A coaxial cable is carrying a uniformly distributed current of 1 A in the inner conductor and -1 A in the outer conductor. The radius of the inner conductor is 6 cm and the radius of the outer conductor is 12
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- One thousand circular mils or 1 kcmil is sometimes designated by the abbreviation MCM75C. Data for commercial bare-aluminum electrical conductors lists a 60 Hz resistance of 0.0080 ohm per kilometer at for a 793-MCM AAC conductor. Determine the cross-sectional conducting area of this conductor in square meters. Find the 60 Hz resistance of this conductor in ohms per kilometer at 50C.The magnetic field intensities inside and outside of a long and smooth conductor with a cross section radius are as follows. Accordingly, find the current densities J inside and outside the conductor. (Hint: Use cylindrical coordinates)With respect to the diagram shown below develop an equation for magnetic field intensity of a currect carrying straight conductor extending from point A to point B, consider dl=dzaz in this case
- A cylindrical conductor of radius 1 cm has an internal magnetic field ? = ?0 (?2−?20.03) ?Φ ?/?Find the total current carried by the cylindrical conductor.The vector magnetic potential inside a conductive cylindrical conductor of radius b is given by A . H =?Supposed that a coaxial cable consists of a solid inner conductor of radius a, surrounded by a concentric cylindrical tube of inner radius b and outer radius c as shown below. We assume that the conductors are carrying an equal current I naught that is distributed equally into the cross-section but of different directions as indicated by the directions in the image above. Calculate the magnitude of magnetic field at a distance r from the axis, where: - rc Plot the magnitude of the magnetic field with respect to the distance r from the axis.
- A 2a-part piece of wire was removed from the middle area of my upper edge, consisting of rectangular conductive wires with a long edge of 10a and a short edge of 4a, and replaced with a semicircular conductive wire with a radius. A constant I current passes through the closed ring in the way. What's the magnetic field vector at that point? (Get T=3).Besides the number of turns and the legth of active conductor, whit of the following is?are a factor which affects the amount of emf(voltage) induced in a coil? A) how fast the conductor is moving through the field(rate of incidence), B) the strength of the magtnetic field(flux density), C) the angle at which the conductor is cutting the magnetic field( angle of incidence), D) all of the above What is mean by genarator regulation? A) it is the percentage rise in terminal voltage from no-load to full-load, B) it is the percentage rise in terminal voltage full-load to no-load, C) it is the amount of control one has over the terminal voltage by way of the field excitation, D) none How are transformer components indetified? The algebraic symboly for the number of kilovolt-amperes on the load side of the transformer is_____. A) KVAh, B) KVAx, C) KVA-primary, D) KVA-secondary3. As shown in the figure, a current of 3D204 flows through a long U-shaped (hairpin)-shaped conductor made by bending the conductor in a semicircle with a radius of R = 100mm. Point 6 is the middle of the straight part, very far in a semicircle, and the straight part can be approximated as an infinity line. Find the (a) magnitude and (b) direction of B at point a, respectively, and (c) magnitude and (d) | Find each direction.
- Determine the capacitance of: (a) a 1-ft length of 35B/U coaxial cable,which has an inner conductor 0.1045 in. in diameter, a polyethylene dielectric(r = 2.26 from Table C.1), and an outer conductor that has an inner diameter of0.680 in.; (b) a conducting sphere of radius 2.5 mm, covered with a polyethylenelayer 2 mm thick, surrounded by a conducting sphere of radius 4.5 mm; (c) tworectangular conducting plates, 1 cm by 4 cm, with negligible thickness, betweenwhich are three sheets of dielectric, each 1 cm by 4 cm, and 0.1 mm thick, havingdielectric constants of 1.5, 2.5, and 6.Derive the formula for the internal inductance in H/m of a hollow conductor having inside radius r1 and outside radius r2 and also determine the expression for the inductance in H/m of a single-phase line consisting of the hollow conductors described above with conductors spaced a distance D apart.A round conductor has a radius and a total charge of 0.1 m and 20uC. If points A and B are 15 cm and 5 cm from the center of the conductor. If a test charge, q = 25mC, is to be moved from A to B, find the potential at A, electric potential energy at B, work done from moving the charge, and the rate of change (potential) due to to length in the conductor