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EQ Archive

 

May 2004, Issue 166

Test Your EQ

Each month, Test Your EQ presents some basic engineering problems for you to test your Engineering Quotient. What's your EQ?


Problem 1—Suppose you have a small package that needs to be accelerated to 45 m/s (about 100 mph), but you have to do this on a rail that’s just 2 m long. The package will be released at this velocity when it reaches the end of the rail. Assuming you can find a way to do this with constant acceleration, how much acceleration do you need? How long does it take?

Answer

Problem 2—The package in Problem 1 weighs up to 500 g (just over 1 lb). How much energy does it take to accelerate it to 45 m/s? How much power?

Answer


Problem 3—
An air-driven piston might be a good way to achieve constant acceleration. If you have a piston/cylinder with an area of 10 cm2 (about 1.55 inches squared), how much pressure is required?

Answer

Problem 4—In a single-conversion superhet receiver, it is often desirable to put the local oscillator frequency above the incoming RF frequency in order to place the image frequencies farther away from the IF passband. What effect does this have on SSB demodulation?

Answer

Problem 5—A typical double data rate (DDR) synchronous DRAM (SDRAM) chip allows a clock frequency range of 83 to 166 MHz. Why is it so narrow, and what benefit derives from this?

Answer

Problem 6—What does the following digital circuit do? The Counter box is a binary up-counter with synchronous clear, and the Register boxes are D-type registers with clock-enable inputs.

 

 

Answer

Problem 7—What does the following digital circuit do? The Counter box is a binary up-counter with synchronous clear, and the Compare boxes are magnitude comparators whose outputs go high when their two input values are equal.

 

Answer

Problem 8—What happens if the clock in the second circuit is not identical to the clock in the first circuit?

Answer

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