Electrostatic problem 1
There is one line charge distribution with ρl = 1[nC/m] along the y = 1, x = 3 line. There also is one surface charge distribution with ρs = -1/2π [nC/m2] on z = 2 plane. Write down the total electric field a t point P =(1,1,0)[m]
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Electrostatic problem 1 There is one line charge distribution with ρl = 1[nC/m] along the y...
4. A line charge ρL=50 nC/m, is located along the line x=2, y=5, in free space. (a) Find E at P(1,3,-4). (b) If the surface x=4 contains a uniform surface charge density ρS=18nC/m2, at what point in the z=0 plane is Etotal=0?
2.6 You are given a line of charge along the y axis from y- to y-l. The charge on the line varies in density: pe-/l [nC/m. Find the potential for any point in the a - z plane. 2.7 Find the electric field intensity for each potential distribution: a. V=2x2 +4y2 c, V-5r2 cos θ sin φ 2.8 At what values of θ does the electric field intensity of a z-directed dipole have no z component?
Consider an infinite uniform line charge density of 3 nC/m located on the X axis in fre spaee Calculate the electric field vector E of at the point P (2. 3,4) 2. (2 Marks) Calculate the electric field vector E of a uniform surface charge density of -5 nC/m2 at z-2 at the point P (1, 2, 0) in free space. (2 Marks) 3.
2. A line of charge with uniform density of 38.0 nC/m lies along the line y 12.0 cm between the points x 5.0 cm and 40.0 cm. Calculate the electric field (both the magnitude and direction) at the origin due to this charge distribution. (2436 N/C, 137.9°)
1. For this problem we have two load distributions: an infinite plane of charge at y= -3m with surface charge density of ρS and an infinite line of charge with linear charge density of ρL = 1 μC/m that passes through the points A (4m, 3m, 2) and B (-4m, -3m, -2m). a.) Draw a picture of the two load distributions indicated above. Indicate axes and values clearly. b.) Determine the value of the surface charge density, ρS, so that...
For this problem we have 2 charge distributions: - An infinite plane with charge in x = -2 m with a surface charge density ρS=300 µC/m2 -And an infinite infinite line of charge with linear charge density ρL that passes through the points A = (2m, 2m, 0m) and B = (2m, 2m, -2m) A.) Make a drawing/sketch of the two charge distribution described in the above statement. B.) Determine the value of the linear charge density ρL, so that the...
A line of charge with uniform density of 36.0 nC/m lies along the line y = -15.0 cm, between the points with coordinates x = 0 and x = 32.0 cm. Find the electric field it creates at the origin.
Find D at P(4, 6, -8) caused due to a. A point charge of 10 mC at the origin b. A uniform line charge ρL = 15 uC/m on the z axis c. A uniform ρS = 37.5 uC/m2 on the plane x = 6
An
infinitely long uniform line charge of 20 nC/m lie along the z axis
in free space, determine the electric flux density (in Cartesian
coordinate system) at observation point P(1, 1, -1). No need to
derive any expressions! Show main steps with proper units.
An infinitely long uniform line charge of 20 nC/m lie along the z axis in free space, determine the electric flux density (in Cartesian coordinate system) at observation point P(1, 1,-1). No need to derive any...
A line of charge with uniform density of 32.0 nC/m lies along the line y = -15.0 cm, between the points with coordinates x = 0 and x = 48.0 cm. Find the electric field it creates at the origin. Magnitude N/C Direction ° (counterclockwise from the +x axis)