Approximate Human Population in Star Trek
Posted: 2015-02-27 04:09pm
We know that in Star Trek, they love being able to quote that they have X number of members spread across Y lightyears, and that sounds wonderful from a "We're so awesome" perspective, but what does it mean? A planet could have a few hundred thousand to billions of people. So, if Star Trek had a census taken, where would the population of Humans stand?
To start, let's take a peek at the numbers we do have, courtesy of First Contact:
In 1990, the world population was 5.263 billion, so the loss of 35 million people would drop it to 5.228 billion. Not a lot, but the population growth rate from 1990 to 2025 (based on current estimates) is computed as
Growth Rate = [P2 - P1]/P1 = [8.004 E+09 - 5.263 E+09]/5.263 E+09 = 0.5208, or 52.08% over a period of 35 years. If we use this then to compute based on our estimates of the casualties of the Eugenics Wars, we get a population of 7.951 billion in 2025.
Now, we're going to have to assume that the population during World War III grew about half as much as it had previously (due to famine, war, men and women off to fight, etc.), so we'll assume 26.04% growth rate per 35 years, or 0.744% per year. To further simplify, we'll assume that the halfway mark of the war (2040) is when the casualties took place, just to keep our numbers simple.
So, from 2025 to 2040 (15 years), that's a growth rate of approximately 11.16%. Plugging in our numbers, that's 8.838 billion in 2040. Subtracting 600 million nets us 8.238 billion, which nets us 9.035 billion people in 2053, the end of the war. Now... we have to assume from this point that with the collapse of infrastructure, the decimation, all that stuff, we're going to see a huge drop off in population growth. Not a reversal by any means, but just a slowdown. So I'm comfortable maintaining our 11% growth rate so far to get us to 2063, when First Contact occurs, for a total of 9.707 billion people.
Before I continue on, I'd like some feedback from people on whether my assumptions are safe, and how we can safely proceed forward.
To start, let's take a peek at the numbers we do have, courtesy of First Contact:
So we know that the Earth lost 600,000,000 people during the war, with 35,000,000 lost in the Eugenics Wars. So, given this trend, and Star Trek's departure from our standard timeline around the 1980's, let's set to work piecing together the approximate population at First Contact in 2063.First Contact wrote:Riker: ... 600 million dead...
In 1990, the world population was 5.263 billion, so the loss of 35 million people would drop it to 5.228 billion. Not a lot, but the population growth rate from 1990 to 2025 (based on current estimates) is computed as
Growth Rate = [P2 - P1]/P1 = [8.004 E+09 - 5.263 E+09]/5.263 E+09 = 0.5208, or 52.08% over a period of 35 years. If we use this then to compute based on our estimates of the casualties of the Eugenics Wars, we get a population of 7.951 billion in 2025.
Now, we're going to have to assume that the population during World War III grew about half as much as it had previously (due to famine, war, men and women off to fight, etc.), so we'll assume 26.04% growth rate per 35 years, or 0.744% per year. To further simplify, we'll assume that the halfway mark of the war (2040) is when the casualties took place, just to keep our numbers simple.
So, from 2025 to 2040 (15 years), that's a growth rate of approximately 11.16%. Plugging in our numbers, that's 8.838 billion in 2040. Subtracting 600 million nets us 8.238 billion, which nets us 9.035 billion people in 2053, the end of the war. Now... we have to assume from this point that with the collapse of infrastructure, the decimation, all that stuff, we're going to see a huge drop off in population growth. Not a reversal by any means, but just a slowdown. So I'm comfortable maintaining our 11% growth rate so far to get us to 2063, when First Contact occurs, for a total of 9.707 billion people.
Before I continue on, I'd like some feedback from people on whether my assumptions are safe, and how we can safely proceed forward.