We discuss the virtual model of a bosonic superconducting cosmic string (fig. 1) compared to our actual model of a quantum electronic system (fig. 2) that enables the creation of quantum generator for flexible (folded) quantum nano-computers, and space computer and TV displays in quantum telecom and cyberspace based on three fundamental laws of physical-chemical kinetics: (1) the law of entire equilibrium, (2) the law of the duality of elementary processes (or the equality of direct and reverse transition probabilities), and (3) the law of equal a priori probabilities. It is shown that said three laws follow from the law of the symmetry of time, and furthermore, that the first and third of these laws are both derivable from the second.
We discuss the virtual model of a bosonic superconducting cosmic string (fig. 1) compared to our actual model of a quantum electronic system (fig. 2) that enables the creation of quantum generator for flexible (folded) quantum nano-computers, and space computer and TV displays in quantum telecom and cyberspace based on three fundamental laws of physical-chemical kinetics: (1) the law of entire equilibrium, (2) the law of the duality of elementary processes (or the equality of direct and reverse transition probabilities), and (3) the law of equal a priori probabilities. It is shown that said three laws follow from the law of the symmetry of time, and furthermore, that the first and third of these laws are both derivable from the second.
Over the past half century wires and logic gates in computers have halved in size every year and a half, creating a phenomenon known as the Moore’s law. As the size of computer components reduces towards the atomic scale, however, the classical laws of thermodynamics are no longer able to predict the real behavior of electronic devices. In this context, the theory of quantum mechanics becomes increasingly important to characterize how circuits operate. Quantum information is the theory of communication and computation born to study the potential arising from information encoded in elementary particles, such as photons. The essential goal of quantum information is to determine how the quantum laws ruling the peculiar phenomena happening at an atomic scale can be used to enhance the capabilities of computers and communication systems.
Electromagnetic Radiation 20time reversal, for the motion equations of quantum mechanics and the Hamiltonian of electromagnetic interaction are unchanged under time reversal.However, most processes related to laser and nonlinear optics are actually high nonequilibrium ones.As we known that time reversal symmetry will generally be violated in non-equilibrium processes.It is proved in this paper that after the retarded effect of radiation fields is taken into account, the time reversal symmetry will be violated in light's high order stimulated radiation and absorption processes with ml lm BB , although the Hamiltonian of electromagnetic interaction is still unchanged under time reversal.The transition probability of third order process is calculated and the revised formula of nonlinear optics polarizability is deduced in this paper.Many phenomena of time reversal symmetry violation in non-linear optics just as sum frequency, double frequency, different frequencies, double stable states, self-focusing and self-defocusing, echo phenomena, as well as optical self-transparence and self absorptions and so on are analyzed.The reason to cause symmetry violation is that some filial or partial transition processes of bounding state atoms are forbidden or can't be achieved due to the law of energy conservation.These restrictions can cause the symmetry violation of time reversal of other partial transition processes which can be actualized really.These realizable filial or partial processes which violate time reversal symmetry generally are just the practically observed physical processes.The symmetry violation is also relative to the initial state's asymmetries of bounding atoms before and after time reversal.For the electromagnetic interaction between non-bounding atoms and radiation fields, there is no this kind of symmetry violation of time reversal.For example, in the experiments of particle physics in accelerators, we can not observe the symmetry violation of time reversal.At last, the influences of symmetry violation of time reversal on the foundation theory of laser and non-equilibrium statistical physics are discussed.The phenomena of producing laser without the reversion of particle population and transition without radiation can be well explained.The result indicates that the irreversibility of evolution processes of macrosystems originates from the irreversibility of micro-processes.The irreversibility paradox can be eliminated thoroughly.By introducing retarded electromagnetic interaction, the forces between classical changed particles are not conservative ones.Based on them, we can establish the revised Liouville equation which is irreversible under time reversal.In this way, we can lay a really rational dynamic foundation for classical non-equilibrium statistical mechanics. The transition probability of the first order processFor simplification, we consider an atom with an electron in its external layer.Electron's mass is , charge is q .When there is no external interaction, the Hamiltonian and the wave function of electron are individually 2 2 0 ˆ2 HU r m 1 0 n Et n en (1) www.intechopen.comRetarded Electromagnetic Interaction and Symmetry Violation of Time Reversal in High Order Stimulated Radiation and Absorption Processes of Lights as Well as Nonlinear Optics ... 21 After external electromagnetic field is introduced, the interaction Hamiltonian is 2 2 2 ˆˆ ˆ2 qq HA pA q c c How to reference In order to correctly reference this scholarly work, feel free to copy and paste the following: Mei Xiaochun (2012).Retarded Electromagnetic Interaction and Symmetry Violation of Time Reversal in High Order Stimulated Radiation and Absorption Processes of Lights as well as Nonlinear Optics -Influence on Fundamental Theory of Laser and Non-Equilibrium Statistical Physi, Electromagnetic Radiation, Prof. S. O.
