An infinite straight wire AB carries a filamentary current I shown in the Figure 1. The...

   

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An infinite straight wire AB carries a filamentary current I shown in the Figure 1. The vector H (shown in Figure 1) at the point P is given by the formula below: H (cos α₂ - cos α₁)a 4Tr Find H at (-3, 4, 0) due to the current I shown in Figure 2. B di 14 A a a₁ R Figure 1. H (into the page) I= 1A I=1A To Figure 2. P(-3, 4,0) An infinite straight wire AB carries a filamentary current I shown in the Figure 1. The vector H (shown in Figure 1) at the point P is given by the formula below: H (cos α₂ - cos α₁)a 4Tr Find H at (-3, 4, 0) due to the current I shown in Figure 2. B di 14 A a a₁ R Figure 1. H (into the page) I= 1A I=1A To Figure 2. P(-3, 4,0)

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Solution Find H at point p340 we need to find the values of r 1 2 and ... View the full answer