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4. A cylindrical bar (as shown in figure belo ical bar (as...
I. Determine the magnetic flux density on the axis of uniformly magnetized circular cylinder of a...
I. Determine the magnetic flux density on the axis of uniformly magnetized circular cylinder of a magnetic material. The cylinder has a radius b, length L, axial magnetization M-zMo, and is centered on the z axis. 2. Sketch the magnetic flux lines both inside and outside a cylindrical bar magnet as defined in the previous problem. Additionally, investigate the relationship between B and H inside and outside the magnet.
3. A cylindrical bar magnet has radius a and finite length 2, centered at the origin; it has uniform axial magnetization M. (a) Detail the correspondence with the solenoid in HW 5, #3: Evaluate the m...
3. A cylindrical bar magnet has radius a and finite length 2, centered at the origin; it has uniform axial magnetization M. (a) Detail the correspondence with the solenoid in HW 5, #3: Evaluate the magnetzation surface-current density i and check the value found for the total magnetic dipole moment m against the definition of M as its volume-density. (b) Express B(o and H) on the axis, inside and outside the magnet, in terms of M, I , a, and乙Draw...
Question 3 A long solenoid with n turns per unit length of current I is wrapped around a cylindri...
Question 3 A long solenoid with n turns per unit length of current I is wrapped around a cylindrical magnetic core of permeability μ μ0Hm The cylindrical core, extending along the z-axis, has radius α n turns per unit length, current I per turn Magnetic material of μ (a) If the solenoid is considered as infinite in length, it can be shown that the magnetic field, expressed in cylindrical coordinates, is: r> a Apply Ampere's law, using the rectangular path...
2. A cylindrical structure with infinite length is positioned as shown in the figure below; where...
2. A cylindrical structure with infinite length is positioned as shown in the figure below; where the z-axis is out of the paper. The shaded regions are made of a semiconducting material (there is no metal in this structure). The area between the two shaded regions is filled with air. The current density in each region is: b. J2(A/m) for B s T SA Find the magnetic field in regions 1, 2, 3, and 4 123 4 BC
2. A...
line charge 4. A cylindrical shell has inner radius a and outer radius b and is...
line charge 4. A cylindrical shell has inner radius a and outer radius b and is length L. The shell has uniform, charge density ρ. a. Find the electric field not near the ends in all 3 regions. b. (Not Required) A line of charge has total charge Q and length L and is at the middle of a cylindrical shell, along its axis. Find the electric field again in all three regions.
16. A bar of an iron -silicon alloy having the B-H behavior shown in the Figure...
16. A bar of an iron -silicon alloy having the B-H behavior shown in the Figure is inserted within a coil of wire 0.40 m long and having 50 turns, through which passes a current of 0.1 A. (a) What is the B field within this bar? (b) At this magnetic field, (i) What is the permeability?i) What is the relative permeability? (i What is the susceptibility? (iv) What is the magnetization? Magnetic field strength, H (oersteds) 0.2 0.4 0.6...
please solve it all the info are provide Problem 2 (20pts). Given a solenoid centered on...
please solve it all the info are provide
Problem 2 (20pts). Given a solenoid centered on the z-axis of length 1 m and radius of solenoid is r=a. The magnetic flux density inside the solenoid is: B(z,t) = -îz.sin(wt) (T). Find: Vtotal across the terminals of the solenoid. +Z = Vtotal Z=0 Problem 2 (20pts). Given a solenoid centered on the z-axis of length 1 m and radius of solenoid is r=a. The magnetic flux density inside the solenoid is:...
A long, cylindrical conductor of radius R carries a current I as shown in the figure...
A long, cylindrical conductor of radius R carries a current I as shown in the figure below. The current density), however, is not uniform over the cross-section of the conductor but is a function of the radius according to ) = 2br, where b is a constant. Find an expression for the magnetic field magnitude B at the following distances, measured from the axis. (Use the following variables as necessary: Mo, 11, 12, b, R.) (a) '1 <R B =...
A long, cylindrical conductor of radius R carries a current I as shown in the figure...
A long, cylindrical conductor of radius R carries a current I as shown in the figure below. The current density J, however, is not uniform over the cross-section of the conductor but is function of the radius according to J = 5br^2, where b is a constant. Find an expression for the magnetic field magnitude B at the following distances, measured from the axis. (Use the following variables as necessary: mu_0, r_1, r_2, b, R.) r_i < R r_2 >...
Concentric Cylindrical Conducting Shells 1 An infiinitely long solid conducting cylindrical shell of radius a =...
Concentric Cylindrical Conducting Shells
1
An infiinitely long solid conducting cylindrical shell of radius
a = 4.8 cm and negligible thickness is positioned with its symmetry
axis along the z-axis as shown. The shell is charged, having a
linear charge density ?inner = -0.35 ?C/m. Concentric
with the shell is another cylindrical conducting shell of inner
radius b = 17.1 cm, and outer radius c = 21.1 cm. This conducting
shell has a linear charge density ? outer =
0.35?C/m....
I. Determine the magnetic flux density on the axis of uniformly magnetized circular cylinder of a magnetic material. The cylinder has a radius b, length L, axial magnetization M-zMo, and is centered on the z axis. 2. Sketch the magnetic flux lines both inside and outside a cylindrical bar magnet as defined in the previous problem. Additionally, investigate the relationship between B and H inside and outside the magnet.
3. A cylindrical bar magnet has radius a and finite length 2, centered at the origin; it has uniform axial magnetization M. (a) Detail the correspondence with the solenoid in HW 5, #3: Evaluate the magnetzation surface-current density i and check the value found for the total magnetic dipole moment m against the definition of M as its volume-density. (b) Express B(o and H) on the axis, inside and outside the magnet, in terms of M, I , a, and乙Draw...
Question 3 A long solenoid with n turns per unit length of current I is wrapped around a cylindrical magnetic core of permeability μ μ0Hm The cylindrical core, extending along the z-axis, has radius α n turns per unit length, current I per turn Magnetic material of μ (a) If the solenoid is considered as infinite in length, it can be shown that the magnetic field, expressed in cylindrical coordinates, is: r> a Apply Ampere's law, using the rectangular path...
2. A cylindrical structure with infinite length is positioned as shown in the figure below; where the z-axis is out of the paper. The shaded regions are made of a semiconducting material (there is no metal in this structure). The area between the two shaded regions is filled with air. The current density in each region is: b. J2(A/m) for B s T SA Find the magnetic field in regions 1, 2, 3, and 4 123 4 BC
2. A...
line charge 4. A cylindrical shell has inner radius a and outer radius b and is length L. The shell has uniform, charge density ρ. a. Find the electric field not near the ends in all 3 regions. b. (Not Required) A line of charge has total charge Q and length L and is at the middle of a cylindrical shell, along its axis. Find the electric field again in all three regions.
16. A bar of an iron -silicon alloy having the B-H behavior shown in the Figure is inserted within a coil of wire 0.40 m long and having 50 turns, through which passes a current of 0.1 A. (a) What is the B field within this bar? (b) At this magnetic field, (i) What is the permeability?i) What is the relative permeability? (i What is the susceptibility? (iv) What is the magnetization? Magnetic field strength, H (oersteds) 0.2 0.4 0.6...
please solve it all the info are provide
Problem 2 (20pts). Given a solenoid centered on the z-axis of length 1 m and radius of solenoid is r=a. The magnetic flux density inside the solenoid is: B(z,t) = -îz.sin(wt) (T). Find: Vtotal across the terminals of the solenoid. +Z = Vtotal Z=0 Problem 2 (20pts). Given a solenoid centered on the z-axis of length 1 m and radius of solenoid is r=a. The magnetic flux density inside the solenoid is:...
A long, cylindrical conductor of radius R carries a current I as shown in the figure below. The current density), however, is not uniform over the cross-section of the conductor but is a function of the radius according to ) = 2br, where b is a constant. Find an expression for the magnetic field magnitude B at the following distances, measured from the axis. (Use the following variables as necessary: Mo, 11, 12, b, R.) (a) '1 <R B =...
A long, cylindrical conductor of radius R carries a current I as shown in the figure below. The current density J, however, is not uniform over the cross-section of the conductor but is function of the radius according to J = 5br^2, where b is a constant. Find an expression for the magnetic field magnitude B at the following distances, measured from the axis. (Use the following variables as necessary: mu_0, r_1, r_2, b, R.) r_i < R r_2 >...
Concentric Cylindrical Conducting Shells
1
An infiinitely long solid conducting cylindrical shell of radius
a = 4.8 cm and negligible thickness is positioned with its symmetry
axis along the z-axis as shown. The shell is charged, having a
linear charge density ?inner = -0.35 ?C/m. Concentric
with the shell is another cylindrical conducting shell of inner
radius b = 17.1 cm, and outer radius c = 21.1 cm. This conducting
shell has a linear charge density ? outer =
0.35?C/m....
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