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A ,-(art 2ây-3àz)/7. If H,-10Uz + ау+ 12àz A/m and H2 H2xUz _ 5ay +4az A/m....
Consider two regions separated by the plane defined by f(r,y, )-2r 3y -4z1 as described in...
Consider two regions separated by the plane defined by f(r,y, )-2r 3y -4z1 as described in the following Region l: f(z, y, z) > 1.Hr,-2. Hi = a,50-as,30 + a,20 (A/m). Region 2: f(x, y, z) < 1.42 = 5. (a) Find the normal component of Hi (b) Find the tangential component of Hi (e) Find the tangential component of H2. (d) Find the normal component of H2 (e) Determine the angle 1 between Hi and the unit normal vector...
Q1. Let us assume that u = H, = 4 4H / m in region 1...
Q1. Let us assume that u = H, = 4 4H / m in region 1 where z>0, whereas u = x2 = 7 uH /m in region 2 where z<0. Moreover, let surface current density K = 80 x on the interface z=0. The magnetic field in region 1 is given as B = 2 x-3 y + z ml. Calculate the magnetic field B2 in region2 using boundary conditions. Q2. Calculate the mutual conductance between two coaxial solenoids...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay –...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay – 4az are perpendicular to each other. Q3/B Answer the questions with True on the right phrase and false on the wrong phrase with correct the wrong if you found it. Answer five only 1. – sin Ø Is the result of dot product for unit vectors ā, dotāz. 2. Vector field that each point in its region is described by a magnitude as well...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay –...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay – 4az are perpendicular to each other. Q3/B Answer the questions with True on the right phrase and false on the wrong phrase with correct the wrong if you found it. Answer five only 1. – sin Ø Is the result of dot product for unit vectors ā, dotāz. 2. Vector field that each point in its region is described by a magnitude as well...
Answer number 2 using the given hints. Thanks 1. For the given capacitor, there are conducting...
Answer number 2 using the given hints. Thanks
1. For the given capacitor, there are conducting plates at z = 0 and 2 = 3d. Between the plates, there are 3 layers of insulators: 2 free space regions and one dielectric with permittivity e. The electric field in Region 1 is E = - a, (V/m), where Ps is the surface charge density on the top plate ( = 30). The surface area of each plate is A. (a) What...
3-28. A very long, nonmagnetic conductor (,-) of radius a carries the static current I as shown. ...
3-28. A very long, nonmagnetic conductor (,-) of radius a carries the static current I as shown. The conductor is surrounded by a cylindrical sleeve of nonconducting magnetic material with a thickness extending from ρ-; a top-b and the permeability μ. The surrounding region is air. (a) Make use of symmetry and Ampère's law (3-66) to find H and B in the three regions (Label the closed lines employed in the proof, depicting H in the proper sense on each...
ou need to show your work clearly and with good detail the boundary between two dielectrics...
ou need to show your work clearly and with good detail the boundary between two dielectrics we know the following V E-5 +p-fi V E-512p-fi m a) (5 points) What can you say about the boundary looking at the above, what information can you find about the interface between the two regions? b) (5 points) If region 1 is air and region 2 is a material with relative permittivity of 2.5 Eo do you think there is a surface charge...
Two infinite and parallel sheets of charge have the same surface charge density sigma C/m^2. What...
Two infinite and parallel sheets of charge have the same surface charge density sigma C/m^2. What is the field in the region between the sheets and in the regions not between the sheets?
The - a magnetic field intensity in the - region xxo, assumed to be free space,...
The - a magnetic field intensity in the - region xxo, assumed to be free space, is given Ai = 4 årt sây+ 328 Alm. In the region xco, assumed to be occupied by material with relative permeability M, the magnetic field intensity is Ar= 2ax +3ây +4 az Alm. Determine My and the surface current density at the boundary between the two regions.
The figure shows an element of soil at the interface between two dry sand layers on a a-32° slope...
