Two 0.01 m radius spherical +1.0 µC uniform charge distributions are placed 0.2 m apart. How much electrical energy is contained in this system? It requires energy to form each of the spherical charge distributions as well as bring the two spheres together. Let us call the energy required to form the spherical charge distribution Wformation: Let us call the energy required to assemble or bring together the charges Wassembly: So, Wtotal = 2 x Wfor Formation + Wassembly The energy Wformation (in Joules) can be calculated as follows: 3 Q? Wformation 5 4πεα Where Q is the total charge of the sphere in Coulombs and a is the radius of the sphere in

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Chapter1: Units, Trigonometry. And Vectors
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Two 0.01 m radius spherical +1.0 µC uniform charge distributions are placed 0.2 m apart. How
much electrical energy is contained in this system?
It requires energy to form each of the spherical charge distributions as well as bring the two
spheres together. Let us call the energy required to form the spherical charge distribution
Wformation: Let us call the energy required to assemble or bring together the charges
Wassembly:
So,
Wtotal = 2 x Wfor
Formation + Wassembly
The energy Wformation (in Joules) can be calculated as follows:
3 Q?
Wformation
5 4πεα
Where Q is the total charge of the sphere in Coulombs and a is the radius of the sphere in
Transcribed Image Text:Two 0.01 m radius spherical +1.0 µC uniform charge distributions are placed 0.2 m apart. How much electrical energy is contained in this system? It requires energy to form each of the spherical charge distributions as well as bring the two spheres together. Let us call the energy required to form the spherical charge distribution Wformation: Let us call the energy required to assemble or bring together the charges Wassembly: So, Wtotal = 2 x Wfor Formation + Wassembly The energy Wformation (in Joules) can be calculated as follows: 3 Q? Wformation 5 4πεα Where Q is the total charge of the sphere in Coulombs and a is the radius of the sphere in
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