An infinite long filament 1 carries a large current I1 flowing on z axis, in z direction. Another short filament 2 (on y axis) is from (0, 2, 0) to (0, 3, 0), carrying a very small current l2 flowing in y direction. Calculate the magnetic force on filament 2.
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- A long straight wire carries 4A out of the page as pictured. A -10 µC particle, 2cm away from the current, travels upwards at a speed v = 2x106 m/s. (a) Calculate the magnetic field B, in components, at the location of the charge. (b) Calculate the magnetic force (vector) on the particle. a WA long, straight wire lies on a horizontal table in the xy-plane and carries a currentof 1.20 μA in the positive x-direction along the x-axis. A proton is traveling in the negativex-direction at speed 2.3 × 104 m/s a distance d above the wire (i.e. z = d). (a) What is the direction of the magnetic field of the wire at the position of the proton?(b) What is the direction of the magnetic force acting on the proton?A conductive wire is arranged on the surface of the cube whose sides are 40 cm as shown. The wire is in the same magnetic field B = 0.02 T j. If the conductor is energized by an electric current I = 4 A in the direction shown in the picture, determine the vector of the magnetic force experienced by each piece of wire.
- What is the magnetic field at the origin due to a 2 m radius semicircular piece of wire carrying 4 amps. The wire is in the x-y plane and carries current from x=-3 m, through y=4m, and to x = 5 m. (It is the positive y half of a circle centered at the origin.)Chapter 28, Problem 018 GO In the figure, a particle moves along a circle in a region of uniform magnetic field of magnitude B = 4.5 mT. The particle is either a proton or an electron (you must decide which). It experiences a magnetic force of magnitude 2.8 × 10-15 N. What are (a) the particle's speed, (b) the radius of the circle, and (c) the period of the motion? O Chapter 28, Problem 020 An electron is accelerated from rest through potential difference V and then enters a region of uniform magnetic field, where it undergoes uniform circular motion. The figure gives the radius r of that motion versus V¹/2. The vertical axis scale is set by rs= 4.0 mm, and the horizontal axis scale is set by V₁¹/2= 32.9 V¹/2. What is the magnitude of the magnetic field? (աա) 0 1/2 (1/2)Can someone help ASAP
- An infinitely long wire carries a current of I = 160 A. Consider a circle with a radius r and centered on the wire. Determine the magnitude of the magnetic field B at points along the circle in terms of I and r.An infinitely long line carries uniform current I out of the page. Find the magnetic force on a particle of charge Q located a distance L directly above the line moving to the right with speed V*. QV*Hol zero QV+Hol/(2лL) OQV-Hol/(2πL) OQV-Hol/(2πL) out of the page out of the page into the page