Dark Fabric was curved and distorted differently under the stress of a Planet, Stars, and Black holes. The Gravity is acting directly on the Formation, Structure, and Evolution of a different types of the celestial objects. Furthermore, the Cosmic Fabric Gravity draws the Geometry of a Gravitation to a better understanding of the characteristics of a Gravitation in the present research work. In the investigation, showing the discrepancies between the solutions of Gravitation mystery which obtained in past theories, and the new solutions of a gravity obtained by using different methods in present time by using the technology and modify the concept of a gravity. For this purpose, we use some mathematical equations, and MATLAB Program to draw the shape of a gravity as a dark fabric distortions in three dimensions. In this work, we attempt to construct some novel solutions of a gravity mystery with several theories for a Gravitation namely: Newton's Theory of Gravitation, Einstein's Theory of the Gravitation, Dark Matter and Dark Energy Theory, Braneworld Gravity, Quantum Gravity, and the Cosmic Fabric Gravitation Theory. MHD is regularly applied to the physics of nuclear reactors, such as in the modelling of plasma dynamics in fusion reactors (Miyamoto, 1980), or that of liquid metal coolants in both fission (Forsberg, 2005) and fusion (Tabarés, 2015) reactors. One of the most heavily researched astrophysical applications of MHD is in solar physics (Priest, 2014), for instance, the formation of stars (Machida et al., 2008 Schober et al., 2012), the coronal heating problem (Alfvén & Lindblad, 1947 Walsh & Ireland, 2003 Aschwanden, 2006), the behaviour of the solar magnetic field (Charbonneau, 2014 Krause & Rädler, 2016) and the modelling of solar flares (Priest, 1981 Shibata & Magara, 2011). Such models are ubiquitous in astrophysical systems (Goossens, 2003 Goedbloed & Poedts, 2004) including the dynamics of interstellar dust clouds (Shukla & Rahman, 1996 Zweibel, 1999) and the dynamo effect responsible for the generation of planetary magnetic fields (including that of the Earth) (Busse, 1978 Glatzmaier & Roberts, 1995 Krause & Rädler, 2016).

Properties of sun corona