物质–暗物质–暗能量三位一体
Matter-Dark Matter-Dark Energy Are a Whole
DOI: 10.12677/MP.2018.85026, PDF,   
作者: 常炳功*:美国纽约州立大学州南部医学中心,神经病学和神经生理药理学系,神经退行性疾病和发现中枢神经 系统生物标记实验室,美国 纽约
关键词: 物质暗物质暗能量能气场星系自转曲线哈勃常数宇宙加速膨胀Matter Dark Matter Dark Energy Energy Qi Field Galaxies Rotation Curve Hubble Constant Accelerated Expansion of the Universe
摘要: 时空阶梯理论揭示,气时空是宇宙的本源,气时空极化产生形而下时空和形而上时空,形而下时空是物质,而形而上时空是暗能量,而气时空是暗物质,所以,物质、暗物质和暗能量是三位一体,是一个整体。气时空极化产生能气场,而能气场包含能量场和气场。我们以能量场为基础,计算出三个星系自转曲线的理论值,这些理论值与实际观测值基本吻合。我们以气场理论为基础,把哈勃常数作为气场强度的对应值,计算出了先驱者号异常加速度的理论值,与之前的实际计算基本吻合。这里的关键是,暗物质和暗能量的计算,来自同一理论基础,就是能气场理论,而两者的理论值与实际观测值都基本吻合,这证明能气场理论是正确的。
Abstract: Space-time ladder theory reveals that the space-time of Qi is the origin of the universe. The polarization Qi space-time produces physical space-time and metaphysical space-time. Physical space-time is matter, metaphysical space-time is dark energy, and Qi space-time is dark matter. So matter, dark matter and dark energy are a whole. The polarization Qi space-time generates an energy Qi field, and the energy Qi field contains an energy field and a Qi field. Based on the energy field, we calculate the theoretical values of the rotation curves of the three galaxies. These theoretical values are basically consistent with the actual observations. Based on the Qi field theory, we use the Hubble constant as the corresponding value of the Qi field strength, and calculate the theoretical value of the anomalous acceleration of the pioneer, which is basically consistent with the previous actual calculation. The key here is that the calculation of dark matter and dark energy comes from the same theory, that is, the theory of energy Qi field and the theoretical values of both are basically consistent with the actual observations, which proves that the theory of energy Qi field is correct.
文章引用:常炳功. 物质–暗物质–暗能量三位一体[J]. 现代物理, 2018, 8(5): 239-252. https://doi.org/10.12677/MP.2018.85026

参考文献

[1] 常炳功. 时空阶梯的建立以及对双缝实验的解释[J]. 科技展望, 2016(1): 216-220, 222.
[2] 常炳功. 暗物质是能量场气场物质, 类似电场磁场物质[J]. 现代物理, 2018, 8(3): 65-73.
[3] 赵君亮. 星系自转曲线之观测研究进展[J]. 天文学进展, 2013, 31(2): 125-140.
[4] 常炳功. 能量与中医气的关系类似电与磁的关系[J]. 现代物理, 2018, 8(2): 27-34.
[5] McHutchon, A. (2013) Electromagnetism Laws and Equations. Michaelmas.
[6] 开普勒定律, 维基百科, 自由的百科全书.
