CP CALC A rectangular loop with width L and a slide wire with mass m are as shown in Fig. P29.61 . A uniform magnetic field B → is directed perpendicular to the plane of the loop into the plane of the figure. The slide wire is given an initial speed of ʋ 0 and then released. There is no friction between the slide wire and the loop, and the resistance of the loop is negligible in comparison to the resistance R of the slide wire. (a) Obtain an expression for F , the magnitude of the force exerted on the wire while it is moving at speed ʋ . (b) Show that the distance x that the wire moves before coming to rest is x = mv 0 R / L 2 B 2 . Figure P29.61
CP CALC A rectangular loop with width L and a slide wire with mass m are as shown in Fig. P29.61 . A uniform magnetic field B → is directed perpendicular to the plane of the loop into the plane of the figure. The slide wire is given an initial speed of ʋ 0 and then released. There is no friction between the slide wire and the loop, and the resistance of the loop is negligible in comparison to the resistance R of the slide wire. (a) Obtain an expression for F , the magnitude of the force exerted on the wire while it is moving at speed ʋ . (b) Show that the distance x that the wire moves before coming to rest is x = mv 0 R / L 2 B 2 . Figure P29.61
CP CALC A rectangular loop with width L and a slide wire with mass m are as shown in Fig. P29.61. A uniform magnetic field
B
→
is directed perpendicular to the plane of the loop into the plane of the figure. The slide wire is given an initial speed of ʋ0 and then released. There is no friction between the slide wire and the loop, and the resistance of the loop is negligible in comparison to the resistance R of the slide wire. (a) Obtain an expression for F, the magnitude of the force exerted on the wire while it is moving at speed ʋ. (b) Show that the distance x that the wire moves before coming to rest is x = mv0R/L2B2.
Using the 95% Margin of Error (Confidence Level) values for the Experimental Acceleration due to Gravity determine the % error.= (abs value(A-E)/A)x Show calculations. MOE +- 1.84 m/s^2 --> interval 8.89,12.57 m/s^2
Chapter 29 Solutions
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