intrinsic probabilities without epistemic origin, and they generate a genuinely new sequence of events. This novelty introduced by quantum probabilities can be interpreted as time. However, although the PBR theorem implies this result, it does not prove it. First, an additional assumption is required to ensure the intrinsic character of quantum probabilities. Second, the PBR theorem is not constructed to prove that time is ontic, but to prove that ψ is ontic. All these issues are discussed in detail in the paper.
In this paper we consider time as a property of a preparation or a quantum system and investigate whether it is an epistemic property according to Harrigan and Spekkens’ criterion [Found Phys 40, 125–157 (2010)]. To be precise, using a tabletop setup where the predictions of quantum mechanics and general relativity can be combined, we prepare a quantum state such that it is a quantum superposition of the different durations ticked by a quantum mechanical clock moving in spacetime. Such a preparation provides a quantum system that includes time as an intrinsic property. Indeed, changing the weights in the superposition changes the time as an expectation value as well as the possible different clock readings and histories. With a proof similar to the Pusey-Barrett-Rudolph (PBR) theorem [Nature Phys 8, 475–478 (2012)], it is shown that time in quantum theory is not an epistemic notion, but has ontological reality. In fact, the PBR theorem implies an ontic notion of time. Indeed, by proving that the quantum state is a physical property, the PBR theorem requires quantum state reduction to be a physical process. In this case, quantum probabilities are intrinsic probabilities without epistemic origin, and they generate a genuinely new sequence of events. This novelty introduced by quantum probabilities can be interpreted as time. However, although the PBR theorem implies this result, it does not prove it. First, an additional assumption is required to ensure the intrinsic character of quantum probabilities. Second, the PBR theorem is not constructed to prove that time is ontic, but to prove that ψ is ontic. All these issues are discussed in detail in the paper.
Posted: 19 November 2024
Cosmology Due to Thermodynamics of Apparent Horizon
Sergey Il'ich Kruglov
Posted: 19 November 2024
Pulsar Kick: Status and Perspective
Gaetano Lambiase,
Tanmay Kumar Poddar
Posted: 19 November 2024
A New Theory on the Cause of Gravity and its Effects
Paul Mansbridge
The exact nature of gravity remains unknown and widely debated despite the established theory of gravity (ETG) being more than a hundred years old. This paper presents a new theory on the cause of gravity and its effects. It demonstrates the shortcomings in the existing theory, including the lack of a full explanation of how matter warps space-time, the medium that fills empty space throughout the universe, as well as some inconsistency regarding the mechanism that causes one object to move towards another one. The new theory is then presented in two parts, starting with a description of the conditions necessary for one object to attract another one, followed by full details of the movement mechanism that is triggered when these conditions exist. The theory provides a complete explanation of gravity and its effect on matter.
The exact nature of gravity remains unknown and widely debated despite the established theory of gravity (ETG) being more than a hundred years old. This paper presents a new theory on the cause of gravity and its effects. It demonstrates the shortcomings in the existing theory, including the lack of a full explanation of how matter warps space-time, the medium that fills empty space throughout the universe, as well as some inconsistency regarding the mechanism that causes one object to move towards another one. The new theory is then presented in two parts, starting with a description of the conditions necessary for one object to attract another one, followed by full details of the movement mechanism that is triggered when these conditions exist. The theory provides a complete explanation of gravity and its effect on matter.
Posted: 19 November 2024
A Testable Hypothesis on the Nature of Dark Matter Based upon Hawking’s Cosmology, A Natural Explanation for Flat Rotation Curves as Well as an Improved Prediction Algorithm for Rotation Velocities
G.M. van Uffelen
Posted: 18 November 2024
Research on Cam-Kalm Automatic Tracking Technology of Low, Slow and Small Target Based on Gm-APD LiDAR
Dong fang Guo,
Yan chen Qu,
Xin Zhou,
Jian feng Sun,
Sheng wen Yin,
Jie Lu,
Feng Liu
Posted: 18 November 2024
Advanced Techniques for Dynamic Power Reduction in SRAM Circuits: A Physics-Based Approach
Zhusupbek Saipidinov
Posted: 18 November 2024
Electron Beam Evaporated Nickel Oxide Thin Films for Application as a Hole Transport Layer in Photovoltaics
Mohammad Istiaque Hossain,
Brahim Aissa
Posted: 18 November 2024
Evaluating the Usefulness of a PNT Solution Using DGNSS-SBAS for Canoe Slalom: Simulated and Real-World Analysis
Paul William Macdermid,
Mathew Irwin,
Darryl Cochrane
This study investigated the accuracy and precision of a commercially available PNT solution that uses DGNSS-SBAS technology. Time and position data were sampled at a frequency of 20Hz during both short and long trajectory of a simulated controlled dry-land slalom, as well as during a real-world on-water slalom exercise. The primary objective was to assess the positional accuracy, availability, integrity, and service continuity of the PNT solution while evaluating its ability to differentiate between trajectories. Additionally, the simulated results were compared with an on-water real-world slalom test to validate the findings. The results of the controlled dry-land slalom test indicate that the PNT solution provided accurate measurements with an overall mean±SD Hrms of 0.20±0.02m. The integrity measures, HDOD and PDOP were found to be ideal to excellent, with values of 0.68±0.03, and 1.36±0.07, respectively. The PNT solution utilised an average of 20±1 satellites from the constellation, resulting in an accuracy of <1.5% when measuring the known trajectory of 50 simulated slalom runs. The data from the real-world on-water slalom test supported these findings, providing similar or improved results. Based on these findings, a PNT solution using DGNSS-SBAS can be considered effective means of tracking athlete trajectory in the sport of canoe slalom. Future research should be conducted to quantify its efficacy more precisely.
This study investigated the accuracy and precision of a commercially available PNT solution that uses DGNSS-SBAS technology. Time and position data were sampled at a frequency of 20Hz during both short and long trajectory of a simulated controlled dry-land slalom, as well as during a real-world on-water slalom exercise. The primary objective was to assess the positional accuracy, availability, integrity, and service continuity of the PNT solution while evaluating its ability to differentiate between trajectories. Additionally, the simulated results were compared with an on-water real-world slalom test to validate the findings. The results of the controlled dry-land slalom test indicate that the PNT solution provided accurate measurements with an overall mean±SD Hrms of 0.20±0.02m. The integrity measures, HDOD and PDOP were found to be ideal to excellent, with values of 0.68±0.03, and 1.36±0.07, respectively. The PNT solution utilised an average of 20±1 satellites from the constellation, resulting in an accuracy of <1.5% when measuring the known trajectory of 50 simulated slalom runs. The data from the real-world on-water slalom test supported these findings, providing similar or improved results. Based on these findings, a PNT solution using DGNSS-SBAS can be considered effective means of tracking athlete trajectory in the sport of canoe slalom. Future research should be conducted to quantify its efficacy more precisely.
Posted: 18 November 2024
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