From gauss law we have
But here according to the probleme charge distributionalnong x axis
There is no charge distribution along y axis so
Qenc along y axis =0
So electric field Ey=0
14. Consider an infinite wire on the x-axis with uniform charge density λ. În class, we...
6. Consider a line charge with uniform charge density λ lying on the x-axis from x =-L to x = 0. a) Determine the electric field a distance y above the right end of the line charge (point P in the figure) and a distance r to the right of the line charge (point P2 in the figure). Pi C-I b) In lecture you saw the electric field of an infinite line charge. Now we wil consider a "semi-infinite" line...
6. Consider a line charge with uniform charge density λ lying on the x-axis from z =-L to 0. a) Determine the electric field a distance y above the right end of the line charge (point P in the figure) and a distance r to the right of the line charge (point P2 in the figure). P2 b) In lecture you saw the electric field of an infinite line charge. Now we will consider a "semi-infinite" line charge; that is,...
Can someone carefully explain question A and B in detail, please? 5.2 A uniform linear charge density λ is placed on an infinitely long wire. The wire is parallel to an infinite grounded plane, and a distance b above that plane. To make things specific, the points on the wire are described as (x, 0, b), and the conducting plane is z 0. A. Find the potential V(O, y, z) for z > 0. B. Find the induced charge density...
An infinite line of charge with a uniform linear charge density λ runs along the ˆz-axis. This line also lies along the axis of an infinite dielectric shell, of dielectric constant K, whose inner radius is a and whose outer radius is b, and an infinite, neutral conducting shell whose inner radius is b and whose outer radius is c. a. What is the electric field everywhere in space? b. What is the surface charge density on the inner surface...
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.
8 A semi-infinite thin rod has a uniform linear positive charge density λ and is located along the x-axis between x = x° (>0) and x = +ㆀ. Find the electric field at the origin. Hint: Ja .2 = a-b A.의 dx 1 B. 一巡i E. zero 8 A semi-infinite thin rod has a uniform linear positive charge density λ and is located along the x-axis between x = x° (>0) and x = +ㆀ. Find the electric field at...
An infinite line of uniform positive charge runs along the x axis and has a line charge density of λ= 24.7mnC. Consider the point (0 m, 3.42 m) which is located 3.42 meters above the infinite line. What is the magnitude of the electric field at this point?
An infinite line of uniform positive charge runs along the x axis and has a line charge density of \lambda = 26.5 \frac{nC}{m}λ=26.5mnC. Consider the point (0 m, 2.67 m) which is located 2.67 meters above the infinite line. What is the magnitude of the electric field at this point?
Charge is distributed along the entire x-axis with uniform density λ. How much work does the electric field of this charge distribution do on an electron that moves along the y-axis from y = a to y = b? (Use the following as necessary: a, b, ε0, λ, and q for the charge on an electron.)
1 INFINITE WIRE Consider an infinite line of charge with charge per unit length λ. Calculate the electric field a distance z away from the wire. Namely z is the distance to the closest point on the wire. We will calculate this electric field in two different ways. 1.1 20 POINTS Calculate it using Coulomb's Law. 1.2 15 POINTS Calculate it using Gauss' Law.