Please explain your answer. Problem 1: 20 Points A loop of wire has a 90 bend in it, creating two sermicircles of current with point P as the center point for both semicirles. Both semicircles have a...
Please explain your answer. Problem 1: 20 Points A loop of wire has a 90 bend in it, creating two sermicircles of current with point P as the center point for both semicirles. Both semicircles have a radius a and the same current I is flowing through the whole sysI tem a) Define a Coordinate System, then define and 1๕สึ for one semicircle of the wire if the point we care about is at point P using the magnetic fleld...
A loop of wire is in the shape of two concentric semicircles as shown. (Figure 1) The inner circle has radius a; the outer circle has radius b. A current I flows clockwise through the outer wire and counterclockwise through the inner wire. What is the direction of the magnetic field at the center of the semicircles? Question 4 A loop of wire is in the shape of two concentric semicircles as shown. (Eigure 1) The inner circle has radius...
PLEASE ANSWER THIS FAST! Example 22.6 Magnetic Field on the Axis of a Circular Current Loop Consider a circular wire loop of radius a located in the yz plane and carrying a steady current I as in the figure below. Calculate the magnetic field at an axial point Pa distance x from the center of the loop SOLVE IT dB dB . Conceptualize The figure shows the magnetic field contribution dB at P due to a single current element at...
Please explain your answer. Solenoid2 Solenoid 1 Problem 2: 20 Points radiuses RI & R2. Both have the same loop density n, but different currents I and I2 traveling in the direction indicated in the diagram You may treat the Solenoids as infinite in length, and the wire as extremely thin. a) Use symmetry to identify the direction of the magnetic fleld and the measurements it's dependent upon b) Draw all amperian loops needed to find B for all regions...