@empty
I made a post cause I had odd number questions asked and that looked gross
cool let's check it out
Now find the force law for a central force field that allows a particle to move in a logarithmic spiral orbit given by \[r = k e^{\alpha \theta}\], where k and alpha are constants
I guess I should give you some things that will help you lol, \[\frac{ d^2 }{ d \theta ^2 } \left( \frac{ 1 }{ r } \right)+\frac{ 1 }{ r } = -\frac{ \mu r^2 }{ l^2 }F(r)\] it's pretty easy actually
lol what is all of this I've never seen this before
O
This is a university physics I assume?
Fansy stuff hitting the fan
This has to do with central force motion, I just assume you know everything
empty like my soul
I know the centripetal acceleration but never heard of central force
Err this will take some time to explain
I say we shoot each other with physics knowledge
I am although a classical physicist
I could probably figure this out but I feel like there's some method of doing this or reason for doing this.
There is reason for everything
Especially physics is a process of becoming a god
Haha cool so what about chemistry?
Chemistry is more earthy application based study
there is nothing theoretical about it whereas physics most are
Oh what do you know about chemistry?
empirical vs theoretical
Chemistry is all knowable
What does that mean?
Everything is empirical in chemistry
Physics mostly rely on the unreasonable effectiveness of mathematics at explaining the physical phenomena.
anyway let's get down to the central force business
Hahaha "Everything is empirical in chemistry"
I'll be damned if there aren't 8 things listed here: https://en.wikipedia.org/wiki/Theoretical_chemistry#Branches_of_theoretical_chemistry
central force depends on the distance between spherically symmetric object and the object being pondered
It has to do with the motion of a system consisted of two bodies affected by a force that is directed along the line connecting the centres of the two bodies, this is the central force. |dw:1438444424125:dw|
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