10 R (8) pat *59. (II) cro and Path 2 tic Path 1 (b) mi (a) *60. (II dit FIGURE 20-60 Problem 49. (a) A toroid or torus. (b) A section of the toroid showing direction of the current for three loops: O means current toward you, and means current away from you. su ra if 50. (III) (a) Use Ampère's law to show that the magnetic field between the conductors of a coaxial cable (Fig. 20-61) is B = µoI/2™r if r (distance from center) is greater than the radius of the inner wire and less than the radius of the outer cylindrical braid (= ground). (b) Show B = 0 outside the *20-1 %3D *61. ( Insulating sleeve that %3D coaxial cable. *62. FIGURE 20-61 Cylindrical braid Coaxial cable. Solid wire Problem 50. *63. 20-9 and 20-10 Torque on Current Loop, Motors, Galvanometers Bol 51. (I) A single square loop of wire 22.0 cm on a side is placed with its face parallel to the magnetic field as in Fig. 20-34b. When 5.70 A flows in the coil, the torque on it is 0.325 m· N. What is the magnetic field strength? 52. (I) If the current to a motor drops by 12%, by what factor does the output torque change? B(T Bol BC 586 CHAPTER 20 Magnetism

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50. 

10
R
(8)
pat
*59. (II)
cro
and
Path 2
tic
Path 1
(b)
mi
(a)
*60. (II
dit
FIGURE 20-60 Problem 49. (a) A toroid or torus.
(b) A section of the toroid showing direction of the
current for three loops: O means current toward
you, and means current away from you.
su
ra
if
50. (III) (a) Use Ampère's law to show that the magnetic field
between the conductors of a coaxial cable (Fig. 20-61) is
B = µoI/2™r if r (distance from center) is greater than
the radius of the inner wire and less than
the radius of the outer cylindrical
braid (= ground).
(b) Show
B = 0 outside the
*20-1
%3D
*61. (
Insulating
sleeve
that
%3D
coaxial cable.
*62.
FIGURE 20-61
Cylindrical braid
Coaxial cable.
Solid wire
Problem 50.
*63.
20-9 and 20-10 Torque on Current Loop, Motors,
Galvanometers
Bol
51. (I) A single square loop of wire 22.0 cm on a side is placed
with its face parallel to the magnetic field as in Fig. 20-34b.
When 5.70 A flows in the coil, the torque on it is 0.325 m· N.
What is the magnetic field strength?
52. (I) If the current to a motor drops by 12%, by what factor
does the output torque change?
B(T
Bol
BC
586 CHAPTER 20 Magnetism
Transcribed Image Text:10 R (8) pat *59. (II) cro and Path 2 tic Path 1 (b) mi (a) *60. (II dit FIGURE 20-60 Problem 49. (a) A toroid or torus. (b) A section of the toroid showing direction of the current for three loops: O means current toward you, and means current away from you. su ra if 50. (III) (a) Use Ampère's law to show that the magnetic field between the conductors of a coaxial cable (Fig. 20-61) is B = µoI/2™r if r (distance from center) is greater than the radius of the inner wire and less than the radius of the outer cylindrical braid (= ground). (b) Show B = 0 outside the *20-1 %3D *61. ( Insulating sleeve that %3D coaxial cable. *62. FIGURE 20-61 Cylindrical braid Coaxial cable. Solid wire Problem 50. *63. 20-9 and 20-10 Torque on Current Loop, Motors, Galvanometers Bol 51. (I) A single square loop of wire 22.0 cm on a side is placed with its face parallel to the magnetic field as in Fig. 20-34b. When 5.70 A flows in the coil, the torque on it is 0.325 m· N. What is the magnetic field strength? 52. (I) If the current to a motor drops by 12%, by what factor does the output torque change? B(T Bol BC 586 CHAPTER 20 Magnetism
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