[7] Walker, M.G. and Peñarrubia, J. (2011) A Method for Measuring (Slopes of) the Mass Profiles of Dwarf Spheroidal Galaxies. The Astrophysical Journal, 742, 1-20. [Google Scholar] [CrossRef
[8] Rubin, V.C., Ford, W.K. and Thonnard, N. (1977) Extended Rotation Curves of High-Luminosity Spiral Galaxies. I—The Angle between the Rotation Axis of the Nucleus and the Outer Disk of NGC 3672. Astrophysical Journal, 217, L1-L4. [Google Scholar] [CrossRef
[9] Rubin, V.C., Ford, W.K. and Thonnard, N. (1978) Extended Rotation Curves of High-Luminosity Spiral Galaxies. IV—Systematic Dynamical Properties, SA through SC. Astrophysical Journal, 225, L107-L111. [Google Scholar] [CrossRef
[10] Rubin, V.C. (1979) Rotation Curves of High-Luminosity Spiral Galaxies and the Rotation Curve of Our Galaxy. The Large-Scale Characteristics of the Galaxy, 84, 211-220. [Google Scholar] [CrossRef
[11] Moffat, A.F.J. (1993) Precision Photometry of Young Stellar Groups to-wards the Outer Galactic Disk and the Galactic Rotation Curve. Astronomical Journal, 105, 1831-1854. [Google Scholar] [CrossRef
[12] Blitz, L. (1979) The Rotation Curve of the Galaxy to R = 16 Kiloparsecs. Astrophysical Journal, 231, L115-L119. [Google Scholar] [CrossRef
[13] Jackson, P.D., FitzGerald, M.P. and Moffat, A.F.J. (1979) Recent Evidence on the Rotation Curve of Our Galaxy for R > Ro. IAUS, 84, 221.
[14] Merrifield, M.R. (1992) The Rotation Curve of the Milky Way to 2.5 R0 from the Thickness of the H I Layer. Astronomical Journal, 103, 1552-1563. [Google Scholar] [CrossRef
[15] Honma, M. and Sofue, Y. (1997) Rotation Curve of the Galaxy. Publications of the Astronomical Society of Japan, 49, 453-460. [Google Scholar] [CrossRef
[16] Schneider, S.E. and Terzian, Y. (1983) Planetary Nebulae and the Galactic Rotation Curve. Astrophysical Journal, 274, L61-L64. [Google Scholar] [CrossRef
[17] Schneider, S.E., Terzian, Y., Purgathofer, A., et al. (1983) Radial Velocities of Planetary Nebulae. Astrophysical Journal Supplement Series, 52, 399-423. [Google Scholar] [CrossRef
[18] Maciel, W.J. and Dutra, C.M. (1992) Kinematics of Disk Planetary Nebulae. Astronomy and Astrophysics, 262, 271-280.
[19] Koupelis, T. and Kuhn, K.F. (2007) Quest of the Universe. Jones & Bartlett Publishers, Burlington, 492.
[20] Chemin, L., Huchtmeier, W.K. and Lockman, F.J. (2006) Extended HI Rotation Curve and Mass Distribution of M31. The Astrophysical Journal, 641, L109-L112.
[21] Karukes, E.V., Salucci, P. and Gentile, G. (2015) The Dark Matter Distribution in the Spiral NGC 3198 out to 0.22 Rvir. Astronomy & Astrophysics, 578, A13.
[22] Gomez-Valenta, A. and Amendolab, L. (2018) H0 from Cosmic Chronometers and Type Ia Supernovae, with Gaussian Processes and the Novel Weighted Polynomial Regression Method.
[23] Lammerzahl, C., Preuss, O. and Dittus, H. (2006) Is the Physics within the Solar System Really Unders-tood?
[24] Anderson, J.D, Laing, P.A., Lau, E.L., Liu, A.S., Nieto, M.M. and Turyshev, S.G. (1998) Indication, from Pioneer 10/11, Galileo, and Ulysses Data, of an Apparent Anomalous, Weak, Long-Range Acceleration. Physical Review Letters, 81, 2858-2861. [Google Scholar] [CrossRef
[25] Anderson, J.D., Laing, P.A., Lau, E.L., Liu, A.S., Nieto, M.M. and Turyshev, S.G. (2002) Study of the Anomalous Acceleration of Pioneer 10 and 11. Physical Review D, 65, Article ID: 082004. [Google Scholar] [CrossRef
[26] 常炳功. 时空阶梯理论的历史以及封顶问题[J]. 现代物理, 2016, 6(4): 136-147.
[27] Akinto, O.F. and Tahir, F. (2016) Strong Gravity Approach to QCD and General Relativity. arXiv:1606.06963v3 [physics.gen-ph]31. https://arxiv.org/pdf/1606.06963.pdf