The loop configuration in the figure below consists of two semicircles of inner radius rin4.5 cm and outer radius rout2 rin carrying a current 12=8 A. Calculate the magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho: using into the page as (-) direction and out of the page as (+) direction; hence enter a (-) sign for negative answers. Round your results to one decimal place. 12 Tout Tịn,

The loop configuration in the figure below consists of two semicircles of inner radius rin4.5 cm and outer radius rout2 rin carrying a current 12=8 A. Calculate the magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho: using into the page as (-) direction and out of the page as (+) direction; hence enter a (-) sign for negative answers. Round your results to one decimal place. 12 Tout Tịn,

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter29: Solid-state Electronics

Section: Chapter Questions

Problem 78A

See similar textbooks

Similar questions

A very long, straight current-carrying wire is bent at the middle two different ways, sothat it takes the shapes depicted in figures a) and b). Find the direction and magnitude of themagnetic field in both cases at the center C of the semicircle (of radius R = 10 cm), if the currentflowing in the wire is I = 2 A.
A long cylindrical write with a radius a and length L has a current density of J = jor3/2 clearly show how to derive the enclosed current density, the magnetic field inside (show amperian loop), and the magnetic field outside (show amperian loop)
Question 1) A cylinder with uniform surface current "K (A/m)", (rotating in the phi direction, is parallel to and centered on the z-axis. The cylinder is "L" meters long and has a radius of "a" meters. Compute the electric field at a heigh "4a" directly above the cylinder (this is on the z-axis).
1 Normal 1 No Spaci... Heading 1 Heading 2 Title Subtitle Subtle Paragraph Styles A vector Magnetic potential given by relation A=5p()k in cylindrical coordinates (u,, uo,k). find the electric field at the Cartesian coordinates (i, j,k)
Find the three (3) WORST errors on the FBD below and EXPLAIN how/why each is a problem. AL E N oimal Haynamic ·N ommal Pair Cdrog Ax2 V elocity 4.V F. imertial F -k.Ax magnetic V. elocity m T ension a) because b) because c) because
A charged particle is moving in a magnetic field of intensity 0.01T with a velocity of 107m/s in circular path of radius 0.7 cm. Find out the specific charge of the particle [e/m] I.
A toroidal solenoid with 200 turns of wire and a mean radiusof 3.0 cm carries a current of 0.3 A. The relative permeability of the coreis 100. (a) What is the magnetic field in the core? (b) What part of themagnetic field is due to atomic currents? diagram must be included if needed please
Application of Curl 2. Calculate the value of the vector current density: (a) in rectangular coordinates at PA(2, 3, 4) if H = x Zzay-y2xaz; Application of Stokes Theorem 3. Evaluate both sides of Stokes' theorem for the field H=6xyax-3y2ay A/m and the rectangular path around the region, 2 ≤x≤5, -1sy≤ 1,2=0. Let the positive direction of d5 be az
Can you please answer in details and asap!
I need answer ASAP If you solve it i will give you one big like
A very thin coire carrying current To is embedded cylindrical Current carrying cylinder of RADIUS R Current 210 is embedded Spread Cross- Sectional area 7.) FinD B(r) at point p inside the cylinder Cr₂R) a radia Distance from the center of the cylinder FO in a with the out evenly thorough its
R/ An electron ŷ moving în a circular orbit. Show thet the magnetic dipole moment generaded by the orbetal motion ý gwen by the relation et 京コー zMe c where i y the angular monentan th unit) f ĥ. Assume that the charge and d'istributed unformly along the or bet and egnore the Contribution From the intrinsic magreth dipde momeat - mass of the electron are