question 6 please 5. ucta Using the results of the previous problem (7.4), derive the following self - inductance parame...
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 wire with thin insulative enamel coating), wrap 200 turns along a 10 cm length on a 1 cm diameter wooden dowel (μ μολ determine the inductance L f) Replace the wooden dowel with a 99.8% pure iron core( y-5000) of identical dimensions and recalculate L. Comment about the difference of the two core:s 6. Mutual-Inductance: Using the results of the previous problem (7.5), we now have a second solenoid of N2 turns wrapped concentrically with the first solenoid (N1 turns). Derive the following mutual-inductance parameters; a) The total flux φ 12 through one of the loops of circuit 2 b) Derive the flux linkage A12 between the two loops c) Divide this flux linkage A2 by 11 to get the mutual inductance M12 between the two coils d) Now for a fine magnet wire (copper wire with thin insulative enamel coating), wrap 200 turns for Ni and 100 turns for N2 along a 10 cm length on a 1 cm diameter wooden dowel (μ μο), determine the mutual inductance M12 e) Replace the wooden dowel with a 99.8% pure iron core (My-5000) of identical dimensions and recalculate M12. Comment about the difference of the two cores when calculating the mutual inductance
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 wire with thin insulative enamel coating), wrap 200 turns along a 10 cm length on a 1 cm diameter wooden dowel (μ μολ determine the inductance L f) Replace the wooden dowel with a 99.8% pure iron core( y-5000) of identical dimensions and recalculate L. Comment about the difference of the two core:s 6. Mutual-Inductance: Using the results of the previous problem (7.5), we now have a second solenoid of N2 turns wrapped concentrically with the first solenoid (N1 turns). Derive the following mutual-inductance parameters; a) The total flux φ 12 through one of the loops of circuit 2 b) Derive the flux linkage A12 between the two loops c) Divide this flux linkage A2 by 11 to get the mutual inductance M12 between the two coils d) Now for a fine magnet wire (copper wire with thin insulative enamel coating), wrap 200 turns for Ni and 100 turns for N2 along a 10 cm length on a 1 cm diameter wooden dowel (μ μο), determine the mutual inductance M12 e) Replace the wooden dowel with a 99.8% pure iron core (My-5000) of identical dimensions and recalculate M12. Comment about the difference of the two cores when calculating the mutual inductance