再论暗物质的本质.docx

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1、再论暗物质的本质胡良深圳市宏源清实业有限公司摘要：暗物质不带荷，是宇宙的组成部分之一。暗物质是可以连续变化的物质；暗物质的密度较小，但由于数量庞大，其总质量很大。关键词：暗物质，光子，电子，质子，规范不变性，中子，相对论，量子力学，电磁学，量子化，背景空间，对称性，因果律，相位因子，动量，能量作者：总工，高工，硕士，副董事长1暗物质暗物质不带荷，是宇宙的组成部分之一。暗物质是可以连续变化的物质；暗物质的密度较小，但由于数量庞大，其总质量很大。Dark matter has no charge and is one of the components of the universe. Dark

2、matteris matter that can vary continuously; dark matter is less dense, but has a largetotal mass due to its large quantity.暗物质无法直接观测得到，但其能干扰星体发出的引力及光波。暗物质存在证据之一，来源于对球状星系旋转速度的观测。Dark matter cannot be directly observed, but it can interfere with the gravitationaland light waves emitted by stars. One o

3、f the evidences for the existence of darkmatter comes from observations of the rotational speed of spherical galaxies.值得注意的是，根据量子三维常数理论，物质的量纲,可表达为:量纲，*I (6-m)r(-3+n)；其中，,表达荷，具有信号速度；L(6-m)T-3+n),表达场，具有超距(纠缠)。It is worth noting that, according to the quantum three-dimensional constant theory,The dimen

4、sion of matter can be expressed as:Dimension, *I (6-m)T (-3+n);in, expressing charge, with signal speed;L(6-m)T(-3+n)L (m)T (-n)*L (6-m)T (-3+n).其中，L76-m)T-3+n),表达场,具有超距(纠缠)；r(6-m)T7-3+n)L(m)T(-n)*L(6-m)T(-3+n).in,L(6-m)T(-3+n), expression field, with hyperdistance (entanglement);L (6m)T (-3+n), als

5、o expressing fields, with hyperdistance (entanglement).3光子具有内禀的横波属性光子的传播不需要介质，但光子具有内禀的横波属性。值得注意的是，光子是物质；因为光子带有空间荷(Vp).这意味着，光子具有内禀的横波属性与介质中传播的横波属性具有本质上的区别。3 Photons have intrinsic shear wave propertiesThe propagation of photons does not require a medium, but photons have inherentshear-wave properties

6、.It is worth noting that photons are matter; because photons carry a space charge(Vp).This means that the inherent shear wave properties of photons are fundamentallydifferent from the shear wave properties propagating in the medium.一个做匀速圆周运动的物体在一条直径上的投影所做的运动就称为简谐运动。匀速圆周运动的半径(R)也是简谐运动的振幅(R)；匀速圆周运动的角速

7、度(),也是简谐运动的圆频率，=旧百。当，t = 0,时；简谐运动的初相位()是匀速圆周运动的物体偏离该直径的角度(逆时针为正方向)。The motion of the projection of an object moving in a uni form circular motion ona diameter is called simple harmonic motion.The radius (R) of uniform circular motion is also the amplitude (R) of simpleharmonic motion; the angular ve

8、locity () of uniform circular motion is also thecircular frequency of simple harmonic motion, =/.When, t = 0, when; the initial phase () of simple harmonic motion is the anglethat the object in uniform circular motion deviates from the diameter(counterclockwise is the positive direction).在t时刻，简谐运动的位

9、移(X),可表达为：x = Rcos(t + 巾)；简谐运动的速度(V),可表达为：V = Rsin(t + );简谐运动的加速度(a),可表达为：a = (2cos(t + );At time t, the displacement (x) of simple harmonic motion can be expressed as:x = Rcos(t )jThe velocity (V) of simple harmonic motion can be expressed as:V = Rsin(t + );The acceleration (a) of simple harmonic m

10、otion can be expressed as: = -Q)Rcos(t + );显然，做简谐运动的物体的加速度与物体偏离平衡位置的位移大小成正比，而方向与位移的方向相反，总指向平衡位置。Obviously, the acceleration of an object doing simple harmonic motion isproportional to the displacement of the object away from the equilibrium position,and the direction is opposite to the direction of

11、the displacement, always pointingto the equilibrium position.对于光子(内禀的横波属性)来说，可表达为：For photons (intrinsic shear wave properties), it can be expressed as:Vp*C3= * C=Vp*C * C2=Vp * fy * Ay * cos( * t + ) * C2=(Vp * fy ) * 2R * cos( * t ) * C2=(Vp *fy)*2R* cos(fy * t )* * g.其中，Vp,光子的空间荷(普朗克空间)，相当于质点，量纲，

12、L(3)T(0)jC,最大的信号速度(真空中的光速)，量纲，口(1)r(-1)；fy ,光子的纵向频率，量纲，L0)T (-1);y,光子的纵向波长，量纲，L(DT70)5R = y2,简谐运动的振幅,量纲，Ll)(0)5in,Vp, the space charge of a photon (Planck space), equivalent to a particle,dimension, ;C, the maximum signal speed (the speed of light in vacuum),dimension, L(1)T(-1)I (0)T(-1)L(1)T(0)L (1)T(0)I(0)T7-l)l(0)丁,简谐运动的初相位,量纲，L(0) (0)1(-2). = fy , circular frequency of simple harmonic motion, dimension, L (0)T (T)L (0)T (1)L (0)T,(0)L (3)T (-2)1 (3)r (T)similar to the magnetic field,dimension, L (3)T (-l).这意味着，光子向前运动(例如，x轴方向)的速度是光速；而，光子的空间荷是以振动方式(垂直于x轴方向)向前运动的。This means