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Understanding the Formation of Galaxies with Warm Dark Matter 利用暖暗物质了解星系的形成
Pub Date : 2023-10-10 DOI: 10.4236/jmp.2023.1413103
B. Hoeneisen
The formation of galaxies with warm dark matter is approximately adiabatic. The cold dark matter limit is singular and requires relaxation. In these lecture notes we develop, step-by-step, the physics of galaxies with warm dark matter, and their formation. The theory is validated with observed spiral galaxy rotation curves. These observations constrain the properties of the dark matter particles.
暖暗物质星系的形成近似绝热。冷暗物质极限是奇异的,需要放松。在这些演讲稿中,我们将逐步阐述暖暗物质星系及其形成的物理学原理。观测到的螺旋星系旋转曲线验证了这一理论。这些观测结果限制了暗物质粒子的性质。
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引用次数: 0
Entropy and Cosmological Constant of a Universe Calculated by Means of Dimensional Analysis, Margolus-Levitin Theorem and Landauer’s Principle 用量纲分析、马戈洛斯-列维汀定理和朗道尔原理计算宇宙的熵和宇宙常数
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1410075
Mario Leo
By means of the dimensional analysis a spherically simmetric universe with a mass M = c3/(2HG) and radius equal to c/H is considered, where H is the Hubble constant, c the speed of light and G the Newton gravitational constant. The density corresponding to this mass is equal to the critical density ρcr = 3H2/(8πG). This universe evolves according to a Bondi-Gold-Hoyle scenario, with continuous creation of matter at a rate such to maintain, during the expansion, the density always critical density. Using the Margolus-Levitin theorem and the Landauer’s principle, an entropy is associated with this universe, obtaining a formula having the same structure as the Bekenstein-Hawking formula of the entropy of a black hole. Furthermore, a time-dependent cosmological constant Λ, function of the Hubble constant and the speed of light, is proposed.
通过量纲分析,考虑了一个质量为M = c3/(2HG),半径为c/H的球对称宇宙,其中H为哈勃常数,c为光速,G为牛顿引力常数。该质量对应的密度等于临界密度ρcr = 3H2/(8πG)。这个宇宙是根据邦迪-戈尔德-霍伊尔理论进化的,在膨胀过程中,物质以一定的速度不断创造,以保持密度总是临界密度。利用Margolus-Levitin定理和朗道尔原理,将熵与这个宇宙联系起来,得到了一个与黑洞熵的贝肯斯坦-霍金公式结构相同的公式。此外,提出了一个随时间变化的宇宙常数Λ,它是哈勃常数和光速的函数。
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引用次数: 0
Extra Time Dimension: Deriving Relativistic Space-Time Transformations, Kinematics, and Example of Dimensional Compactification Using Time-Dependent Non-Relativistic Quantum Mechanics 额外的时间维度:利用依赖时间的非相对论性量子力学推导相对论性时空变换、运动学和维度紧化的例子
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1410077
Sajjad Zahir
We consider a five-dimensional Minkowski space with two time dimensions characterized by distinct speeds of causality and three space dimensions. Formulas for relativistic coordinate and velocity transformations are derived, leading to a new expression for the speed limit. Extending the ideas of Einstein’s Theory of Special Relativity, concepts of five-velocity and five-momenta are introduced. We get a new formula for the rest energy of a massive object. Based on a non-relativistic limit, a two-time dependent Schrödinger-like equation for infinite square-well potential is developed and solved. The extra time dimension is compactified on a closed loop topology with a period matching the Planck time. It generates interference of additional quantum states with an ultra-small period of oscillation. Some cosmological implications of the concept of four-dimensional versus five-dimensional masses are briefly discussed, too.
