Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0,

Name: Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0, ?2 = 6?0. In the first region B1 = (10ax + 4ay - 3az)/20 T. Find (a) the flux density B2 and the ratio |B2 / B1|; (b) the angle between B1 and B2; (c) the energy densities in J/m³ in each material. [B2 = (10ax + 16ay - 12az)/20 T, 2/1; 36.87°; 5/(48?0)]
Uploaded: 2024-07-16T22:29:24-08:00
Duration: 2 min 4 s
Channel: Adi S
Description: Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0, ?2 = 6?0. In the first region B1 = (10ax + 4ay - 3az)/20 T. Find (a) the flux density B2 and the ratio |B2 / B1|; (b) the angle between B1 and B2; (c) the energy densities in J/m³ in each material. [B2 = (10ax + 16ay - 12az)/20 T, 2/1; 36.87°; 5/(48?0)]

Question

Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0, ?2 = 6?0. In the first region B1 = (10ax + 4ay - 3az)/20 T. Find (a) the flux density B2 and the ratio |B2 / B1|; (b) the angle between B1 and B2; (c) the energy densities in J/m³ in each material. [B2 = (10ax + 16ay - 12az)/20 T, 2/1; 36.87°; 5/(48?0)]

          Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0, ?2 = 6?0. In the first region B1 = (10ax + 4ay - 3az)/20 T. Find (a) the flux density B2 and the ratio |B2 / B1|; (b) the angle between B1 and B2; (c) the energy densities in J/m³ in each material. [B2 = (10ax + 16ay - 12az)/20 T, 2/1; 36.87°; 5/(48?0)]

Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, ?1 = 1.5?0 and for x > 0, ?2 = 6?0. In the first region B1 = (10ax + 4ay - 3az)/20 T. Find (a) the flux density B2 and the ratio |B2 / B1|; (b) the angle between B1 and B2; (c) the energy densities in J/m³ in each material. [B2 = (10ax + 16ay - 12az)/20 T, 2/1; 36.87°; 5/(48?0)]

Added by Brian M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

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Solved by Expert Adi S

07/16/2024

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Two materials 1, 2 have a boundary surface at x = 0 plane. For x < 0, B = 4I LSp and for x > 0, B = 6p. In the first region B = (0a, Aa, 3a) / 20T. Find (a) the flux density Bz and the ratio |Bz/ B| (b) the angle between B and Bz (c) the energy densities in J/m^3 in each material [Bz = (10a, + 16a, - 12a) / 20T, 2/1 = 36.870, 5/(48/)]