The bill would be astronomical if we had to pay the sun for its sunshine! Let’s have a bit of fun with this idea:
The amount of sunshine we receive on Earth is quite significant. The solar constant, which measures solar irradiance at the top of Earth’s atmosphere, is approximately 1370 watts per square meter. However, not all this energy reaches the Earth’s surface due to atmospheric absorption and scattering.
To calculate the value of sunlight received on Earth, we can use the average amount of energy that reaches the surface, which is about 1.4 kilowatts per square meter at peak sunlight. If we were to price this energy, using the same rate of $0.10 per kilowatt-hour, we could estimate the cost of the sun received over a particular area during the peak hours of the day.
For example, if we consider a square meter of the Earth’s surface receiving 1.4 kW for about 12 hours (considering daylight duration), the energy received would be:
1.4kW×12hours=16.8kWh
At $0.10 per kWh, the cost would be:
16.8kWh×$0.10=$1.68
So, for every square meter, the sun would “charge” us $1.68 per day at peak sunlight hours. Multiply this by the Earth’s total surface area that receives sunlight at any given moment,
The Earth’s total surface area is about
510×106 km2
, but only half of this receives sunlight at any given time due to the day-night cycle. So, we’ll use
255×106 km2
for our calculation.
First, let’s convert square kilometres to square meters:
255×106 km2=255×1012 m2
Now, using the cost of $1.68 per square meter per day from our previous conversation:
255×1012 m2×$1.68/m2=$428.4×1012 per day
So, the total “bill” for the sunlight received on Earth would be approximately $428.4 trillion per day.
In perspective, with the world’s total GDP of about $100.562 trillion as of 2022, the daily cost of sunlight would be over four times the annual global GDP. That’s quite an expensive utility bill!
So, Thankfully, the sun doesn’t send us a bill. It’s a good thing sunlight is free, or we’d all be in the dark financially! 😄