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The Basics of Flat Space Cosmology

机译:平面空间宇宙学的基础

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We present a new model of cosmology which appears to show great promise. Our flat space cosmology model, using only four basic and reasonable assumptions, derives highly accurate Hubble parameter H0, Hubble radius R0 and total mass M0 values for our observable universe. Our model derives a current Hubble parameter of , in excellent agreement with the newly reported (lower limit) results of the 2015 Planck Survey. Remarkably, all of these derivations can be made with only these basic assumptions and the current CMB radiation temperature . The thermodynamic equations we have generated follow Hawking’s black hole temperature formula. We have also derived a variety of other useful cosmological formulae. These include angular velocity and other rotational formulae. A particularly useful hyperbolic equation, , has been derived, which appears to be an excellent fit for the Planck scale as well as the current observable universe scale. Using the flat space Minkowski relativistic formula for Doppler effect, and a formula for staging our cosmological model according to its average mass-energy density at every Hubble time (universal age) in its expansion, a persuasive argument can be made that the observable phenomena attributed to dark energy are actually manifestations of Doppler and gravitational redshift. Finally, a theory of cosmic inflation becomes completely unnecessary because our flat space cosmology model is always at critical density.
机译:我们提出了一种新的宇宙学模型,该模型似乎显示出巨大的希望。我们的平面空间宇宙学模型仅使用四个基本且合理的假设,即可得出可观测宇宙的高精度哈勃参数H0,哈勃半径R0和总质量M0值。我们的模型得出的当前哈勃参数为,与2015年普朗克调查的最新报告(下限)结果高度吻合。值得注意的是,所有这些推导都可以仅基于这些基本假设和当前的CMB辐射温度来进行。我们生成的热力学方程式遵循Hawking的黑洞温度公式。我们还得出了各种其他有用的宇宙学公式。这些包括角速度和其他旋转公式。已经推导出了一个特别有用的双曲方程,它似乎很适合普朗克尺度以及当前的可观测宇宙尺度。使用用于多普勒效应的平坦空间Minkowski相对论公式,以及根据其在扩展的每个哈勃时间(通用年龄)下的平均质量能量密度来分阶段我们的宇宙学模型的公式,可以说服力地论证归因于可观测现象到暗能量实际上是多普勒和引力红移的体现。最后,因为我们的平面空间宇宙学模型始终处于临界密度,所以完全不需要宇宙膨胀理论。

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