Magnetic field according to Biot Savarts law is given by
B = uo (Idl×sin(theta)) /4πr^2
Here theta = 90, I dl = 0.004 , r = 6
B = (4π × 10^-7) (0.004) /(4π ×36) = 1.11 × 10^-11 T
6. (10 points) A small current element I dl 0.004 A m k is centered at...
6. (10 points) A small current element I dl=0.004 Am kis centered at the origin and is coming out of the page. Here di = 2 k mm and I = 2 A. Find the magnetic field dB at the r=-6 mi. Idl=0.004A.mk -6m
A small current element at the origin has a length of 3.8 mm and carries a current of 1.8 A in the +z direction. Find the magnitude and direction of the magnetic field due to this current element at the point (0, 3.8 m, 4.6 m). B = * ptî + 0 pt î + 0 рт k
A small current element at the origin has a length of 3.9 mm and carries a current of 3.8 A In the +z direction. Find the magnitude and direction of the magnetic field due to this current element at the point (0, 4.2 m, 3.9 m).
Constants Part A A short current element dT - (0.500 mm)j carries a current of 5.30 A in the same direction as dl Point P is located at i (-0.730 m), + (0.390 m)k. Find the magnetic field at P produced by this current element. Enter the x, y, and z components of the magnetic field separated by commas. fanableae Symbols Rco vodo rest keyboard shontcuts elie Submit Request Answer
2. Along wire carries a uniform current i =1.0A as shown. In the cross section picture, the current is coming out of the page. If a = 2.0mm and r = 1.5 mm, find the magnitude and indicate the direction of the magnetic field B at r.
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A wire loop carries a current i traveling in the clockwise direction The loop is fixed in such a way that it can rotate about the axis (dashed line) shown in the figure. (a) In what direction will the magnetic field need to point for the loop to rotate counter clockwise, w hen viewed from above, about its axis? Explain the reasoning behind your answer. (A) Up (B) Down (C) Left (D) Right (E)...
Problem-3 (20 points): The conductor, carrying current I to the right, has three segments: two straight segments and one semicircle as seen in the figure below. The magnetic field is uniform and points into the page. Calculate the total magnetic force on this conductor. X de X X F. dFR F X Op X X X EX sin e cos e de sin e de =-cos e dF = Idl x B dl = Rd0 F =Ilx B
A small current element I d,
with d
= 2 mm
and I = 2.9 A, is centered at the origin. Find the
magnetic field d
at the following points.
1)
on the x axis at x = 3 m
T
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2)
T
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Answer in units of T. 6. B = 12-3-k) 7. B = 120-k) 8. B = 120+k) 9. B =-; 10. B =- 007 (part 2 of 2) 10.0 points For given values of È and B, there exists a critical speed such that the electrons may move along the +a direction undeflected. If the speed of the electron is less than the criti- cal speed, along which direction will the elec trons be deflected? 1. = 30+) 009...