Question

A surface charge density sigma(theta)=[sigma_o(cos(theta))] is glued to the surface of a spherical shell of radius...

A surface charge density sigma(theta)=[sigma_o(cos(theta))] is glued to the surface of a spherical shell of radius R. There is a vacuum with no charges both inside and outside of the shell. Calculate the electrostatic potential and electric field both inside and outside of the spherical shell.

Side note: sigma_o is sigma subscript o.

Homework Answers

Answer #1

please upvote ? if you like my answer ?

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A surface charge density sigma(theta)=[sigma_o(cos(theta))] is glued to the surface of a spherical shell of radius...
A surface charge density sigma(theta)=[sigma_o(cos(theta))] is glued to the surface of a spherical shell of radius R. There is a vacuum with no charges both inside and outside of the shell. Calculate the electrostatic potential and the electric field both inside and outside the spherical shell. (the "_" is a subscript in sigma_o).
A Charged Spherical Shell and a Point Charge. A spherical conducting shell of radius 1.21 [m],...
A Charged Spherical Shell and a Point Charge. A spherical conducting shell of radius 1.21 [m], carries charge 4.10×10-6 [C], distributed uniformly over its surface. At the center of the shell there is a point charge 3.90×10-9 [C]. Let Pi and Po be points inside and outside the spherical shell, respectively. The distance of Pi from the point charge is 1.06 [m], whereas is Po is 5.27 [m] away from the point charge. Calculate the electrostatic potential at a Pi...
Consider a charged spherical shell of radius a having a constant surface charge density σ0, rotating...
Consider a charged spherical shell of radius a having a constant surface charge density σ0, rotating about the z-axis with angular frequency ω. (a) Find the electric and magnetic fields outside of the shell. (b) What is the electric pressure on the surface charges? What is the magnetic pressure due to the surface currents? (c) Find the Poynting vector outside of the shell. (d) What is the angular momentum density outside of the shell? What is the total angular momentum...
Make a side by side comparison for the solutions of example 3.9 (the potential inside and...
Make a side by side comparison for the solutions of example 3.9 (the potential inside and outside a sphere with charge density ? = ? cos ? glued on its surface) and example 4.2 (the potential inside and outside a uniformly polarized sphere). Compare them according to: a) The given information b) The equation to be solved (Poisson’s or Laplace’s)c) The boundary conditions d) Applying the boundary conditions e) Final solution Example 3.9. A specified charge density u0(0) is glued...
26. A spherical shell of radius R carries a surface charge σ = σ0 Sin[θ]. Find...
26. A spherical shell of radius R carries a surface charge σ = σ0 Sin[θ]. Find the potential inside and outside the sphere, calculating the coefficients explicitly up to A6 and B6.
The electrostatic potential on the surface of a sphere of radius a is given by V(theta)=V0cos2(theta)....
The electrostatic potential on the surface of a sphere of radius a is given by V(theta)=V0cos2(theta). Solve the boundary=value problem for the sphere and find the electrostatic potential everywhere inside the sphere. Note: cos is squared.
(8c23p69) A thin, metallic, spherical shell of radius a = 7.0 cm has a charge qa...
(8c23p69) A thin, metallic, spherical shell of radius a = 7.0 cm has a charge qa = 5.00×10-6 C. Concentric with it is another thin, metallic, spherical shell of radius b = 18.90 cm and charge qb = 5.00×10-6 C. Find the electric field at radial points r where r = 0.0 cm. Find the electric field at radial points r where r = 13.0 cm. Find the electric field at radial points r where r = 28.4 cm. Discuss...
A thin spherical shell has a radius a and charge +Q that is distributed uniformly overr...
A thin spherical shell has a radius a and charge +Q that is distributed uniformly overr it. There is also a second spherical shell of radius b that is concentric with the first shell and has charge +Q2 uniformly distributed over it. b> a. Find the magnitude and direction of electric field in the regions (a) R<a (b)a<R<b (c)R>b (d) electric potential for the region R>b (e) electric potential for the region a<R<b (f)electric potential for the region R<a
A thin spherical shell of radius R1 = 3.00 cm is concentric with another larger thin...
A thin spherical shell of radius R1 = 3.00 cm is concentric with another larger thin spherical shell of radius R2 = 5.00 cm. Both shells are made of insulating material. The smallest shell has a charge q1 = +6.00 nC distributed evenly on its surface, and the largest one has a charge q2 = -9.00 nC evenly distributed on its surface ficie. Consider the electric potential equal to zero at an in- finite of both shells. a) What is...
1. A 30 cm radius hollow spherical conductive shell of has a surface charge density of...
1. A 30 cm radius hollow spherical conductive shell of has a surface charge density of 10 µC/m2, a point charge Q1 is in its center. Find the electric flux through the spherical surface centered at Q1: a. if the value is Q1= +3.5x10-6 C charge b. if the value is Q1= -2.5x10-6 C charge c. What would be the electric field in each case? Please explain how you got the answer, having trouble understanding this and can't seem to...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT