Dear Friends, Grand Success. The 133rd finding in my TOU (Theory of Universality) is : that if we compare the cosmos to a hydrogen atom; and the cosmos with a radius of 133.64 x 14 x 140 Billion Trillion Light years, has a ratio to CCBH radius as calculated ( at a point in space-time where speed of light is 2.148285 m/s ) = 97,240. If we now take the ratio of Van der Waals radius of Hydrogen atom ( = 120 pm ) to its proton radius ( = 1.237 x 10^-15 m ), it works out to be 97,009. Both agree. So, Ladies and Gentlemen, the Indian belief that as the atom so the Cosmos is once again proved to be true and correct. The Cosmos can be compared to a Hydrogen atom. To be published in next Annexure.
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The comparison between a hydrogen atom and the cosmos is a popular analogy used to highlight the similarities in structure and principles at different scales in the universe. This analogy draws on several key parallels:
1. Central Forces: In a hydrogen atom, an electron orbits a proton due to the electromagnetic force. Similarly, in many cosmic systems, such as solar systems or galaxies, bodies orbit a central mass due to gravitational forces. Both systems are governed by central forces that decrease with the square of the distance between the objects (Coulomb's law for charges, Newton's law of universal gravitation for masses).
2. Discrete Energy Levels: Quantum mechanics shows that electrons in a hydrogen atom can only occupy certain discrete energy levels. While the cosmos doesn't have "energy levels" in the same quantum mechanical sense, celestial bodies do have quantifiable, discrete states, such as the orbits in a solar system or the resonance frequencies of cosmic microwave background radiation.
3. Empty Space: Both the hydrogen atom and cosmic systems are characterized by vast amounts of empty space relative to the size of the objects within them. For the hydrogen atom, the nucleus is many thousands of times smaller than the electron cloud. Similarly, stars and planets are minuscule and widely spaced compared to the vast expanses of empty space in the universe.
4. Dynamic Stability: Both systems exhibit a dynamic stability where the constituents are in constant motion, yet the overall system maintains its structure over time. Electrons transition between energy levels without the atom falling apart, and celestial bodies move in orbits that can be stable over billions of years.
5. Quantum and Relativistic Effects: On a more subtle level, both systems are arenas where quantum mechanics and relativity play significant roles. For the hydrogen atom, quantum mechanics explains the behavior of the electron. In cosmic scales, general relativity explains the structure of spacetime and the dynamics of celestial bodies.
Despite these similarities, it's important to note that the forces, governing laws, and scales are fundamentally different. The analogy serves more to illustrate the recurring patterns and principles in nature rather than suggesting a direct equivalence.
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