Recent content by RosutoTakeshi

Scratch that. I think I'm looking at it the wrong way

So... 1.21e33 Mpa = 1.21e33 MJ/m^3 1.21e33 * 3 = 3.63e33 MJ/m^3 Well I'm still trying to figure that one out. Haven't found anything that offers a straight answer. As of now, I need to find its Electric and Magnetic field in order to see. I'll keep looking

Right, information on neutron stars is available, but energy density related to the chain you wanted me to figure out... I can't seem to find

I haven't been able to find anything relatable. All information on energy density is regarding electric fields, magnetic fields and electromagnetic waves

Alright let me take a shot at this. I need to figure out the tensile strength of a cable (4in. in diameter) pulling an object with the mass of our sun (1.989e30kg) going from 0 to 0.99c in 1 minute Acceleration: a = (v-u)/t a = (296344604m/s - 0m/s) / 60s a = 296344604 / 60 a = 4,939,076...

Yeah I'm trying to figure it out right now. Currently working on it. I'll comment what I (think) is correct in a bit

Thanks. (You've) been helpful, and I appreciate that 👍

Right, it's not realistically possibleI know. Good thing this is the science fiction section of this website Is there a formula(s) I can use to help figure this out?

Oh ok I understand what you were saying now 👍

So a 4 inch diameter chain, wrapped around our sun. Being pulled, moving the sun, going from 0 to 184,410 miles per second in 1 minute How tough would that chain need to be?

yes, minimum tensile strength. And let's assume it's moving from 0 to 184,410 miles per second in 1 minute Thanks by the way. At first I didn't know what's needed to continue

Right, so I just need the diameter of said chain? Let's assume it's 4 inches. What's my next step?

Don't mind the unbreakable statement, it's just hyperbole

I'm just randomly guessing here, but, is the force of the pull needed as well?

Ah, I see what you mean. Not really sure for this one though. Diameter doesn't look that big compared to his arm