planck's constant acceleration:

Planck's constant acceleration:

ap = ( φ + 1 /φ)^(-t) × G × D × c = 2,236^(-t) × (6,674 × 10^-11)× (5,16 × 10^96) × (3× 10^8)

At: t = 0, ap = 10^95 (m/s^3). Jerk acceleration is very large.

(This acceleration is similar to a gold particle or an Euler particle at the very deep center, attracting all photons with Planck's constant acceleration = 10^95 (m/s^3)).
This number is greater than the total estimated number of atoms in the entire observable universe (approximately 10⁸⁰ particles). Because of the constant acceleration ap = 10⁹⁵ (m/s³), it moves so fast that it seems to be in a state of rest.

Note:

(φ = 1.618 is the Golden Ratio and its inverse is 1/φ = 0.618).

G: is the gravitational constant, G = 6.674 × 10^-11 (kg × m^2 / Kg^2).

D: is the density of photons, Planck density, D = 5.16 × 10^96 (kg / m^3).

c: is the speed of light, c = 3 × 10^8 (m/s).

=> Planck's constant acceleration is very large at ap= 10^95 (m/s^3); this is in contrast to the constant acceleration of the entire universe: ak = 1,382 × 10^-28 (m/s^3).

If we consider photons as countless infinity small particles of the sun, it is imperative that they have extremely high constant acceleration, carrying hot energy. And if we consider the sun as just one photon in the entire universe, it is therefore imperative that it has extremely low constant acceleration, carrying cold energy.

This means that if you operate at Planck's constant acceleration, the lifespan will be extremely short, because the hot energy required is extremely large. The energy of entire universe is usually cold, so its value is extremely small.

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