How much force do you need to destroy a galaxy?

Our Sun, for reference, has a mass of 2*1030 kg, so he’d need the equivalent of 280 Suns to destroy an entire (small) galaxy.

Can you destroy a galaxy?

Galaxies are too large and too sparsely populated to be destroyed by any known phenomena . Nearly impossible if you mean blowing a whole Galaxy to dust or even separating most of the Stars in the Galaxy by some huge gravity event.

How much force does it take to destroy the solar system?

When Manley runs the particulars of Earth through this equation, he figures out that it’d take about 2.25 x 1032 joules, or 225 million trillion trillion joules. For much larger planets such as Jupiter, you’re going to need about 2 x 1036 joules, which means 2 trillion trillion trillion joules of energy.

How many joules would it take to destroy the universe?

Conclusion. Energy required to destroy the observable universe: Low end: 1.149×1078 Joules. High end: 7.11×1092 Joules.

How much energy is in a galaxy?

The total kinetic energy of our Galaxy is estimated to be (0.55 – 3.3) × 1016 M ⊙ km 2 s −2 and the specific one to about 4 × 104 km 2 s −2. The kinetic energy of the Galaxy is calculated through the potential energy by assuming the virial theorem.

Can a black hole destroy a galaxy?

Black holes are the most powerful destructive forces in the universe. They can rip apart a star and scatter its ashes out of the galaxy at nearly the speed of light.

What can destroy galaxies?

Black holes might kill entire galaxies with blazing energy,dooming embryonic stars before they can get born and condemning the remainingstars to a slow death, scientists have found.

How much TNT would it take to destroy Jupiter?

Short answer: You’d need about 10 quintillion nukes, which is 4x the mass of the moon, to destroy Jupiter. That, or, a pile of TNT approximately equal to the mass of the sun should do the trick.

Can sound destroy the world?

It may be possible to destroy everything with a loud enough sound. NASA estimates the mass energy of the universe at 4×1069 joules. Converting the energy of 1,100 decibels to mass yields 1.113×1080 kg, meaning that the radius of the resulting black hole’s event horizon would exceed the diameter of the known universe.