1) An infinitely long current filament of 2 A in the à, direction is parallel to...
Draw the direction lines of the magnetic field: a) of a filament of current I, infinitely long and straight lying on the axis of x, if current I, flows in the negative direction of the axis of x. b) a circular loop of current I, which lies in the x-y plane, if the current I flows in the clockwise direction.
Two infinitely long wires run parallel to the z axis. One wire passes through the point (x,y) = (h/2, 0) and carries a current of I A] in the z direction. The other wire passes through the point (x.y)- (-h/2,0) and carries a current-I [A] in the z direction. Calculate the magnetic field vector H(xy) [A/m] at any point in space. Express the answer in rectangular coordinates. Hint: Use superposition together with Ampere's law. Also, you might want to review...
Two infinitely long parallel wires carry current in -k direction the wire that intersect xy plane on the x-axis at x= -3m carries 20A of current. The second wire intersects xy plan at x=+3m and carries 40A. Find the y component of the total magnetic field on y axis at y =4 Find the force per meter
An infinitely long wire carries a current I along the +x direction. Determine the magnetic field for a point P located a distance y along the y-axis.
1. Two infinitely long parallel wires are situated at x = +1 meter along the x-axis as shown in the figure. They each carry a current of 1 ampere the wire on left out of page the wire on the right into page. A point P is located at y = 1 meter on the y-axis. a. Make a qualitative sketch labeling the magnetic field vector at point P from each wire, and the total magnetic field vector at point...
Problem 3: An infinitely long solid cylinder of radius 2 m along the z-axis carries a volume current density of in the z-Direction. An infinitely long current filament at y 5 m in the x-z plane carried a current of A in the -z direction. Find the force per unit length on the filament.
Two long, straight, parallel current-carrying wires are shown below. The wires are parallel to the (the +z-axis points out of the page). The current 3.2 A is flowing in the +2-direction (out of the page), while the current 12-3.2 A is flowing in the z-direction (into the page). The wire abov he origin passes through y- +3.0 cm, the wire below the origin passes through y- -3.0 cm, P is atx +4.0 cm. a) Find all thrce components of the...
1. (10 points) An infinitely long wire carrying a current of 22.0 A in the direction lies parallel to the y-axis and crosses the x-axis at x = 2.50 cm. A charge q 360 /am charge -3.10 C is traveling in the -y-direction at a speed of 3.60 m/s and crosses the axis at x-1.40 cm. A charge q: 4.30 C is traveling in the·y-direction at a speed of 4.70 m/s and crosses the x-axis at x 6.00 cm. The...
Consider an infinitely long straight wire with current I. Let's take the direction of the wire as the z-axis. Current is flowing in the positive z-direction. We already know the magnetic field. Find a vector potential for the case. Use the Coulomb gauge. 6. 7. For the example 1 of Chapter 6 in the textbook, obtain the magnetic field outside of the sphere. of a polarized object was the same as that of a bound volume charge pV. plus a...
Question-3 [25 Points] An infinitely long filamentary wire carries a current of 3 A in the +y-direction. a) [10 pts] Formulate and calculate the magnetic field flux density, B at P(6,8,12) b) [15 pts] Formulate and calculate the magnetic flux, Ø, through the loop described by where 1<p <5,-2<z< 2,9 = TT