find the electric field due the square made of 4 rods of length L=10cm and charge Q=2nC each, point P, at distance D=7cm above the center of the square.
find the electric field due the square made of 4 rods of length L=10cm and charge...
Find the electric field due the square made of 4 rods of length L= 10cm and charge of Q=2nC each, point P at distance D=7 cm above the center of the square.
Does the question 5 correct? Thanks. Assignment 1: ELECTRICITY CONT. 5. Find the electric field due the square made of 4 rods of length L= 10cm and charge of Q-2nC each, point P at distance 7 cm above the center of the square. -1-5万.cof 入. 6 Uniformiy charged rod (q-62nC) of length 31cm is bend into the shape of a circular hoop of Sem rad It is done in such a way that there is no charge lost. As result...
A.) charge +Q is distributed uniformly along a straight line of length L. Find the Electric field at a point P along the direction of the line a distance d from it. Calculate the electric field strength if Q = + 6 μC , L= 0.10m and d = 0.05m. B.) With the same charge distribution, calculate the electric field strength at a point a distance d = 0.05m above or below the mid-point of the charged line.
4. Consider two thin charged rods of length L carrying uniformity distributed charges of +q and -q positioned end-to-end as shown in the figure below. (a) Calculate the electric field at point P a distance x to right of where the rods meet. (b) Show that the approximate expression for the electric field at point P for x >>L looks like that of a dipole (Hint: Review Example 21.14 in your text). (o) what is the dipole moment of the...
Two uniformly charges rods (each with a total charge Q 7.5 HC and length L. - 12.0 em) are arranged as shown below. Find the electric field at P if a -5.5 cm. s. .75
Three line charges of length L and charge density λ are placed parallel to each other, separated by a distance h, as shown in the figure below. Calculate the electric field E at point P, a distance d away from the center line charge. Hint: Find the electric field at the point P for the center line charge and from that, use superposition for the others. l h P d
When we find the electric field due to a continuous charge distribution, we imagine slicing that source up into small pieces, finding the electric field produced by the pieces, and then integrating to find the electric field. Let's see what happens if we break a finite rod up into a small number of finite partides. The figure below shows a rod of length 2 carrying a uniform charge Q modeled as five particles of charge Q/5. Two particles are at...
4. Consider two thin charged rods of length L carrying uniformity distributed charges of +q and -q positioned end-to-end as shown in the figure below. (a) Calculate the electric field at point P, a distance x to right of where the rods meet. (b) Show that the approximate expression for the electric field at point P for x >> L looks like that of a dipole (Hint: Review Example 21.14 in your text). (c) What is the dipole moment of...
Find the electric field due to a disk at point X, L distance away. Integrate using a ring of charge r distance away from the center. R - Radius - Charge/unit area
Problem 2 Electric charge is distributed uniformly along a thin rod of length a. with total charge Q. Find the E field at P a) If Q is concentrated at the center of the rod. b) If Q uniformly distributed along the road. c)Suppose that the road is infinity long and point P is at the middle of the road at distance b above the road, what will be the E field at point P?