Calculating Light Loss and Beam Spread in Opto-Electronics Components

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Light loss occurs as a laser diode's output power diminishes over distance, following the inverse-square law, which indicates that doubling the distance results in a quarter of the original power reaching the receiver. To calculate the power at a specific distance, such as 25 meters, one can apply this principle. Additionally, the spread of the laser light can be determined using formulas related to beam divergence, which helps in understanding how much light misses the photo-transistor. Using lenses can effectively focus the light to minimize losses. Accurate calculations are essential for optimizing the performance of free space optical communication systems.
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This is not a homework question but for a project.

We are using a laser diode, one that you would normally find in a laser pointer to transfer information to a photo-transistor for a free space optical communications system.

Now I know the power output is around 5mW, but over a distance will we lose power as the light travels towards the photo-transistor? If so, how do you calculate the power at a certain distance, say 25 m or so?

Also, could someone also tell me the formula for calculating the spread of the laser light over a distance. This is so we know how much light is missing the photo-transistor and so we can correct this by using lenses to focus the light onto the photo-transistor?

Thanks in advance.
 
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Well it would still have to obey the inverse-square law. Doubling the distance from the source means a 1/4 reduction in power at the receiver end.
 
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