All the parts has been solved and solution has been attached.
A coaxial cable, as shown in Figure 2, consists of an inner conductor of radius a,...
Problem 2: Consider a coaxial cable with an inner conductor radius of a and outer conductor radius of b. The region between the conductors is filled with a linear dielectric material that has a relative permittivity er (recall, ε = Er €0). A voltage V is applied to a length h of the cable, resulting in a free-charge of qf residing on the inner conductor and -9f residing on the outer conductor. Part a Determine the D, E, and P...
P25.5. Compare the loss in the inner conductor and outer conductor of a coaxial cable at 1 MHz. Assume the conductors are made of copper, that the cable is filled with a dielectric of permittivity er - 3, and that the dimensions are such that the inner conductor radiu:s a = 0.45 mm, and inner radius of the outer conductor b ae. The ratio of losses per unit length in the two conductors is: (a) 3.05. (b) 2.72. (c) 2.30....
The coaxial cable shown in the figure consists of a solid inner conductor of radius r 1 and a thin hollow outer conductor of radius r 2. The two conductors carry equal but opposite currents I, uniformly distributed. Find expressions for the strength of the B-field as a function of radial position r for a. Osrsri b.risrsrz c. r>r2 Inner conductor radius rı - - --- - - - ----- - Outer conductor
2 (15 points) A coaxial cable consists of a solid inner conductor of radius R. surrounded by a concentric cylindrical tube of inner radius R, and outer radius R, (see the figure). The conductors carry equal and opposite currents lo distributed uniformly across their cross sections. Let lo = 3.00 A, R = 0.60 mm, R 4.00 mm, and Ry -4.80 mm. Find B for (a) (10 points) 2.00 mm; (b) (5 points) = 5.00 mm
3. A coaxial cable has the inner conductor with radius of 0.8 mm and the outher conductor with inside radius of 3.00 mm and outside radius of 4.00mm. The space between the conductors is filled with material having 2.3 dielectric constant and 18.0x 106 V/m dielectric strength. Calculate the maximum potential difference this cable can withstand.
3. (20 points) A coaxial cable consists of a solid inner conductor of radius R, surrounded by a concentric cylindrical tube of inner radius R2 and outer radius R3 (see the figure). The conductors carry equal and opposite currents lo distributed uniformly across their cross sections. Let I 3.00 A, R 0.60 mm. R 4.00 mm, and R -4.80 mm. Find B for (a) (10 points)r 0.40 mm; (b) (10 points)r - 5.00 mm
2. (15 points) A coaxial cable consists of a solid inner conductor of radius R,, surrounded by a concentric cylindrical tube of inner radius R, and outer radius R (see the figure). The conductors carry equal and opposite currents lo distributed uniformly across their cross sections. Let l. = 3,00 A, R = 0.00 mm, R2 - 4.00 mm, and R, = 4.80 mm. Find B for (a) (10 points) r = 2.00 mm; (b) (5 points) 5.00 mm Jos.oon,...
2) Consider a coaxial cable with the outer conductor radius of 8 mm and inner conductor radius of 4 mm. Assume a 100 MHz signal. (a) Calculate the parameters R L' G and C" assuming that the conductors are Cu and the space between them is filled with a dielectric material of&r-3 and ơ-103 S/m. (b) From the parameters in (a) determine a, B, up and Zo for the line. (c) How far would a signal travel in this line...
The Baltic cable connects the power grids of Germany and Sweden beneath the Baltic sea. Assume the cross section of the cable looks as in the figure below. The coaxial cable has a cylindrical inner conductor, radius a and an outer conductor, radius b, with polyethylene (relative dielectric constant of 2.5; high dielectric breakdown strength) in between. The outer conductor is surrounded by a waterproof insulator (not shown). Assume that each conductor holds charge ±Q per unit length. 5. The...
This coaxial cable consists of a solid inner conductor of radius ?1 and a very thin outer conductor of radius ?2. The two cables carry equal currents ?, but in the opposite direction. The current density is uniformly distributed within each conductor. a) Find expressions for the magnetic field (B-field) in three regions: i) within the inner conductor ii) in the space between the conductors iii) outside the outer conductor. b) Draw a graph of B vrsus the cylindrical radius...