A 2.45 cm x 2.45 cm square Ampèrian loop exists in the xy plane in a region of space with a uniform magnetic field B = 1.35î + 1.90j T. Two sides of the loop are parallet to the x axis, and two sides are parallel to the y axis. The integration path is such that side 1 is traversed in the positive x direction, side 2 in the negative y direction, side 3 in the negative x direction, and side 4 in the positive y direction. Calculate the contribution to the circulation integral due to each segment of the loop, and determine the net current through the loop that must be present. side 1: T-m side 2: T-m side 3: T.m side 4: T-m net current: Need Help? Read DETAILS MY NOTES ASK YOUR TEACHER A thin, infinite conducting sheet lies in the xy plane. It carries current per unit length J in the positive y direction. Find an expression for the magnitude of the magnetic field near the infinite sheet. (Hint: First, find the current through an Ampérian loop perpendicular to the plane of the sheet using Ithru numerical values; use variables only.) ai. Use the following as necessary: Mo, and J. Do not substitute B = Need Help? Read it

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A 2.45 cm x 2.45 cm square Ampérian loop exists in the xy plane in a region of space with a uniform magnetic field
B = 1.35î + 1.90ĵ T. Two sides of the loop are parallet to the x axis, and two sides are parallel to the y axis. The integration
path is such that side 1 is traversed in the positive x direction, side 2 in the negative y direction, side 3 in the negative x direction,
and side 4 in the positive y direction. Calculate the contribution to the circulation integral due to each segment of the loop, and
determine the net current through the loop that must be present.
side 1:
T.m
side 2:
T.m
side 3:
T.m
side 4:
T.m
net current:
A.
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DETAILS
MY NOTES
ASK YOUR TEACHER
A thin, infinite conducting sheet lies in the xy plane. It carries current per unit length J in the positive y direction. Find an
expression for the magnitude of the magnetic field near the infinite sheet. (Hint: First, find the current through an Ampérian loop
perpendicular to the plane of the sheet using kthru = . d. Use the following as necessary: 40, and J. Do not substitute
numerical values; use variables only.)
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2.
Transcribed Image Text:1. DETAILS MY NOTES ASK YOUR TEACHER A 2.45 cm x 2.45 cm square Ampérian loop exists in the xy plane in a region of space with a uniform magnetic field B = 1.35î + 1.90ĵ T. Two sides of the loop are parallet to the x axis, and two sides are parallel to the y axis. The integration path is such that side 1 is traversed in the positive x direction, side 2 in the negative y direction, side 3 in the negative x direction, and side 4 in the positive y direction. Calculate the contribution to the circulation integral due to each segment of the loop, and determine the net current through the loop that must be present. side 1: T.m side 2: T.m side 3: T.m side 4: T.m net current: A. Need Help? Read t DETAILS MY NOTES ASK YOUR TEACHER A thin, infinite conducting sheet lies in the xy plane. It carries current per unit length J in the positive y direction. Find an expression for the magnitude of the magnetic field near the infinite sheet. (Hint: First, find the current through an Ampérian loop perpendicular to the plane of the sheet using kthru = . d. Use the following as necessary: 40, and J. Do not substitute numerical values; use variables only.) Need Help? Read it 2.
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