I read in a solar energy book that a typical solar cell could recoup the amount of energy required to produce the cell in about 1 to 2 years. This probably just the "noticeable" energy involved and not necessarily the "human labor", but let's say by some future mechanism, we may be able to automate the labor part and so the time required to recoup the initial energy expenditure was lengthened (Possibly 3-5 years). Even so, if all the energy collected from a solar cell could be directed towards the production of future solar cells, would this imply potential exponential growth? The limiting resource then wouldn't be energy, but whatever materials required. However, silicon is simply made from sand and there's tons of that around, right?
Just to give a practical example of this mechanism, let's say the solar cell "reproduces" another solar cell in 5 years. The typical "lifespan" of a solar cell is 25 years, though it could go well beyond that point - it just seems 25 years was the industry standard for the guarantee of solar cells. But just for the sake of the example, let's say it's 25 years.
We start with 1 solar cell. 5 years later, another solar cell is produced from the energy collected from the first. At year 5, we have two solar cells. At year 10, those two solar cells create another two solar cells. We have 4 cells by year 10. By year 15, we have 8 cells and by year 20 we have 16 cells. By year 25, we would have 31 cells, because the first cell's "life" expired. As you can see, the rate of production increases exponentially as time goes on. (the derivative of an exponent is an exponent)
It just seems to be an interesting thought. Of course, there are material limitations that I'm glossing over, some of which may be important as the demand for those materials grow to a critical size (More demand = higher price), but what if the material limitations are fairly scant?
Just to give a practical example of this mechanism, let's say the solar cell "reproduces" another solar cell in 5 years. The typical "lifespan" of a solar cell is 25 years, though it could go well beyond that point - it just seems 25 years was the industry standard for the guarantee of solar cells. But just for the sake of the example, let's say it's 25 years.
We start with 1 solar cell. 5 years later, another solar cell is produced from the energy collected from the first. At year 5, we have two solar cells. At year 10, those two solar cells create another two solar cells. We have 4 cells by year 10. By year 15, we have 8 cells and by year 20 we have 16 cells. By year 25, we would have 31 cells, because the first cell's "life" expired. As you can see, the rate of production increases exponentially as time goes on. (the derivative of an exponent is an exponent)
It just seems to be an interesting thought. Of course, there are material limitations that I'm glossing over, some of which may be important as the demand for those materials grow to a critical size (More demand = higher price), but what if the material limitations are fairly scant?