Pulse Core Lexicon
Stellar Mass Unit
Definition
The Stellar Mass Unit is the one mass every star, limit and remnant is a multiple of: the Planck mass cubed over the hydrogen mass squared, M⋆ = m_P³ / m_H², about 3.7 × 10³⁰ kg or 1.85 Suns in our universe. Each universe takes its Planck values from the well it was born in, so each has its own Stellar Mass Unit, and its stars scale with it. It connects to Planck Mass, Chandrasekhar Mass Limit and Stellar Null Well.
In standard physics
Known in physics as Stars · Chandrasekhar limit. These are the standard words; the book writes in its own terms.
Mathematical Expression
From the book · Chapter 2 · Gas, Stars, and the Stellar Road to the Null Well
M⋆ = m_P³ / m_H²
Dimensional analysis:
Where (from the book): M⋆ [𝕄], m_P [𝕄], m_H [𝕄]
[𝕄]
[𝕄³] ÷ [𝕄²] = [𝕄]
[𝕄] = [𝕄] ✓ Valid PulseCore Verified ✓
The mass every star is sized by: the Planck mass cubed over the hydrogen mass squared
Where:
- M⋆ [𝕄] — the Stellar Mass Unit, ≈ 3.7 × 10³⁰ kg ≈ 1.85 M☉ in our universe
- m_P [𝕄] — the Planck mass, √(ħ·c/G) ≈ 2.18 × 10⁻⁸ kg: in this book, the mass of one Pulse at the level (Parts 2.2, 2.5)
- m_H [𝕄] — the mass of the hydrogen atom, ≈ 1.67 × 10⁻²⁷ kg: the first stable quantum of matter the Physical Nova makes
Technical Details
Category Constant
Chapter Chapter 2
Importance
In the book #92 of 1,271 terms · used 17 times