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The Mariner 10 spacecraft used to explore the planet Mercury in 1974 used BPSK with
to transmit image data back to Earth (a distance of about 1.6 × 108 km). The spacecraft transmitter operated at 2.295 GHz, with an antenna gain of 27.6 dB and a carrier power of 16.8 W. The ground station had an antenna with a gain of 61.3 dB and an overall system noise temperature of 13.5 K. Find the maximum possible data rate
Two point charges, Q1 =30 C and Q2 =-100 C,are located at (2,0,5) m and (-1,0,-2) m, respectively. Find the force on Q1 and Q2.
Derive a sequential circuit with one input (w) and one output (z) using D flip flops that detects an input sequence of 101. Use a Moore model, and show all of your work including the state machine, state table, state assignment, state assignment t..
An amplifier has a voltage gain of 60 dB. If the input voltage to the amplifier is 1mV, what is the output voltage
What is Light Emitting Elements and Their Types ? Please Explain every Element and type .
The number of turns in primary and secondary of an ideal transformer are N1 = 50 turns and N2 = 400 turns. The primary winding is connected to a 120 - V, 60 Hz source with a source resistance of 50 Ω. The secondary winding is connected to a 1600 ..
A chemical engineer has developed a new chemical formularfor a fuel additive. He has written a textbook containing the formula. He has also started a new company to market his fuel additive, and has decided to use his initials as the company logo.
a closed conical tank with diameter of 1.50 and height of 3.00 m, sitting on its circular base has 1.00m depth of water. Suppose the tank is upside down and is made to stand vertically that way using some device.
Light traveling in air strikes on the core area of the fiber end surface at an angle is 34.5
solved java source code the size of the side of a square then displays a hollow square of that size made of
Addition of two numbers in IEEE 754 format A) a=3f200000, b=be600000 B) a=3f200000, b=ff800000 C) a=01100000, b=80e00000
A point source of light is 12 cm below the surface of a large body of water (n=1.33 for water). What is the radius of the largest circle on the water surface through which the light can emerge
Present a finite difference discretisation on the equidistant square mesh. How many mesh cells (as minimum) are necessary so that the matrix is diagonally dominant
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