Current Events > Bet you can't solve this math problem!

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joe40001
04/21/21 11:33:12 PM
#1:


Given a position, velocity, and acceleration use kelper's laws of orbit to plot the orbital ellipse of a low mass satellite

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Zero_Destroyer
04/21/21 11:34:13 PM
#2:


69

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jon1012
04/21/21 11:34:24 PM
#3:


777

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Garioshi
04/21/21 11:34:33 PM
#4:


Prove that a 2D space defined by the metric ds^2 = du^2 + u^2 dv^2 is either flat or not flat

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awesome999
04/22/21 8:18:40 PM
#5:


That's a second order differential equation and they're super hard to solve
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FLOUR
04/22/21 11:26:08 PM
#6:


That fact that you said it was elliptical makes this kind of simple. You're basically asking us to find values of a & b subject to x^2/a^2+y^2/b^2=1 x(t)=x0 y(t)=y0 dx/dt=x1 dy/dt=y1. I'm not sure you even need to know the acceleration since you have 2 equations and two unknowns at this point.

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Smackems
04/22/21 11:27:14 PM
#7:


3.14

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joe40001
04/22/21 11:34:56 PM
#8:


FLOUR posted...
That fact that you said it was elliptical makes this kind of simple. You're basically asking us to find values of a & b subject to x^2/a^2+y^2/b^2=1 x(t)=x0 y(t)=y0 dx/dt=x1 dy/dt=y1. I'm not sure you even need to know the acceleration since you have 2 equations and two unknowns at this point.

An equation for an ellipse has 5 unknowns, also I don't know how you get the t into the x^2/a^2+y^2/b^2=1 equation.

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FLOUR
04/22/21 11:54:11 PM
#9:


t is merely the independent variable since it sounds like a parametric equation. If I asked you to find the ellipse with center at the origin that contains the point (1,1) at time t with velocity -3 at that point, it shouldn't be hard to solve. The only question is if it's moving in a clockwise direction or not.

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joe40001
04/24/21 6:05:47 PM
#10:


Seriously though, I have the radius to the earth and initial velocity, also I have initial conditions in some x,y plane and yet I still can't figure out the equation of the location after time t, and i spent hours.

It's dumb I'm spinning my wheels on this so much because it should be easy.

The issue is that since I only have the radius of the earth I don't know where the center is or the other focal point.

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Demon1050
04/24/21 6:11:13 PM
#11:


don't feel bad man I used to be pretty good with numbers I could multiply something like 973 x 468 in my head but I don't even know where to start with this lol. You're doing much better than I ever could.

I wonder if Mark Labbett could figure it out...?
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Steffenfield
04/24/21 6:23:12 PM
#12:


@joe40001

There's a few forums you can find online that are something along the lines of "ask a physicist anything".

Those used to be my favorite reads on the internet.
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KLouD_KoNNeCteD
04/24/21 6:24:31 PM
#13:


fifteen
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UnholyMudcrab
04/24/21 6:24:58 PM
#14:


My roommates in undergrad were both aerospace engineering majors, and their description of their orbital mechanics classes made me glad that I will never have to go near the stuff.

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Slayer_22
04/24/21 6:29:15 PM
#15:


joe40001 posted...


An equation for an ellipse has 5 unknowns, also I don't know how you get the t into the x^2/a^2+y^2/b^2=1 equation.

Ha! You already gave us the answer! You suck, teach!
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Jabodie
04/24/21 6:30:59 PM
#16:


Prove that this bullshit provided is a tensor

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