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aee1_2008_a02

# aee1_2008_a02 - AEE1 Assignment Fall 2008 Prof S Peik AEE1...

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AEE1 Assignment, Fall 2008 Prof. S. Peik AEE1 Assignment 2 Deadline: next Wednesday Prerequisite: calculus, analysis with vectors, cartesian, cylindrical and spherical coordinate systems, To be studied: Lecture Notes Chapter 2 Sadiku Coordinate Systems 4.1 to 4.4 Ulaby 4.3 Griffiths 2.1 Objectives of this Assignment: To get familiar with the appliaction of basic calculus to electro- static charge distributions, Understand the concept of charge, voltage, current and it’s ba- sic relation Problem 1 2 3 4 Max. Points 8 2 - - Points Total Points: of 10 Points: Problem 1: A line charge of length a is positioned in vacuum on the y-axis as shown. The charge density is λ ( y ) = λ 0 y (1) x y z a E(x,0,0)=? λ=λ 0 y 1. Find the total charge Q of the line charge 2. Find the E-field vector along the positive x-axis? Hint: You may solve E x and E y separately, use an integral table or Mathe- matica Problem 2: If an electric field is zero at a given point in space, does this imply the absence of electric charges? Give an example.

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aee1_2008_a02 - AEE1 Assignment Fall 2008 Prof S Peik AEE1...

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