hw03_sol

hw03_sol - EE 4770 Homework 3 Solution Due: 8 March 1999...

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EE 4770 Homework 3 Solution Due: 8 March 1999 Problem 1: The distance from a light source of unknown but steady brightness is to be determined using a photodetector mounted on one end of a 250mm rotating arm (with the rotation around the other end) as illustrated below. light distance 250 mm light arm photodetector The light source radiates uniformly in all directions; the photodetector is sensitive to irradiance and is equally sensitive to light in all directions and is sensitive to no other light sources. The light source will be outside the circle traced by the rotating photodetector. The photodetector is connected to a conditioning circuit (already designed) which feeds an 18-bit ADC. The ADC output is interfaced to a computer. The photodetector and conditioning circuit are linear; the ADC saturates at 10 mW cm 2 . The ADC is noisy, so its output randomly varies by ± 1. The arm makes one complete rotation in exactly 10 seconds. A proximity sensor detects when the arm is at its 0 angle, at which point a 16-bit counter is reset. The counter is clocked at 6 . 5536 kHz and is interfaced to the computer. An interface routine is to sample the ADC and counter values and determine the direction of the light source in degrees (with respect to the arm’s zero position), the radiant flux of the light source in milliwatts, and its distance from the axis of rotation in centimeters. To do this the interface routine will have to sample the sensors multiple times (and so will not be able to produce values the first time called). The light source can move, the distance and radiant flux values need not be correct while it is moving or for a short time after it stops. A shell of the interface routine appears below. Complete the shell. 1
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Given the photodetector and conditioning circuit it is a simple matter to determine irradiance. Let E denote irradiance, r e denote the ADC output, and E max =10 mW cm 2 denote the maximum detectable irradiance. Since the photodetector and all parts of the conditioning circuit are linear, E = r e 2 18 - 1 E max . A similar method is used to find the arm angle. Let θ denote the arm angle and c denote the counter output. Then
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This note was uploaded on 11/28/2011 for the course EE 4770 taught by Professor Staff during the Fall '99 term at LSU.

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hw03_sol - EE 4770 Homework 3 Solution Due: 8 March 1999...

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