An electron is moving east at 5x106 m/s. Determine the magnetic field from a point north east with a distance of 5cm.
Bˉ=μ04πqvsinθr3\bar{B}= \frac{\mu_0}{4 \pi} \frac{qvsin \theta}{r^3}Bˉ=4πμ0r3qvsinθ
Bˉ=1.2566∗10−64π1.60217662∗10−19∗5∗106∗sin45(0.05)3\bar{B}= \frac{1.2566 *10^{-6}}{4 \pi} \frac{1.60217662 *10^{-19}*5*10^6*sin45}{(0.05)^3}Bˉ=4π1.2566∗10−6(0.05)31.60217662∗10−19∗5∗106∗sin45
Bˉ=5.45303×10−16T\bar{B}=5.45303 \times 10^{-16} TBˉ=5.45303×10−16T
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