我们考虑一个五维闵可夫斯基空间,它具有两个时间维度和三个空间维度,具有不同的因果关系速度。导出了相对论坐标变换和速度变换的公式,得到了速度极限的新表达式。扩展了爱因斯坦狭义相对论的思想,引入了五速度和五动量的概念。我们得到了一个大质量物体静止能量的新公式。基于非相对论性极限,建立并求解了无限平方阱势的两时间相关Schrödinger-like方程。额外的时间维度被紧化在一个周期与普朗克时间匹配的闭环拓扑上。它产生具有超小振荡周期的附加量子态干涉。本文还简要讨论了四维和五维质量概念的一些宇宙学含义。
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引用次数: 1
Identifying the Spatial Structure of Black Hole and Tropical Cyclone Based on a Theoretical Analysis of Orthogonal Interaction 基于正交相互作用理论分析的黑洞与热带气旋空间结构识别
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.146052
Weihong Qian
Black holes are recognized by Newton’s gravitational theory and Einstein’s general relativity, but there is still a lack of understanding the spatial structure of events, especially the nature of event horizon. In this paper, a theoretical analysis is used to compare the structures of tropical cyclone in the atmosphere and black hole in the astronomy so that five results are: 1) Both of them share the similar spatial structure, with tropical cyclone and black hole having the outflow cloud shield and the horizon sphere in the central part, respectively, while four spiral material bands exist in the rotating plane around them; 2) In theoretically, the energy density formed by the orthogonal interaction of the four spiral material bands is as times as the total kinetic energy of the head-on interaction; 3) This region of high energy density can lead to the conversion from mass to energy and the creation of new physical states of matter, which is a black hole event; 4) The outer horizon of a black hole is the outermost interface of events, or the orthogonal interaction interface of particles; 5) High-speed plasma jets extended at the poles of the black hole are directly associated with the shear stress of orthogonal interaction.
黑洞被牛顿的引力理论和爱因斯坦的广义相对论所承认,但对事件的空间结构,特别是事件视界的性质仍然缺乏认识。本文运用理论分析方法对大气中的热带气旋与天文学中的黑洞结构进行了比较,得出以下五点结论:1)热带气旋和黑洞具有相似的空间结构,热带气旋和黑洞的中心部分分别有流出云屏蔽层和地平线球,其周围的旋转平面存在四个螺旋状物质带;2)理论上,四个螺旋材料带正交相互作用形成的能量密度等于正面相互作用总动能的1倍;3)这个高能量密度的区域可以导致从质量到能量的转换,并产生新的物质物理状态,这是一个黑洞事件;4)黑洞的外视界是事件的最外层界面,即粒子的正交相互作用界面;5)高速等离子体喷流在黑洞两极扩展与正交相互作用的剪切应力直接相关。
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引用次数: 4
The EOSs and the Blatant Discrepancy in Modelling Massive Neutron Stars: Origin and a Possible Solution Method 大质量中子星模型中的eos和明显差异:起源和可能的解决方法
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1411085
Ahmad A. Hujeirat, Mauritz M. Wicker
Exploring the state of ultra-cold supranuclear dense matter that makes up the cores of massive neutron stars is one of the greatest unresolved problems in modern physics. In this letter, we show that when the interiors of pulsars are made of compressible and dissipative normal matter, the commonly used solution procedures combined with the known EOSs yield widely scattered solutions and poorly determined radii. A remarkable agreement emerges, however, if pulsars harbour cores that are made of incompressible entropy-free superfluids (SuSu-matter) embedded in flat spacetimes. Such supranuclear dense matter should condensate to form false vacua as predicated by non-perterbative QCD vacuum. The solutions here are found to be physically consistent and mathematically elegant, irrespective of the object’s mass. Based thereon, we conclude that the true masses of massive NSs may differ significantly from those revealed by direct observation.
探索构成大质量中子星核心的超冷超核致密物质的状态是现代物理学中尚未解决的最大问题之一。在这封信中,我们表明,当脉冲星内部由可压缩和耗散的正常物质组成时,常用的解决程序与已知的eos相结合,产生广泛分散的解决方案和不确定的半径。然而,如果脉冲星的核心是由嵌入在平坦时空中的不可压缩的无熵超流体(susu物质)构成的,那么一个显著的共识就出现了。这种超核致密物质应该凝结形成假真空,正如非定序QCD真空所预测的那样。这里的解在物理上是一致的,在数学上是优雅的,与物体的质量无关。在此基础上,我们得出结论,大质量黑洞的真实质量可能与直接观测显示的质量有很大不同。
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引用次数: 0
Dynamic Electron Orbits in Atomic Hydrogen 氢原子中的动态电子轨道
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1411087
Gurcharn S. Sandhu
Even after extensive research in Quantum Mechanics, we are still unable to visualize instant-to-instant motion of an electron in hydrogen atom. That is because in QM treatment, potential energy term has been mistakenly assumed to be time-independent instead of depending on the instant-to-instant varying position of the orbiting electron [1]. This has led to wrong and weird solutions for the electron motion in hydrogen atom. Before the advent of wave mechanics, Sommerfeld model of elliptical electron orbits was able to explain most features of hydrogen spectra, except for the features associated with electron spin and magnetic moment interactions. However, the Sommerfeld elliptical orbits were of kinematic origin and could not provide visualization of instant-to-instant dynamic motion of the orbiting electron. Contrary to the QM perspective, we find that central core of the electron behaves as a classical particle while its electrostatic field behaves as a wave phenomenon. As such an electron under Coulomb force moves strictly in accordance with Newtonian laws of motion. In this paper, we develop dynamic electron orbits in hydrogen atom by using energy and angular momentum conservation principle in central force field. We have shown that during photon emission, angular momentum of the orbiting electron is changed by ħ due to recoil action. This may be the origin of various quantization rules. During emission of a photon, elliptical orbit transitions are also computed and plotted. Orbit transition time is of the order of 10-16 seconds. We have extended this methodology to compute electron orbits in hydrogen molecular bond and computed the H2 bond energy.
