only 4-6 will give like There exists a straight line charge (finite length L) of uniform (constant charge perUnit length charge density P. (CIM) in air. The component Ex of the electric ficdintensity E is of interest. From the drawing it is apparant that d₁ = p.dy-Hence,1Lहैrشاه→ deExpress dEx in terms of & and dyExpress dEx in terms of Gonly (replace y and R with the correct expression in 6).Let 6. be the minimum value of 0 and Or be the maximum value of e, Express Ex asLan integral from B. and 02.①Evaluate the integral expressing Ex in terms of O. and On..© Referring to the drawing provided what are the maximum and minimum values of G?If Lis 3 meters, is 4 maters, and p₁ = 10% (CIM) what is Ex (dimensions of vals permeter)!

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Answered: There exists a straight line charge…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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The work done by the force F- da. - 3a, + 2a. Nin giving a InC charge a displacement of 10a, + 24 - 7a, m is ? (note: be aware of the sign for the given direction) (a) 103al (b) 60 nl (e) 64 n (d) 20 n
Q.3 (a) A capacitor's structure is made up of two conductors that are separated by a dielectric material. Describe the phenomenon that allow the flow of current through the dielectric material. Include in the description relevant mathematical derivation of the abovementioned phenomenon. (b) A capacitor such as illustrated in Figure Q.3 is constructed using copper as plate A and plate B plus a dielectric material with ɛ, 3.8 and o = 4 S/m between the plates. Potential difference plates A across is VAB (t) = Vo cos(2n x 10°t) V. Assume that Plate A and plate B carry charges +Q(t) and and -Q(t) respectively as well as fringing field at the edge of the plates can be ignored, determine: (i) Q(t) if the capacitance is 2.135 x 10-11 F (ii) M(t) if electric field within the capacitor, E(t) = M(t) fV/m Based on Q.3(b)(ii), examine: (iii) Conduction current density and conduction current. UNIVE (iv) Displacement current density and displacement current. arch ASUS VivoBook
6- Why an insulator is represented as a capacitor C? What are the assumption modes?
1. There is another method to find the time constant RC. For a discharging capacitor its voltage can RC be expressed as V(t) = V₂e . When time t = RC, V = Voe¹ = V.(0.368). If we have a discharging curve, we follow the curve to the point where the voltage is equal to 0.368V. The time corresponding to 0.386V, is the time constant, t = RC. V V₂ 0.368 V T Use your voltage data for R₁ = 10 k2 and determine the time constant. Show your work.
1. A thin rod of length W has uniform charge per length A. Find the electric potential (voltage) at the position P as shown. Assume V = 0 at r = o for problems on this worksheet. Use the integration variable u as defined in the diagram to write the voltage at point P. Include the limits of integration but you do not need to evaluate the integral. P Hint: break up the rod into small pieces of length du and use the point charge formula for the voltage due to the small piece dV = Kdq/r with dą and r written in terms of the givens à, L, z and integration variable u and du. W 3 du 0.
There is a nonuniform electric field given as: E = 15 - ɑ.V /m Determine the numerical value of the potential (voltage) at (5, 20, 9) with respect to (20, 4, 18). Draw a labeled sketch of the electric field orientation and the integration path a. b. c. Justify the sign of your potential using the sketch.
5. The parallel-plate capacitor in the figure below has square plates. The area of the pates is 4 m?. A current of 2.0 A charges the capacitor, producing a uniform electric field E between the plates, with E perpendicular to the plates. L Edge view Top view (a) What is the displacement-current, ia through the region between the plates? (b) What is dE/dt in this region? (c) What is the displacement current encircled by the square dashed path of edge length d= 1.25 m? (d) What is the value of $ B ds around this square dashed path?
1) Find E elements : everguhire - You do not need to dorive Ē for individuol Infinite Plates corrying uniform surfoce charge densities to. O dapasited uniformly on the surfuce of a sphenical shell of radius R.
I. SOLVE THE FOLLONING PROBLENS : A COPPER WIRE OF 0,3 Mm RAAUS HAS A LEN ETH OF 1. JOM- IF THE RESISTIVITY of cOpPER IS 1-7 x0 WHAT WOULD BE THE RESISTANOE OF THE WIRE? OF A 100m WIRE IS 1035 mm AND 3.7 OHMS. WHAT 2. THE DIAMETER THE REISTANCE IS IS THE CONDUCTIVITY 3. WHAT WILL BE THE VALUE OF A CAPACITOR WHEN IT HAS A CAPACITIVE REACTANCE OF 300R ANP to A 6o HZ. SUPPLY? IN FARADS IS CONNECTED 4. WHAT Is THE VALUE OF THE RESISTOR WITH THE FOLLOWING COLORS ? A. BROWN, BLACK, GOLD, REP B. BLUE YELON BROWN, SILVER PED, SILVER, BROWN, VIOET C. 5. AND t WHEN V 220V AND R= 50n WHEN I = 45 A WHEN V = 120V FIND V ANO R 80n AND AND E= 11A-
Don't Copy paste. Do it Neatly
@ Ⓡ 6. The conductivity of humid soil is 0.01S/m, with a relative frequency would the displacement current exceed the conductive permittivity of 30. At what current?

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