A linear current J flows along the z axis in its positive direction starting at z = −∞. At the point z = −R the current spreads and begins to ow uniformly along the sphere of radius R centered at the origin of the coordinates, then gather at the diametrically opposite point z = R and continues to ow along the z axis towards the point z = ∞. Find the magnetic eld everywhere in space.
A linear current J flows along the z axis in its positive direction starting at z...
Two parallel long (infinite for our purposes) wires are oriented
along the z-axis. The figure below shows the
(xy)-plane perpendicular to the wires, including
the positions where the wires cross this plane. The wires carry
some unknown electric currents I1 and
I2, which you need to find from a
single measurement of the magnetic field
B=Bxi
+
Byj
at point A, whose position in the plane is also indicated. We will
treat the currents algebraically: the current I
is positive...
A 1.50 m long straight wire lies along the z axis and carries a steady current in the +z direction. A uniform magnetic field exists everywhere in space and is given by B⃗→ = (3.00 i^ + 4.00 j^) T. If the field exerts a force on the wire of magnitude 60.0 N, find the current carried by the wire.
d at the origin and continues along the negative y axis. The current in the wire is (JA and flows in the positive x direction, then in the Consider a wire along the x axis and negative y direction. Calculate the magnitude of the magnetic field produced by the wire at the point (1.1). (Use Biot Savart law). The integra might be useful State your answer in terms of Ho i.e. set Ho 1 Answer The two wire parts contribute...
Two parallel long (infinite for our purposes) wires are oriented along the z- axis. The figure below shows the (xy)-plane perpendicular to the wires, including the positions where the wires cross this plane. The wires carry some unknown electric currents 11 and 12, which you need to find from a single measurement of the magnetic field B=By i + By j at point A, whose position in the plane is also indicated. We will treat the currents algebraically: the current...
A very long straight wire lies along the z axis and carries a current of 200 A in the positive z direction. What is the y component of the magnetic field that this wire produces at the point x = 3.00 m, y = 4.00 m, z = 0 (in μT)? BE CAREFUL-The common wrong answers are also listed. (A) 3.90 (B) 4.80 (C) 10.0 (D) 8.00 (E) 5.75 (F) 6.40
Two parallel long (infinite for our purposes) wires are oriented along the z-axis. The figure below shows the (xy)-plane perpendicular to the wires, including the positions where the wires cross this plane. The wires carry some unknown electric currents 11 and 12, which you need to find from a single measurement of the magnetic field B=Bx i + By j at point A, whose position in the plane is also indicated. We will treat the currents algebraically: the current I...
Two parallel long (infinite for our purposes) wires are oriented along the z-axis. The figure below shows the (xy)-plane perpendicular to the wires, including the positions where the wires cross this plane. The wires carry some unknown electric currents 11 and 12, which you need to find from a single measurement of the magnetic field B=By i + By j at point A, whose position in the plane is also indicated. We will treat the currents algebraically: the current I...
Two parallel long (infinite for our purposes) wires are oriented
along the z-axis. The figure below shows the
(xy)-plane perpendicular to the wires, including
the positions where the wires cross this plane. The wires carry
some unknown electric currents I1 and
I2, which you need to find from a
single measurement of the magnetic field
B=Bxi
+
Byj
at point A, whose position in the plane is also indicated. We will
treat the currents algebraically: the current I
is positive...
Two parallel long (infinite for our purposes) wires are oriented
along the z-axis. The figure below shows the
(xy)-plane perpendicular to the wires, including
the positions where the wires cross this plane. The wires carry
some unknown electric currents I1 and
I2, which you need to find from a
single measurement of the magnetic field
B=Bxi
+
Byj
at point A, whose position in the plane is also indicated. We will
treat the currents algebraically: the current I
is positive...
Two parallel long (infinite for our purposes) wires are oriented
along the z-axis. The figure below shows the
(xy)-plane perpendicular to the wires, including
the positions where the wires cross this plane. The wires carry
some unknown electric currents I1 and
I2, which you need to find from a
single measurement of the magnetic field
B=Bxi
+
Byj
at point A, whose position in the plane is also indicated. We will
treat the currents algebraically: the current I
is positive...