即使在量子力学方面进行了广泛的研究之后,我们仍然无法想象氢原子中电子的瞬时运动。这是因为在QM处理中,势能项被错误地假设为与时间无关,而不是依赖于轨道电子的瞬时变化位置[1]。这导致了氢原子中电子运动的错误和奇怪的解。在波动力学出现之前,椭圆电子轨道的索默菲尔德模型能够解释氢光谱的大部分特征,除了与电子自旋和磁矩相互作用有关的特征。然而,索默菲尔德椭圆轨道是运动学起源,不能提供轨道电子瞬时动态运动的可视化。与量子力学的观点相反,我们发现电子的核心表现为经典粒子,而它的静电场表现为波现象。因此,电子在库仑力作用下严格按照牛顿运动定律运动。本文利用中心力场中的能量守恒和角动量守恒原理,建立了氢原子的动态电子轨道。我们已经证明,在光子发射过程中,由于反冲作用,轨道电子的角动量被改变了。这可能是各种量化规则的起源。在光子发射过程中,还计算并绘制了椭圆轨道跃迁。轨道转换时间约为10-16秒。我们将这种方法扩展到计算氢分子键中的电子轨道,并计算了氢分子键能。
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引用次数: 0
Ontology of Quantum Gravity 量子引力本体论
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1411080
Edwin Eugene Klingman
A theory of Quantum Gravity based on Primordial Field Theory is applied to a fundamental particle, the neutron. The result is compared to the current quantum description of the neutron bouncing in a gravitational field. Our quantum gravity theory yields results in agreement with the Q-bounce experimental data, but ontologically different from quantum mechanics. The differences are summarized and imply that this experiment on a fundamental particle has the potential to radically alter the ontology of field theory.
基于原始场论的量子引力理论应用于基本粒子中子。该结果与目前对中子在引力场中弹跳的量子描述进行了比较。我们的量子引力理论得到的结果与q弹跳实验数据一致,但在本体论上与量子力学不同。总结了这些差异,并暗示这个基本粒子的实验有可能从根本上改变场论的本体论。
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引用次数: 0
Explanation of Ball Lightning by Plasma Oscillations 用等离子体振荡解释球状闪电
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1411078
Auguste Meessen
Ball Lightning (BL) is a “plasma bubble” that has very remarkable properties. Its membrane contains a higher density of charged particles than the ambient medium. They are held together by mutually attracting surface charges, generated by collective oscillations of all unbound electrons inside the membrane. Energy losses by collisions and emission of radiation, as well as losses of charged particles by recombination, are compensated by extracting other ones from atmospheric air. Since that occurs in a special rhythmic way, this leads to “parametric amplification” of the oscillations of all unbound electrons in the plasma membrane. Moreover, BL is attracted by higher concentrations of charged particles in atmospheric air. Too much of them leads to explosion and too few to extinction of visible BL. Since the electric charge of BL is oscillating, it is also attracted by metals, water and glass. It can then heat, melt and vaporize these materials without stored energy. BL is even able to pass through window panes in 3 different ways, but that can also be explained.
