1. A potential field in free space is expressed as V2 cyz a) Find the total energy stored within ...
7.34 In free space, the magnetic flux density is (a) Show that B is a magnetic field (b) Find the magnetic flux through x-1,0 < 1,1 < z < 4. c) Calculate J (d) Determine the total magnetic flux through the surface of a cube defined by 0 x <2> 0 < y < 2, 0 < z < 2. 7.34 In free space, the magnetic flux density is (a) Show that B is a magnetic field (b) Find the...
HOMERWORK SET1-Electrostatics Due Date Thu, Sept 20th fv-22y2 V in free space, fnd the eergy stored in a lme defined by 1 sI, Hint: Given V(x.y). we can get the eectric field since E-grad(V) A spherical conductor ofradíus α carries a surface charge with density pa-Determine the potential energy in terms of a. 2. 3 IfE-3,5a V/m, calculate the potential energy stored within the vokume defined by o r< 1,0<y<2,0fc3 4. In free space, Vpe sinip) (a) find E (b)...
5) In free space, D 2ya,+4xya, - az mC/m2. Find the total charge stored in the region 1 <x < 2,1<y< 2, -1<z<4.
??.?? (2.5 Point) 300cose R2 For the given potential field V -Volt, find the energy stored in free space for the region 2< R <3,0 < 0</2, and 0<T/2
**#4** unit cube 4. Given the potential field V -50xyz+20y (V) in free space, at the point P(1.2,3), find: (a) the potential; (b) the electric field intensity; (c) charge density. 5. The electrostatic field in the atmosphere is 100 V/m at the surface of the earth, dropping to 25 V
1. Find the energy stored in a uniformly charged solid sphere of radius R with volume charge density ρ. Do it two different ways: (a) Use the expression for the electrostatic energy in terms of the potential and the charge density, (b) Use the expression for the electrostatic energy in terms of the square of the electric field, 2 Jall space
Four 0.8 nC point charges are located in free space at the corners of a square 4 cm on a side (a) Find the total potential energy stored. (b) A fifth 0.8 nC charge is installed at the center of the square. Again find the total stored energy.
Q2. The potential in free space given below. Determine the electric field intensity. a) O(x,y,z) = -x2y(z + 5) b) O(r,9, 2) = razcos(0)
1. The potential distribution in free space is given by (a) Does V satisfy Laplace's equation? (b) Determine the total charge in region 0<x <3,0< y <2,0<z<1.
A charged disk and a charged ring are centered at the origin in the free space as shown in figure 4. Bothe changed elements exists in the xy plane. The disk has a radius a and carries a uniform surface charge density of Ps. The ring has a radius 2a and carries a uniform line charge density Pe. Find the following: a) The electric field intensity on z-axis and determine where the electric field is zero b) The electric potential...