Godzilla casual feat in Godzilla: Ongoing!!

Context

In Godzilla: Ongoing, Godzilla's Heat Beam is so powerful, it can bust through a force field empowered by the force of a black hole! scientists claimed that nothing could penetrate said field.

SPOILERS AHEAD

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Calculation

- LOW END -

Although since studies on black holes have shown that a black hole can only be stable at a minimum mass of our Moon, we may need to start from there.

Now:

Black Hole Formula = ((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * radius in meters = energy in joules

Energy = ((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * 0.00010912639 = 3.0599264e+30 joules

731.33996175908237092 Exatons

Small Planet level

There are the minimum values BUT I don't recommend using them since is a Lowball, the Black Hole could be easily be bigger than that.

- MID END -

Knowing the size of these BH energy module panels and that the Black hole is inside.... at very least 1 meter Black Hole sounds fair and likely accurate.

• Black Hole = 1 meters
• Radius = 50 centimeters

Now:

Black Hole Formula = ((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * radius in meters = energy in joules

Energy = ((299792458^2/(2*6.674*10^-11))/(5.972*10^24))*(2.487*10^32) * 0.5 = 1.4020103e+34 joules

3.350885038240955 Yottatons

Large Planet level

- HIGH END -

Using the smallest astrophysical black hole has a minimum mass of 3.3 solar masses or 6.563e+28 tons

Now:

Using this https://www.omnicalculator.com/physics/schwarzschild-radius we obtain the Radius of 9748 meters

Black Hole Formula = ((299792458^2/(2*6.674*10^-11))/(1.989*10^30))*(5.693*10^41) * radius in meters = energy in joules

Energy = ((299792458^2/(2*6.674*10^-11))/(1.989*10^30))*(5.693*10^41) * 9748 = 1.8786554e+39 joules

449.009416826 Ronnatons

Dwarf Star level

The most consistent end IMO, since across the series there are consistent statements about monsters that are able to destroy planet Earth.