Abstract Inversion energy is defined as parameter-against-gravity-internal-fluctuation, the non-simultaneousness in correlated internal fluctuations is defined as quantizing time. Newtonian Three Laws are modified as, first: cosx = sinx = ; second: + ; third: Wavelength = L, frequency = n . Bio-systems are topological spaces that can process input objects into inversion energy for entropy-control by repetitiveness memory, the capability of equivalent procured inversion energy with memorized trigonometric repetitiveness by quantizing time is bio-inertia. Evolution is a process of accumulating trigonometric curve folding equivalent capacity of a space. Schrödinger equation has only quantized energy but still hasn’t quantized time thus inducing quantum collapse. We then define in vivo condition to grow over the “super-simultaneousness” of conventional quantum to reverse collapse for lifespan. Originating from the folding of surface tension regions, bio quantum duality grows in vivo cross-folded surface tension region flow at diverse levels for functioning. Biofunctions including consciousness revive from the elastic quantum growth that follows three modified laws.
Nature is the relations between processes and phenomena. Nothing exists in a Universe without relations. Computing is the transaction of relations between data using control and execution mechanisms. Quantum relations are a superposition of particles and their states. Quantum computing is unconditional transactions of relations between qubit data. Entanglement is a nonlocal superposition of deterministic states. A quantum computer is an analog device for solving combinatorial problems in parallel. Practically focused definitions of the concepts of quantum computing represent a path to the development of scalable quantum parallel algorithms for solving combinatorial problems. Any algorithm can be reduced to a sequence of operations without conditions, because any truth table is a collection of a complete system of conditions-states. Any sequence of actions can always be reduced to one parallel operation. Conditions and sequences arise only when the developer uses previously created primitives-constructs to build an always non-optimal calculator. The deterministic paradigm of creating quantum computing by using photon transactions on the electrons of an atom can exclude the use of quantum logic. The evolutionary path of quantum computing from the classical one: Memory-Address-Transaction (MAT) → Electron-Address-Transaction →Electron-Address-Quantaction (EAQ)→State-Superposition- Logic. What is calculated on a quantum computer can be calculated in parallel on a classical computer due to the redundancy of memory. MAT-computing implements any algorithms through transactions (read-write) in memory. Qubit-vector models for describing functionalities differ from the known truth tables in terms of compactness of description and technological implementation of parallel algorithms for the synthesis and analysis of digital devices and SoC-components. An example is given – a memory-driven algorithm for simulating digital devices based on qubit-vector forms of describing functionalities for a significant increase in the productivity of computing processes by parallel execution of logical operations. Comparative evaluations of the use of qubit models and methods show an increase in the efficiency of algorithms for simulating digital devices in comparison with tabular ones. The superposition of classical, quantum and analog computing is integrally presented, which makes it possible to search the best solutions for recognition and decision making.
We propose a framework to learn the time-dependent Hartree–Fock (TDHF) inter-electronic potential of a molecule from its electron density dynamics. Although the entire TDHF Hamiltonian, including the inter-electronic potential, can be computed from first principles, we use this problem as a testbed to develop strategies that can be applied to learn a priori unknown terms that arise in other methods/approaches to quantum dynamics, e.g., emerging problems such as learning exchange–correlation potentials for time-dependent density functional theory. We develop, train, and test three models of the TDHF inter-electronic potential, each parameterized by a four-index tensor of size up to 60 × 60 × 60 × 60. Two of the models preserve Hermitian symmetry, while one model preserves an eight-fold permutation symmetry that implies Hermitian symmetry. Across seven different molecular systems, we find that accounting for the deeper eight-fold symmetry leads to the best-performing model across three metrics: training efficiency, test set predictive power, and direct comparison of true and learned inter-electronic potentials. All three models, when trained on ensembles of field-free trajectories, generate accurate electron dynamics predictions even in a field-on regime that lies outside the training set. To enable our models to scale to large molecular systems, we derive expressions for Jacobian-vector products that enable iterative, matrix-free training.
Research in quantum communication requires knowledge of the information theory and teleportation of information in any physical form using the quantum field as media of all different processes and aspects on the managing of their information, their boson processing and their technologies. Likewise, one of the most important principles in researching is the quantum intertwining to define the management of communication of the quantum type. Other aspects related to the design of technologies to the quantum communication base and their development on transceptor models of Bose-Einstein observation nature to form a quantum laser wave of atoms. This quantum wave is a wave-links chain that defines and determines the quantum communication. Quantum computing models are very useful to establish the programming order required in the quantum communication processes. The present book is a compilation of the chapters that cover several of these themes and in other cases, put the field theories to test regarding what is quantum communication and its technologies.