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Coulomb Force, Charge, and Electric Properties under Collision Space-Time
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作者 Espen Gaarder Haug 《Journal of Applied Mathematics and Physics》 2023年第3期686-704,共19页
We have recently published a series of papers on a theory we call collision space-time, that seems to unify gravity and quantum mechanics. In this theory, mass and energy are redefined. We have not so far demonstrated... We have recently published a series of papers on a theory we call collision space-time, that seems to unify gravity and quantum mechanics. In this theory, mass and energy are redefined. We have not so far demonstrated how to make it compatible with electric properties such as charge and the Coulomb force. The aim of this paper is to show how electric properties can be reformulated to make it consistent with collision space-time. It is shown that we need to incorporate the Planck scale into the electric constants to do so. This is also fully possible from a practical point of view, as it has recently been shown how to measure the Planck length independent of other constants and without the need for dimensional analysis. 展开更多
关键词 Coulomb’s Law Elementary charge planck charge Electric Units Collision Space-Time
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Memristor Hypothesis in Malignant Charge Distribution
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作者 Andras Szasz 《Open Journal of Biophysics》 2023年第4期51-92,共42页
Tissues in biological objects from the point of view of electromagnetic effects must be modeled not only for their conductivity. The ionic double layer induced by the electric field, built by electrolytic diffusion, m... Tissues in biological objects from the point of view of electromagnetic effects must be modeled not only for their conductivity. The ionic double layer induced by the electric field, built by electrolytic diffusion, must be counted. The micro (frequency dispersion phenomena) and macro (interfacial polarization), as well as more generalized by Nernst-Planck cells describe the biophysical aspects of this phenomena. The charge distribution depends on the processes and produces charge gradients in space. The dynamic feasibility of the-charge transition layer has memory and adaptability, working like a memristor in cancerous development. The memristor processes may complete the adaptation mechanisms of cancer cells to extremely stressful conditions. Our objective is to show the distribution and redistribution of space charges that generate memristors and internal currents like injury current (IC) in the development of cancer. We show some connected aspects of the modulated electrohyperthermia (mEHT) limiting the proliferation process in the micro-range like the macro-range electrochemotherapy (ECT) processes do. The internal polarization effects form space-charge, which characteristically differ in malignant and healthy environments. The electrical resistivity of the electrolytes depends on the distribution of the charges and concentrations of ions in the electrolytes, consequently the space-charge differences appear in the conductivity parameters too. The polarization heterogeneities caused by the irregularities of the healthy tissue induce a current (called injury current), which appears in the cancerous tumor as well. Due to the nonlinearity of the space-charge production and the differences of the relaxation time of the processes in various subunits. The tumor develops the space-charge which appears as an inductive component in the otherwise capacitive setting and forms a memristive behavior of the tumorous tissue. This continuously developing space-charge accommodates the tumor to the permanently changing conditi 展开更多
关键词 MALIGNANCY TUMORS MEMRISTOR Imperfect Dielectrics Heterogeneity charge Distribution Injury Current Nernst-planck Cell
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Potential Simplification of Charge and the Coulomb Force without Affecting Predictions
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作者 Espen Gaarder Haug 《Journal of Applied Mathematics and Physics》 2022年第10期3003-3015,共13页
