Determine: The electric flux produced by E, on face 1. Note: the following table contains the unit normal vectors to each face. Face Unit vector î = -0,8 î – 0,6 k î2 = 0,8 î + 0,6 k îz = -0,6 î + 0,8 k î4 1 back 2 front 3 left %| = 0,6 î – 0,8 k îg = 1 ĵ îîo = -1j 4 right - 5 top %3D 6 bottom Hint: calculate the components of the electric fields.
Determine: The electric flux produced by E, on face 1. Note: the following table contains the unit normal vectors to each face. Face Unit vector î = -0,8 î – 0,6 k î2 = 0,8 î + 0,6 k îz = -0,6 î + 0,8 k î4 1 back 2 front 3 left %| = 0,6 î – 0,8 k îg = 1 ĵ îîo = -1j 4 right - 5 top %3D 6 bottom Hint: calculate the components of the electric fields.
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Transcribed Image Text:Determine:
The electric flux produced by E, on face 1.
Note: the following table contains the unit normal vectors to
each face.
Face
Unit vector
î = -0,8 î – 0,6 k
î2 = 0,8 î + 0,6 k
:-0,6 î + 0,8 k
î4 = 0,6 î – 0,8 k
îîg = 1 j
1 back
2 front
3 left
4 right
-
1 ĵ
îîo = -1j
5 top
6 bottom
Hint: calculate the components of the electric fields.
Transcribed Image Text:Problem 2
Consider the Gaussian surface shown in Figure 2. A uniform
external electric field E, having magnitude 3.20 x 103 N/C
and parallel to the xz plane with an angle of 36.87° measured
from the +x axis toward the +z axis, enters through face 1
(back face). In addition, a uniform electric field E, of
magnitude 6.40 x 103 N/C traveling in the same direction as
E, , flows outwardly through face 2 (front face).
0,45 m
0,30 m
En
0.50 m
Figure 2. Gaussian surface in the form of a prism through
which two fields pass.
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