What is the Relationship Between Intensity (I) and Power (P) of Light?

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The relationship between intensity (I) and power (P) of light is defined mathematically, where intensity refers to the energy per unit area per unit time, typically measured in watts per square meter (W/m²). Power (P) is the total energy output from a light source, which can be influenced by the intensity if there is an absorbing surface present. The intensity can be high, but without an appropriate surface to absorb the light, it may not result in energy production. To calculate power at a specific point, one must multiply the intensity by the area of the surface receiving the light. Understanding these concepts is crucial for applications like solar energy capture.
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What do we mean in mathematical terms intensity of light at this point is I and when we say Power of light is P
 
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the power of light P means the power of the light source which gives off energy. The intensity I, can be high, but it may not produce any work (or energy) at that point unless you have something to absorb that light. The more value of I, the more energy you can absorb if all other parameters hold.
 
actually can u give a mathematical interpretation
 
Are you asking about the units? Usually when we talk about the "intensity" of light, we're referring to its irradiance, which is the amount of energy it carries through a surface perpendicular to the propagation vector \vec k, per unit area, per unit time. It's usually measured in joules/(m^2 . sec) = watts / m^2.

Sunlight at the Earth's surface has an irradiance of about 1400 W/m^2. If you had a 1-m^2 solar panel that could capture light energy with 100% efficiency, and oriented it so it directly faces the sun, it would produce about 1400 joules of energy per second, i.e. 1400 W.
 
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actually i was solving a problem and i was asked the power at a point .i know the intensity at that point how can i find the power
 
What units does the intensity have, in your problem?
 
it has \frac{W}{m^{2}}
 
Then that's all you can say about the power, "at a point." If you want a number of watts (not watts/m^2), you need to specify a particular surface through which the light falls on, or passes through, and multiply by the area of that surface.
 
yes that's what i thought too that's why i posted so
 
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