Question

Q1 A uniform plane wave in a lossy non magnetic medium has the electric field given by: $\vec{E}(x) = (10\hat{a}_y + 5\hat{a}_z)e^{-\gamma x}$ where $\gamma = \alpha + j\beta = 0.1 + j1.2$ Find the following quantities: (a) Time domain electric field $\vec{E}(x, t)$ (b) Magnitude of electric field at x=5m (c) Find loss suffered in dB at x=3m (d) Calculate Poynting vector expression in time domain (e) Calculate Poynting vector at x=3, t=T/4 (f) Calculate the average power flow density

          Q1 A uniform plane wave in a lossy non magnetic medium has the electric field given by:
$\vec{E}(x) = (10\hat{a}_y + 5\hat{a}_z)e^{-\gamma x}$ where $\gamma = \alpha + j\beta = 0.1 + j1.2$
Find the following quantities:
(a) Time domain electric field $\vec{E}(x, t)$
(b) Magnitude of electric field at x=5m
(c) Find loss suffered in dB at x=3m
(d) Calculate Poynting vector expression in time domain
(e) Calculate Poynting vector at x=3, t=T/4
(f) Calculate the average power flow density

Q1 A uniform plane wave in a lossy non magnetic medium has the electric field given by:
E⃗(x) = (10ây + 5âz)e^-γ x where γ = α + jβ = 0.1 + j1.2
Find the following quantities:
(a) Time domain electric field E⃗(x, t)
(b) Magnitude of electric field at x=5m
(c) Find loss suffered in dB at x=3m
(d) Calculate Poynting vector expression in time domain
(e) Calculate Poynting vector at x=3, t=T/4
(f) Calculate the average power flow density

Added by Carlos C.

Question

Please give Ace some feedback