Two parallel metal rods form a plane inclined at 20.0° to the horizontal. The upper end of the rods are connected together by a resistor of 140.0 ?. The lower end of the rods are held in an electrically insulating block. They are separated horizontally by a distance of 20.0 cm. There is a uniform magnetic field of 0.100 T directed vertically upward. A metal bar of mass 0.10 g is sliding down the metal rods. What is the maximum speed of the bar? Assume: no frictional loss and that the rods are very long; g=9.81 m/s2.
Two parallel metal rods form a plane inclined at 20.0° to the horizontal. The upper end...
Two parallel metal rods form a plane inclined at 20.0° to the horizontal. The upper end of the rods are connected together by a resistor of 122.0 Ω. The lower end of the rods are held in an electrically insulating block. They are separated horizontally by a distance of 20.0 cm There is a uniform magnetic field of 0.100 T directed vertically upward. A metal bar of mass 0.10 g is sliding down the metal rods. What is the maximum...
A metal crossbar of mass m=1kg rides on a parallel pair of long horizontal conducting rails separated by a distance L=1m and connected to a device that supplies constant current I=1A to the circuit. The rails are frictionless but tilted upward so that they make an angle ?=30 with the horizontal. The magnetic field is directed vertically downward. What minimum value of B is needed to keep the bar from sliding down the rails? (Hint: consider the gravity of the...