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Question 1: Calculate the self-inductance of: (a) 5 cm of coaxial cable with a- 0.4 mm...
Self-Inductance of a Coaxial Cable
Intro: A coaxial cable consists of alternating coaxial cylinders ofconducting and insulating material. Coaxial cabling is the primarytype of cabling used by the cabletelevision industry and is alsowidely used for computer networks such as Ethernet, on account ofits superior ability to transmit large volumes of electrical signalwithminimum distortion. Like all other kinds of cables, however,coaxial cables also have some self-inductance that has undesirableeffects, such as producing somedistortion and heating.Consider a long coaxial cable made of two coaxial cylindricalconductors that carry...
Calculate the self-inductance per unit length for a coaxial cable. As a model for the cable,...
Calculate the self-inductance per unit length for a coaxial cable. As a model for the cable, assume that current flows uniformly through a circular cross-section off radius R, and then returns along the surface of the cable (so that there is no magnetic field outside the cable). You can neglect the thin insulator that separates the current from the return current in your calculations.
question 6 please 5. ucta Using the results of the previous problem (7.4), derive the following self - inductance parame...
question 6 please
5. ucta Using the results of the previous problem (7.4), derive the following self - inductance parameters; a) The magnetic flux density B inside the solenoid of length h and magnetic material u on the interior b) The total flux Φ tot-J B-dS on the interior loop of a solenoid c) The flux linkage linking all of the loops of the structure d) The self-inductance L of the solenoid e) Now for a fine magnet wire (copper...
An air-filled cylindrical inductor with a inductance of 28 mH has 3300 turns. It is 2.8...
An air-filled cylindrical inductor with a inductance of 28 mH has 3300 turns. It is 2.8 cm in diameter. (a) What is its length? ____ cm (b) Assume a second cylindrical inductor with the same length and turns as the first, and a core filled with a material instead of air, but its diameter is 2.8 cm. If the second inductor has the same inductance as the first, what is the magnetic permeability of the material filling the second inductor...
Find the per unit length inductance of a coaxial cable having interior conductor of radius 'a'...
Find the per unit length inductance of a coaxial cable having interior conductor of radius 'a' and an outer radius 'b', it the currents that flows through the cable is ''I"
4. (2 PUNTOS)Inductance of coaxial cables: A coaxial cable as used in TV antennas has an...
4. (2 PUNTOS)Inductance of coaxial cables: A coaxial cable as used in TV antennas has an inner conductor which is 0.5 mm in diameter and an outer conductor 5 mm in diameter. The outer conductor is a very thin shell. • Calculate the total inductance per unit length of the cable. • What are the internal and external inductances per unit length? • What is the total inductance per unit length if you assume the inner conductor to be a...
A coaxial line with cylindrical symmetry as shown in cross section by Figure A1-1. It is...
A coaxial line with cylindrical symmetry as shown in cross section by Figure A1-1. It is constructed from a solid inner conductor of radius a, a hollow outer conductor of internal radiusb and is filled with a dielectric having relative permittivity & 2b 2a Figure A1-1: Cross section of a coaxial transmission line (a) Draw lines of electric and magnetic flux for a coaxial transmission line. (4 marks) (b) Use Gauss' Law and a relationship between electric field and voltage...
3. A coaxial cable has the inner conductor with radius of 0.8 mm and the outher...
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.
Please write legibly 3. Self Inductance of coax: Consider a coaxial cable which is an (infinitely)...
Please write legibly
3. Self Inductance of coax: Consider a coaxial cable which is an (infinitely) long wire of radius a, with given current flowing uniformly up it (so J(t)-I(t)/Ta2 goes uniformly through the wire) At the outside edge (r-a), there is an infinitesimally thin insulator, and just outside that, arn infinitesimally thin sheath that returns ALL the current, basically a surface current going down the opposite direction carrying a total -I(t) back down. Figure out the B field everywhere...
A coaxial cable, as shown in Figure 2, consists of an inner conductor of radius a,...
A coaxial cable, as shown in Figure 2, consists of an inner conductor of radius a, surrounded by an outer conductor of radius b, along the same axis. The space is filled with dielectric. The cable is connected to a power supply and it is deposited a charge of +Q uniformly along the length of the surface of the inner conductor and a charge - Q uniformly along the length of the inner surface of the outer conductor. No fields...
question 6 please
5. ucta Using the results of the previous problem (7.4), derive the following self - inductance parameters; a) The magnetic flux density B inside the solenoid of length h and magnetic material u on the interior b) The total flux Φ tot-J B-dS on the interior loop of a solenoid c) The flux linkage linking all of the loops of the structure d) The self-inductance L of the solenoid e) Now for a fine magnet wire (copper...
4. (2 PUNTOS)Inductance of coaxial cables: A coaxial cable as used in TV antennas has an inner conductor which is 0.5 mm in diameter and an outer conductor 5 mm in diameter. The outer conductor is a very thin shell. • Calculate the total inductance per unit length of the cable. • What are the internal and external inductances per unit length? • What is the total inductance per unit length if you assume the inner conductor to be a...
A coaxial line with cylindrical symmetry as shown in cross section by Figure A1-1. It is constructed from a solid inner conductor of radius a, a hollow outer conductor of internal radiusb and is filled with a dielectric having relative permittivity & 2b 2a Figure A1-1: Cross section of a coaxial transmission line (a) Draw lines of electric and magnetic flux for a coaxial transmission line. (4 marks) (b) Use Gauss' Law and a relationship between electric field and voltage...
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.
Please write legibly
3. Self Inductance of coax: Consider a coaxial cable which is an (infinitely) long wire of radius a, with given current flowing uniformly up it (so J(t)-I(t)/Ta2 goes uniformly through the wire) At the outside edge (r-a), there is an infinitesimally thin insulator, and just outside that, arn infinitesimally thin sheath that returns ALL the current, basically a surface current going down the opposite direction carrying a total -I(t) back down. Figure out the B field everywhere...
A coaxial cable, as shown in Figure 2, consists of an inner conductor of radius a, surrounded by an outer conductor of radius b, along the same axis. The space is filled with dielectric. The cable is connected to a power supply and it is deposited a charge of +Q uniformly along the length of the surface of the inner conductor and a charge - Q uniformly along the length of the inner surface of the outer conductor. No fields...
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