We are taking a deeper look at charge and the Coulomb force and other electric properties. There is an embedded 10<sup>-7</sup> in the Coulomb constant that we will claim is “only” needed to cancel out a... We are taking a deeper look at charge and the Coulomb force and other electric properties. There is an embedded 10<sup>-7</sup> in the Coulomb constant that we will claim is “only” needed to cancel out an embedded 10<sup>7</sup> in the charge squared. We suggest three alternatives to redefine the charge and the Coulomb constant that give considerable simplification. The Coulomb constant is not needed as a separate constant as, in the new suggested framework, it can be replaced with simply the speed of light without affecting predicted output values. We also point out potential issues with the 2019 redefinition of the Coulomb constant and elementary charge. This is not meant conclusive but to open up for further discussion on how one potential can simplify parts of physics. 展开更多
关键词 Coulomb Law Coulomb Constant Elementary charge planck charge planck Voltage Electric Units
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Q-Theory: A Connection between Newton’s Law and Coulomb’s Law? 被引量:1
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作者 Christopher Pilot 《Journal of High Energy Physics, Gravitation and Cosmology》 2021年第2期632-660,共29页
Assuming a Winterberg model for space where the vacuum consists of a very stiff two-component superfluid made up of positive and negative mass planckions, Q theory is the hypothesis, that Planck charge, <i>q<... Assuming a Winterberg model for space where the vacuum consists of a very stiff two-component superfluid made up of positive and negative mass planckions, Q theory is the hypothesis, that Planck charge, <i>q<sub>pl</sub></i>, was created at the same time as Planck mass. Moreover, the repulsive force that like-mass planckions experience is, in reality, due to the electrostatic force of repulsion between like charges. These forces also give rise to what appears to be a gravitational force of attraction between two like planckions, but this is an illusion. In reality, gravity is electrostatic in origin if our model is correct. We determine the spring constant associated with planckion masses, and find that, <img src="Edit_770c2a48-039c-4cc9-8f66-406c0cfc565c.png" width="90" height="15" alt="" />, where <i>ζ</i>(3) equals Apery’s constant, 1.202 …, and, <i>n</i><sub>+</sub>(0)=<i>n</i>_(0), is the relaxed, <i>i.e.</i>, <img src="Edit_813d5a6f-b79a-49ba-bdf7-5042541b58a0.png" width="25" height="12" alt="" />, number density of the positive and negative mass planckions. In the present epoch, we estimate that, <i>n</i><sub>+</sub>(0) equals, 7.848E54 m<sup>-3</sup>, and the relaxed distance of separation between nearest neighbor positive, or negative, planckion pairs is, <i>l</i><sub>+</sub>(0)=<i>l</i><sub>_</sub>(0)=5.032E-19 meters. These values were determined using box quantization for the positive and negative mass planckions, and considering transitions between energy states, much like as in the hydrogen atom. For the cosmos as a whole, given a net smeared macroscopic gravitational field of, <img src="Edit_efc8003d-5297-4345-adac-4ac95536934d.png" width="80" height="15" alt="" />, due to all the ordinary, and bound, matter contained within the observable universe, an average displacement from equilibrium for the planckion masses is a mere 7.566E-48 meters, within the vacuum made up of these particles. On the surface of the earth, where, <i>g</i>=9.81m/s<sup>2</sup>, the displacement amounts to, 7.824E-38 met 展开更多
关键词 Extended Gravity Winterberg Model planckion Mass Theory Modified Quantum Vacuum planck charge Newton’s Law Coulomb’s Law Dark Energy
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精细结构常数α发生改变的唯象分析
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作者 焦善庆 陈波涛 龚自正 《吉首大学学报(自然科学版)》 CAS 2006年第4期33-36,共4页
最近实验显示精细结构常数α=2e c是可变的,e,,c3个量中哪一个改变而导致α改变是当前难题之一.在电子取静质量的情况下,由Dirac大数D、Planck质量mPl和Planck大数A算得α≈1137.313,与惯用值α≈1137.036符合很好.在动态情况下,电子的... 最近实验显示精细结构常数α=2e c是可变的,e,,c3个量中哪一个改变而导致α改变是当前难题之一.在电子取静质量的情况下,由Dirac大数D、Planck质量mPl和Planck大数A算得α≈1137.313,与惯用值α≈1137.036符合很好.在动态情况下,电子的电量e将随电子质量的增加而增加,则精细结构常数α是可变的.据轻子结构的亚夸克动态模型,轻子将出现"反常质量"、"反常电荷"、"反常磁矩"等效应,计算得到的与"反常电荷"相关的"反常磁矩"和实验值相符,可以认为电子电荷改变是由电子的"反常电荷"引起的. 展开更多
关键词 精细结构常数 Dirac大数 planck质量 “反常荷” “反常磁矩”.
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电磁作用常数α值及电子“反常荷”计算 被引量:4
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作者 焦善庆 许弟余 王璐 《云南大学学报(自然科学版)》 CAS CSCD 北大核心 2007年第2期152-155,共4页
用Dirac大数D,Planck大数A唯象地计算了电磁相互作用常数α值,结果与惯用值很好相符.在轻子的亚夸克结构动态模型中,因亚夸克运动使轻子发生等体积表面形变产生电磁作用对称破缺,从而产生“反常质量”,“反常电荷”,则α值将不再是常数... 用Dirac大数D,Planck大数A唯象地计算了电磁相互作用常数α值,结果与惯用值很好相符.在轻子的亚夸克结构动态模型中,因亚夸克运动使轻子发生等体积表面形变产生电磁作用对称破缺,从而产生“反常质量”,“反常电荷”,则α值将不再是常数,是可变的.由Δme反可计算ΔQe反的值,由Δme反和ΔQe反算出的“反常磁矩”,与实验值相近.最后也讨论了Planck尺度的量子条件. 展开更多
关键词 Dirac大数 planck粒子 精细结构常数 “反常电荷” “反常磁矩”
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