Answered: 1- An earth station is located at… | bartleby

Related questions

Question

1- An earth station is located at Houston, Texas, that has a longitude of 99.5°
and altitude of 29.5° north. The satellite of interest is Satcom V. Determine
the look angles for the earth station antenna.

Expert Solution

Trending now

This is a popular solution!

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

1-
1. Based on the material properties shown in the table, draw and explain electric field distribution assuming AC (60 Hz) voltage. (clearly show the difference in refraction angle) U Material 1 E (Vacuum Permittivity) Er (Relative Permittivity) Y (Conductivity) d (Thickness) Material 1 Material 2 8.85 x 10-12 [F/m] 1 10-15 [S/m] 3 10-18 [S/m] 5 [mm] 1 [mm] Dielectric Strength U (Voltage) 3 [kV/mm] 40 [kV/mm] 20 [kV] Material 2 2. Based on the material properties shown in the table, draw and explain electric field distribution assuming DC (0 Hz) voltage. (clearly show the difference in refraction angle) U Material 1 Material 2
3.Which wavelength range does the green line of the mercury lamp belong to: 600-700 nm, 500-600 nm, or 400-500 nm, or 300-400nm?
In a radio interferometer with two dishes, the distance between the two dishes determines the a. magnifying power b. light-gathering power. c. resolving power. d. level of interference from terrestrial radio sources. e. energy distribution.
The Hubble Space Telescope, orbiting above Earth’s atmosphere, eliminates the blurring effect of Earth’s atmosphere and permits the telescope to a. observe gamma rays. b. observe wavelengths from the near infrared to the near ultraviolet. c. receive radio wavelengths. d. transmit radar pulses that reflect off the surface of the moon.
1. Starting from its electric field componenets: E = E#0 Cos(wt + yx); Ey = Eyo cos(wt + Yy) derive the following general expression for polarization of light: %3D E E E, Ey cos 8 = sin? S Ex0 Eyo where 8 = 8, - 8p.
5. Assume an MRI scanner imaging 'H with the following specifications: Bo = 3.0 T. Assume that with the Z-gradient on, the magnetic field strength is B0 at location Z = Zc: a. With a bandwidth of 1500 Hz, what is the gradient strength (G2) that would allow us to image a slice with 0.75 mm thickness? b. Using the gradient calculated in (a), we need to acquire an MR slice with the same slice width and positioned at 2.5 cm above the Z. position (Z = Z. +2.5 cm). What is the required RF excitation pulse center frequency (in MHz) for the slice selection pulse?