Question 10. A very long cylinder is carrying a total charge +q only on its surface...
4) A very LONG hollow cylindrical conducting shell (in electrostatic equilibrium) has an inner radius R1 and an outer radius R2 with a total charge -5Q distributed uniformly on its surfaces. Asume the length of the hollow conducting cylinder is "L" and L>R1 and L>> R2 The inside of the hollow cylindrical conducting shell (r < R1) is filled with nonconducting gel with a total charge QGEL distributed as ρ-Po*r' ( where po through out the N'L.Rİ volume a) Find...
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A very long, very thin straight line has a uniform charge per unit length of 2, where >. It is surrounded by a long, cylindrical, Insulating vinyl shell, which has an inner radius a and outer radius b. The line lies along the central axis of the cylindrical shell. The cylindrical shell has a uniform volume charge density p, where p > 0. (Both the line and the shell are long enough to approximate them...
Two very long concentric conducting cylindrical shells are arranged as seen below. The inner shell has a radius a, and the outer shell a radius b. Each shell has a length L. A charge of -Q is spread over the inner shell and a charge of +Q resides on the outer shell. Ignore fringe fields (e.g. assume each cylinder is very long). Find the electric field everywhere in space. Find the potential difference between the two shells. Which one is...
2. A very long cylinder with radius a and charge density p Pora is placed inside of a conducting a3 cylindrical shell. The cylindrical shell has an inner radius of b and a thickness of t. Find the electric field for r < a. а. b. Find the electric field for a <r< b. Find the electric field for b <r<b+t. Find the electric field for b +t< r. Plot E(r). Suppose the inner cylinder is known to have a...
5. A conducting sphere carrying a charge O is surrounded by a spherical conducting shell. a. What is the net charge on the inner surface of the shell? b. Suppose another charge q is placed outside the shell. What is the net charge on the inner surface of the shell? c. If g is moved to a position between the shell and the sphere, what is the net charge on the inner surface of the shell Will your answer change...
o 3-16 Problems: 3.20 Charge is uniformly distributed over the surface of a very long cylinder of radius b. Compute the electric field intensity everywhere. How much flux is passing through a window at ρ-c(c > b), 0 φ π/2 , and 0 z h?
7.(10) A long solid cylinder with radius Riis surrounded by a long thin cylindrical shell with radius R. The solid cylinder has a uniform current, I1, and the thin shell has a uniform current, 12. Use Ampere's law to derive the equation for the magnetic field for points inside the cylinder, r<R1.
3. Two axis aligned very long,thin shell cylinders have radii Ri and R2 with Ri 〈 R2, A unform charge per unit length of λ is placed on the inner cylinder, the outer cylinder is grounded. Find the electric field, charge, and potential everywhere. Find the capacitance between both cylinders.Find the total energy in the field between the two cylinders.
I. (10) A solid cylinder with a charge per u thin cylindrical shell with a charge per unit length of 2 and a radius of R2. Use Gauss's law to derive the equation for the electric field in the region r < Ri. nit length of 1 and a radius of Ri is surrounded by a 1 |R2
I. (10) A solid cylinder with a charge per u thin cylindrical shell with a charge per unit length of 2 and...
Two axis aligned very long,thin shell cylinders have radii R1 and R2 with R1 < R2, A unform charge per unit length of λ is placed on the inner cylinder. Find the electric field, charge, and potential everywhere. Now, assume that the outer cylinder is grounded, repeat the calculation.