given
l = 40 cm = 0.4 m
I = 20 A
y = 15 cm = 0.15 m
at point P, B = ?
we know,
B = (mue*I/(4*pi*y))*(cos(theta)) (here theta is the angle mae by the wire with +x axis)
= (mue*I/(4*pi*y))*(L/sqrt(L^2+y^2))
= (4*pi*10^-7*20/(4*pi*0.15))*(0.4/sqrt(0.4^2 + 0.15^2))
= 1.25*10^-5 T (out of the page)
A rigid wire 40,000 cm long carries a current of 20.00 amps to the right. Determine...
A long straight wire lies along the x axis carries a current of 15 amps in the position x direction. A second long straight wire lies parallel to the first and carries a current of 20 amps in the negative x direction. They are separated by a distance of 7.00 cm. What is the direction and magnitude of the resultant. magnetic field at a point in the xy plane 4 cm. from the first wire and 3 cm from the second?
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.
641 54 (4,2). An infinitely long wire carries a current of 5.0 A along the x-axis and another infinitely long wire carries a 6.0 A current along the y-axis as shown in the figure. What is the magnitude of the resulting magnetic field at the point P, located at x = 4.0 m and y-2.0m? 0.10 HT O 0.20 T O 0.30 MT O 0.58 UT O 0.80 LT
2. An infinitely long wire carries a current 1-10A. A 5-turn loop of radius a = 2 cm is placed with its center at a distance d = 5 cm from the wire. The wire and the loop all lie in the same plane. (a) Find the magnetic field intensity at the center of the loop due to the current in the long wire alone. (b) Estimate the mutual inductance of the wire and the loop (c) What should be...
A long straight wire sits on the z-axis and carries a current of 2.92 amps in the positive z direction. A uniform external magnetic field of 8.08 T points in a direction that makes an angle of 39.5 degrees with the wire. Find the magnitude of the force on the section of wire that runs from z = 0 m to z = 6.79 m. Answer in units of N.
A long straight wire parallel to the y-axis carries a current of I1 = 3.6 A in the -y-direction crosses the x-axis at a point that is 12.0 cm to the left of the origin. Another long straight wire that is 8.40 cm to the right of the origin on the x-axis carries a current of I2 = 4.2 into the page. a) What is the net magnetic field (magnitude and direction) produced by these currents at the origin? b)...
A long, straight wire of radius 10 cm carries a steady current l=10 A that is uniformly distributed through the cross-section of the wire. If the magnetic field inside the conductor at point Pis B=4*10-61.what is the distance of the point P from the center of the wire. p Lütfen birini seçin: O a. 1 cm O b. 2 cm O c. 3 cm O d. 10 cm
4. The wire shown in Fig. below is infinitely long and carries a current I. Calculate the magnitude and direction of the magnetic field that this current produces at point P. (Use Ampere's law)
A long, straight wire carries a current of 1.7 A in the +z direction and lies along the line x = +3.0 cm, y = 0. A second such wire carries a current of 1.7 A in the +z direction and lies along the line x = -3.0 cm, y = 0. Find (a) the magnetic field at a point P on the y axis at y = 6.0 cm (-9.1 x 10-6 T i) and (b) the force between...
a) a horizontal long straight wire carries a current of I1= 8A from left to right. The wire is tangential to a circular loop of wire of Radius R= .03 m lying immediately below it. The loop carries a current of l2= 2A in the counter clockwise direction. Assuming that the thickness of the wires are negligible, find the magnitude and direction of the net magnetic field at the center of the circular loop b) a second long wire also...