1. For this problem we have two load distributions: an infinite plane of charge at y=...
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 the component of the flow density in Y is 0 at the origin.
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1. For this problem we have two load distributions: an
infinite plane of charge at y=...
For this problem, we have two load distributions: an infinite plane of charge at x =...
For this problem, we have two load distributions: an infinite plane of charge at x = -2m with surface charge density of 300 uC/m^2 and an infinite line of charge with linear charge density of pL passing through points A (2m, 2m, 0) and B (2m, 2m, -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, pL, so that the component of the...
For this problem we have two load distributions: A load point of 1uC on the axis...
For this problem we have two load distributions: A load point of 1uC on the axis of y and at y = -2m and an infinite line of linear load of pL that passes through points a (6m, 4m, 4m) and B ( -6m, 4m, -4m) a) Draw a picture of the two load distributions indicated above. Indicate axes and values clearly. b) Determine the value of the linear load density, pL, so that the flow density component in y...
For this problem, we have two load distributions: a load point of a uC on the...
For this problem, we have two load distributions: a load point of a uC on the axis of y at y = -2m and an infinite load line with linear load density of pL passing through points A (6m, 4m, 4M) and B (-6m, 4m, -4m). a. Draw a picture of the two load distributions indicated above. Indicate axes and values clearly. b. Determine the value of the linear load density, pL, so that the component of the flux density...
For this problem we have two load distributions: A load point of 1uC on the axis...
For this problem we have two load distributions: A load point of 1uC on the axis of yy at y = -2m and an infinite line of linear load of pL that passes through points a (6m, 4m, 4m) and B ( -6m, 4m, -4m) a) Determine the value of the linear load density, pL, so that the flow density component in y is 0 in (0.1m, 0) For this problem we have two load distributions: A load point of...
3. You have two infinite plane charge distributions (or infinite charged plates). The left one has...
3. You have two infinite plane charge distributions (or infinite charged plates). The left one has a charge density of +5 °C/m2 and the right one has a charge density of -5 uC/m2. The distance between the planes is 0.1 m. Point A is 0.025 m from the left plane, point B is 0.05 m from the left plane, and point C is 0.075 m from the left plane. + + + + + + + A C + +...
Figured out the first two. Need the rest! An infinite line of charge with charge density...
Figured out the first two. Need the rest! An infinite line of charge with charge density λ1 = -4 μC/cm is aligned with the y-axis (a) What is Ex(P), the value of the x-component of the electric field produced by by the line of charge at point P which is located at (x,y) = (a,0), where a = 7.9 cm? Answer: -91139240.51 (b) What is Ey(P), the value of the y-component of the electric field produced by by the line...
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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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Another infinite line of charge with charge density
λ2 = -11.7 μC/cm parallel to the y-axis is now added at
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What is the new value for Ex(P), the x-component of
the electric field at point P?
N/C
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What is the total flux Φ that now passes through the cylindrical
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An infinite sheet of charge that has a surface charge density of 23.4nC/m^2 lies in the yz plane, at x=0. A long wire having a linear charge density of 79.7nC/m lies parallel to the y axis and intersects the x axis at x = 2.85m. The potential at the origin is 1.44kV. Determine, the potential on the x axis at x-0.797m, between the wire and the sheet. Submit Answer Tries o/10
3. You have two infinite plane charge distributions (or infinite charged plates). The left one has a charge density of +5 °C/m2 and the right one has a charge density of -5 uC/m2. The distance between the planes is 0.1 m. Point A is 0.025 m from the left plane, point B is 0.05 m from the left plane, and point C is 0.075 m from the left plane. + + + + + + + A C + +...
Infinite sheet carrying surface charge density sigma = - 1 MuC/m^2 is in y-z plane. A point charge q= +8pie MuC is located on x-axis at point (1,0) one meter from the origin. Find the forces acting on the charge q and on the charged plate. Find a coordinate or coordinates on the x-axis for which the net electric field zeroes.
Another infinite line of charge with charge density
λ2 = -11.7 μC/cm parallel to the y-axis is now added at
x = 3.1 cm as shown.
What is the new value for Ex(P), the x-component of
the electric field at point P?
N/C
5)
What is the total flux Φ that now passes through the cylindrical
surface? Enter a positive number if the net flux leaves the
cylinder and a negative number if the net flux enters the
cylnder.
N-m2/C...
An infinite sheet of charge that has a surface charge density of 23.4nC/m^2 lies in the yz plane, at x=0. A long wire having a linear charge density of 79.7nC/m lies parallel to the y axis and intersects the x axis at x = 2.85m. The potential at the origin is 1.44kV. Determine, the potential on the x axis at x-0.797m, between the wire and the sheet. Submit Answer Tries o/10
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