球状闪电(BL)是一种具有非常显著特性的“等离子体气泡”。它的膜含有比周围介质更高密度的带电粒子。它们通过相互吸引的表面电荷结合在一起,这些电荷是由膜内所有未结合电子的集体振荡产生的。碰撞和辐射造成的能量损失,以及复合造成的带电粒子损失,都可以通过从大气中提取其他带电粒子来补偿。由于这是以一种特殊的节奏方式发生的,这导致了质膜中所有未束缚电子振荡的“参数放大”。此外,大气中高浓度的带电粒子会吸引BL。太多会导致爆炸,太少会使可见的BL消失。由于BL的电荷是振荡的,它也会被金属、水和玻璃所吸引。然后,它可以加热、熔化和汽化这些材料,而不需要储存能量。BL甚至可以通过3种不同的方式通过窗玻璃,但这也可以解释。
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引用次数: 0
Nonlinear Conformal Gravitation 非线性共形引力
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1411086
J.-F. Pommaret
In 1909 the brothers E. and F. Cosserat discovered a new nonlinear group theoretical approach to elasticity (EL), with the only experimental need to measure the EL constants. In a modern framework, they used the nonlinear Spencer sequence instead of the nonlinear Janet sequence for the Lie groupoid defining the group of rigid motions of space. Following H. Weyl, our purpose is to compute for the first time the linear and nonlinear Spencer sequences for the Lie groupoid defining the conformal group of space-time in order to provide the mathematical foundations of both electromagnetism (EM) and gravitation (GR), with the only experimental need to measure the EM and GR constants. With a manifold of dimension n ≥ 3, the difficulty is to deal with the n nonlinear transformations that have been called “elations” by E. Cartan in 1922. Using the fact that dimension n = 4 has very specific properties for the computation of the Spencer cohomology, we also prove that there is no conceptual difference between the (nonlinear) Cosserat EL field or induction equations and the (linear) Maxwell EM field or induction equations. As for gravitation, the dimension n = 4 also allows to have a conformal factor defined everywhere but at the central attractive mass because the inversion law of the isotropy subgroupoid made by second order jets transforms attraction into repulsion. The mathematical foundations of both electromagnetism and gravitation are thus only depending on the structure of the conformal pseudogroup of space-time.
1909年,e·科塞拉特和f·科塞拉特兄弟发现了一种新的非线性群理论方法来研究弹性(EL),唯一的实验需要是测量EL常数。在现代框架中,他们使用非线性Spencer序列代替非线性Janet序列来定义空间刚性运动群的李群。继H. Weyl之后,我们的目的是首次计算定义时空共形群的李群的线性和非线性Spencer序列,以便为电磁学(EM)和引力(GR)提供数学基础,唯一的实验需要是测量EM和GR常数。对于维数n≥3的流形,困难在于处理E. Cartan在1922年称为“关系”的n个非线性变换。利用维数n = 4对于Spencer上同调的计算具有非常特殊的性质,我们也证明了(非线性)coserat电磁场或感应方程与(线性)Maxwell电磁场或感应方程之间没有概念上的区别。至于万有引力,维度n = 4也允许在除中心吸引质量外的任何地方都有一个共形因子,因为由二阶射流形成的各向同性亚群的反转定律将吸引力转化为排斥力。电磁学和万有引力的数学基础因此只依赖于时空共形伪群的结构。
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引用次数: 0
Modified White Hole Enthalpy Coupled to Quantum Bose-Einstein Condensate at Extremely Low Entropy 极低熵下量子玻色-爱因斯坦凝聚的修正白洞焓耦合
Pub Date : 2023-01-01 DOI: 10.4236/jmp.2023.1412092
Amos S. Kubeka, Alireza Amani, Mantile Lekala
We model the universe as a white hole, and in the process we perform detailed analysis of the enthalpy equation of the modified white hole, and we get a much detailed picture of when and how did; quantum gravity (cosmology) phase, inflationary phase, and the acceleration phase of the universe happened. We determine the field equations of the modified white hole and evolve the scale factor and compare the evolution to the thermodynamic properties of the universe. We also illustrate that the strong energy condition is violated, but both the null energy condition and the strong cosmic censorship are not violated. Lastly, we couple the enthalpy to the Bose-Einstein condensate at extremely low entropy at the quantum gravity (cosmology) regime. Thereafter, we determine the unstable condition of the Bose-Einstein quantum equation which we interpret as the moment when the big bang occurred.
我们把宇宙建模为一个白洞,在这个过程中,我们对修改后的白洞的焓方程进行了详细的分析,我们得到了一个更详细的图像,关于何时以及如何;宇宙发生了量子引力(宇宙学)阶段、暴胀阶段和加速阶段。我们确定了修正白洞的场方程,并对尺度因子进行了演化,并将其演化与宇宙的热力学性质进行了比较。我们还说明了强能量条件被违反,但零能量条件和强宇宙审查都没有被违反。最后,我们在量子引力(宇宙学)体制下将焓与极低熵的玻色-爱因斯坦凝聚相耦合。此后,我们确定了玻色-爱因斯坦量子方程的不稳定条件,我们将其解释为大爆炸发生的时刻。
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引用次数: 0
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Journal of Modern Physics
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