In addition to being used to search for volume elements in another coordinate system, the matrix Jacobian can also be used to search for transformation of the diraç-delta function form from a coordinate (usually cartesian) to another coordinate, with equations 8³ (r-r')=det (/) 8(X-X')8(Y-Y')8(Z - Z') We can hereby state the density of the charge distribution p(r) for the charge system Discrete. Fo example, the density of the distribution of charges for point charges as large as Q located in the P(F) = Q8³ (F - #¹) position of r" can be expressed as Therefore, look for distribution of charges for a. An electric dipole where the g charge is at the center of the coordinates and charge -q In the position of a".

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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In addition to being used to search for volume elements in another coordinate system, the matrix
Jacobian can also be used to search for transformation of the dirac-delta function form from
a coordinate (usually cartesian) to another coordinate, with equations
1
8(r-r)
det(/) 6(X – X')8(Y -Y')8(Z – Z')
We can hereby state the density of the charge distribution p(r) for the charge system Discrete. For
example, the density of the distribution of charges for point charges as large as Q located in the
p(#) = Q8³(* – *')
position of r' can be expressed as
Therefore, look for
distribution of charges for
a. An electric dipole where the g charge is at the center of the coordinates and charge -q
In the position of a.
Transcribed Image Text:In addition to being used to search for volume elements in another coordinate system, the matrix Jacobian can also be used to search for transformation of the dirac-delta function form from a coordinate (usually cartesian) to another coordinate, with equations 1 8(r-r) det(/) 6(X – X')8(Y -Y')8(Z – Z') We can hereby state the density of the charge distribution p(r) for the charge system Discrete. For example, the density of the distribution of charges for point charges as large as Q located in the p(#) = Q8³(* – *') position of r' can be expressed as Therefore, look for distribution of charges for a. An electric dipole where the g charge is at the center of the coordinates and charge -q In the position of a.
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