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- 10e0.41i = find the rectangular formSolve for y(1.5) using Euler's Method or Runge-Kutta given the equationMatch the load, ZL = 300 + j600 ῼ to the line with Zo = 400 ῼ using a short-circuited shunt stub. If this match is true for a frequency 500 MHz, find the new SWR if frequency is changed to 350 MHz.
- Draw the phasor diagram of π (pi) model transmission linedetermine the displacement vector Rab5/ A distortion less line has a characteristic impedance of Z0 = 75Ω and a Phase constant of 7 rad/m. The line has a Resistance of 1.2 Ω/m and a Conductance of 300 μS/m. Find the Inductance and the Capacitance at 100 Mhz.
- Given the AC Bridge, determine the phase angle of Z4 (in °), if the values of other impedances are: z1 = 39 ∠26° kΩ z2 = 16 ∠9° kΩ z3 = 18 ∠5° kΩRF Electromagnetics: Suppose that you have a transmission line where Z1 = 100 ohms and the load impedance is 50 + 60j. Create an LC matching network between the transmission line where Z1 = 100 ohms and the load impedance. Verify that the impedance is matched by calculating row = (Z_L - Zo)/(Z_L + Zo). The frequency is 500 MHzsolve for ZL and maximum power transfer to ZL