The figure shows an element of soil at the interface between two dry sand layers on a a-32° slope The interface is d=7 m below the ground surface and ror both sand layers the friction angle is φ=30, and Ko= 0.41 Assume that the shear stress is zero on both the vertical and horizontal planes. Va1 (dry unit weight of sand layer 1) - 19 kN/m3 Ys2 (dry unit weight of sand layer 2) 20 kN/m Dry Sand (Yai Dry...
Consider two regions separated by the plane defined by f(r,y, )-2r 3y -4z1 as described in the following Region l: f(z, y, z) > 1.Hr,-2. Hi = a,50-as,30 + a,20 (A/m). Region 2: f(x, y, z) < 1.42 = 5. (a) Find the normal component of Hi (b) Find the tangential component of Hi (e) Find the tangential component of H2. (d) Find the normal component of H2 (e) Determine the angle 1 between Hi and the unit normal vector...
Q1. Let us assume that u = H, = 4 4H / m in region 1 where z>0, whereas u = x2 = 7 uH /m in region 2 where z<0. Moreover, let surface current density K = 80 x on the interface z=0. The magnetic field in region 1 is given as B = 2 x-3 y + z ml. Calculate the magnetic field B2 in region2 using boundary conditions. Q2. Calculate the mutual conductance between two coaxial solenoids...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay – 4az are perpendicular to each other. Q3/B Answer the questions with True on the right phrase and false on the wrong phrase with correct the wrong if you found it. Answer five only 1. – sin Ø Is the result of dot product for unit vectors ā, dotāz. 2. Vector field that each point in its region is described by a magnitude as well...
Q3/A Prove that Ā = 4ax – 2ay – az, B = ax + 4ay – 4az are perpendicular to each other. Q3/B Answer the questions with True on the right phrase and false on the wrong phrase with correct the wrong if you found it. Answer five only 1. – sin Ø Is the result of dot product for unit vectors ā, dotāz. 2. Vector field that each point in its region is described by a magnitude as well...
Answer number 2 using the given hints. Thanks
1. For the given capacitor, there are conducting plates at z = 0 and 2 = 3d. Between the plates, there are 3 layers of insulators: 2 free space regions and one dielectric with permittivity e. The electric field in Region 1 is E = - a, (V/m), where Ps is the surface charge density on the top plate ( = 30). The surface area of each plate is A. (a) What...
3-28. A very long, nonmagnetic conductor (,-) of radius a carries the static current I as shown. The conductor is surrounded by a cylindrical sleeve of nonconducting magnetic material with a thickness extending from ρ-; a top-b and the permeability μ. The surrounding region is air. (a) Make use of symmetry and Ampère's law (3-66) to find H and B in the three regions (Label the closed lines employed in the proof, depicting H in the proper sense on each...
ou need to show your work clearly and with good detail the boundary between two dielectrics we know the following V E-5 +p-fi V E-512p-fi m a) (5 points) What can you say about the boundary looking at the above, what information can you find about the interface between the two regions? b) (5 points) If region 1 is air and region 2 is a material with relative permittivity of 2.5 Eo do you think there is a surface charge...
Two infinite and parallel sheets of charge have the same surface charge density sigma C/m^2. What is the field in the region between the sheets and in the regions not between the sheets?
The - a magnetic field intensity in the - region xxo, assumed to be free space, is given Ai = 4 årt sây+ 328 Alm. In the region xco, assumed to be occupied by material with relative permeability M, the magnetic field intensity is Ar= 2ax +3ây +4 az Alm. Determine My and the surface current density at the boundary between the two regions.
The figure shows an element of soil at the interface between two dry sand layers on a a-32° slope The interface is d=7 m below the ground surface and ror both sand layers the friction angle is φ=30, and Ko= 0.41 Assume that the shear stress is zero on both the vertical and horizontal planes. Va1 (dry unit weight of sand layer 1) - 19 kN/m3 Ys2 (dry unit weight of sand layer 2) 20 kN/m Dry Sand (Yai Dry...
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