- #1
Aeoliana
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Modelling Density as a Function of Many Objects
Hello,
My question is somewhat difficult to express but this is the best way I can come up with.
Lets say I have a mass of material which has a charge throughout its entirety. This material has a very special property where the density of the material is a function of the magnitude of the charge contained within it.
Something like:
Rho is the density of the material at a point
E is the total charge of the Material
e is the charge of the particle
r is the distance from the particle to the point of measurement
[tex]
\rho = \frac{(E-e)^{-1}}{r^2}
[/tex]
I need to consider the scenario in which this charge is separated throughout the volume of the material, but the sum of the charge contained never diminishes. Specifically I need to determine the density of the material at any point and its volume given an array of charges and magnitudes and a mass of the material.
Hello,
My question is somewhat difficult to express but this is the best way I can come up with.
Lets say I have a mass of material which has a charge throughout its entirety. This material has a very special property where the density of the material is a function of the magnitude of the charge contained within it.
Something like:
Rho is the density of the material at a point
E is the total charge of the Material
e is the charge of the particle
r is the distance from the particle to the point of measurement
[tex]
\rho = \frac{(E-e)^{-1}}{r^2}
[/tex]
I need to consider the scenario in which this charge is separated throughout the volume of the material, but the sum of the charge contained never diminishes. Specifically I need to determine the density of the material at any point and its volume given an array of charges and magnitudes and a mass of the material.
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