Two parallel conductor rails with negligible resistance are connected at one end by a resistance resistor R=1.40 Ω, as shown in the figure. The rails are placed in an upwardly directed magnetic field B= 5.00 T , which is perpendicular to the plane of the rails. This magnetic field is uniform and independent of time. The distance between the rails is l= 0.20 m. A conductor bar slides without friction on the top of the two rails at a constant speed v= 2.00 m/s . Use Faraday's law of induction to calculate the induced current in the busbar.
Two parallel conductor rails with negligible resistance are connected at one end by a resistance resistor...
Two metal rods, vertically placed and separated, are joined at
the top.
a distance of l = 50cm. The whole, whose resistance is
considered contempt-
It is placed within a uniform magnetic field of flow density B
= 0.01kT perpendicular to the plane defined by the rods. By them,
it slides downwards with constant speed of v = 1jm / s, without
friction and without interrupting the contact, a bar AB whose mass
is m = 1g. Determine the resistance...
Two parallel conducting rails with negligible resistance are connected at one end by a resistor of resistance R, as shown in the figure. The rails are placed in a magnetic field Bext, which is perpendicular to the plane of the rails. This magnetic field is uniform and time independent. The distance between the rails is f. A conducting rod slides without friction on top of the two rails at constant velocity v . Three-dimensional view ext ind Top view Bext...
Two parallel rails with negligible resistance are 11.0 cm apart
and are connected by a resistor of resistance
R3 = 5.00 Ω.
The circuit also contains two metal rods having resistances
of
R1 = 13.5 Ω
and
R2 = 15.0 Ω
sliding along the rails (see figure). The rods are pulled away
from the resistor at constant speeds of
v1 = 4.00 m/s
and
v2 = 2.00 m/s,
respectively. A uniform magnetic field of magnitude
B = 0.0100 T
is...
Two parallel rails with negligible resistance are 1.00E-1m apart
and are connected by a 3.90Ω resistor. The circuit also contains
two metal rods having resistances of R1=10.70Ω and R2=14.50Ω
sliding along the rails (see figure). The rods are pulled away from
the resistor at constant speeds v1=4.00m/s and v2=2.00m/s,
respectively. A uniform magnetic field of magnitude 0.0100T is
applied perpendicular to the plane of the rails. Determine the
current in the 3.90ohm resistor.
B R E R R,
Two parallel rails with negligible resistance are 1.00E-1m apart and are connected by a 3.1022 resistor. The circuit also contains two metal rods having resistances of R1=8.0022 and R2=18.202 sliding along the rails (see figure). The rods are pulled away from the resistor at constant speeds V1=4.00m/s and v2=2.00m/s, respectively. A uniform magnetic field of magnitude 0.0100T is applied perpendicular to the plane of the rails. Determine the current in the 3.10ohm resistor. Submit Answer Tries 0/10 V1 E V2...
Two parallel rails with negligible resistance are 10.0 cm apart and are connected by a resistor of resistance R3 5.00 12. The circuit also contains two metal rods having resistances of R1 = 10.0 12 and R2 15.0 2 sliding along the rails (see figure). The rods are pulled away from the resistor at constant speeds of V1 = 4.00 m/s and V2 = 2.00 m/s, respectively. A uniform magnetic field of magnitude B = 0.0100 T is applied perpendicular...
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Two parallel rails having negligible resistance are connected by a resistor. The circuit also contains two metals rods with resistance, one with moving to the left and the other moving to the right. At t = 0 seconds the rods are 5 cm from the 6 ohm resistor. The rods are sliding along the rails and moving away from the 6 ohm resistor ar constant velocities as shown in figure below. A uniform magnetic field is...
Two parallel conducting rails with negligible resistance are
41.0 cm apart and are connected together at one end by an
18.8Ω resistor. A conducting bar, also with negligible
resistance, is free to slide along the rails. The system is in a
region where a 315 mT magnetic field points perpendicular to
the plane of the rails, as shown in (Figure 1). If the bar is
pulled along the rails at 5.69 m/s, what's the current in the
circuit comprising the...