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Schwarzschild radius
In Binary Pulse Theory: Schwarzschild Radius
Same thing, new nameIn standard physics
The radius, 2GM/c², at which a mass becomes a non-rotating black hole.
In Binary Pulse Theory
The same radius, worked with the constants of the universe the well sits in. A single Schwarzschild collapse sets a child universe's clock by the mass of the well.
The BPT terms behind it
The Schwarzschild Radius, in Binary Pulse Theory, is the standard gravitational collapse radius of a mass, 2GM/c², evaluated with a universe's density-modified gravitational constant and light speed, so that Null Wells of the same mass have different sizes in different domains: r'_s = 2𝒢'⌂M/𝒞→'⌂².
The Null Well Radius, r∅, is the radius of the spherical region in which physical binary Pulse sequences appear suspended, the size of the apparent physical pause at the center of a null well, through which the data keeps flowing. A Null Well is what contemporary physics calls a black hole.
The Child Universe Inheritance Law is the relation that sets a child universe's Pulse Tempo from its parent's: the Tempo follows the mass of the well that seeds the child, compressed by its merger, and never runs faster than the Zinf, ①⥂⧗′⌂ = ①⥂⧗⌂ · (M∅/M_P)^½ · ⟪C⟫.
Also known as
Schwarzschild black hole · gravitational radius
Related
The standard physics term is here to help you find your way in; the book itself writes in BPT's own terms. Read them in the lexicon, or start the book at Binary Pulse Theory.