The Human existence on Earth....something's got to give!
Posted: 15.02.2008, 17:48
I saw a website earlier tonight which mentioned the population of Monaco was 32,409 in 2005.
I believe Monaco is one of (if not the) most densely populated places on earth. With an area of 1.95 sq. km that gives just 60 sq.meters per person. (approx. a square 8m x 8m)
This got me thinking...
"How long do we have before every square meter of the world's surface is populated to the same density as Monaco?"
Radius of the earth (equatorial) = 6378 km
Surface Area = 4*pi*R^2 = 511,185,933 sq.km (5.1 x 10E+14 sq.meters)
At the population density of Monaco, the Earth would have a population of ~ 8,520 billion. (Assuming we found a way to build on the oceans as well)
If we're just talking Land Area then we've got to divide by about 4, which gives ~ 2,130 billion.
The current rate of growth is about 1.16 % per year.
The 1960's high was ~ 2.2 % per year.
Growth rates are predicted to be gradually falling towards a low of about 0.5% per year by 2050.
This the site: http://www.ibiblio.org/lunarbin/worldpop gives a current world population of 6,786,220,480. (Let's assume this is reasonably accurate)
So lets extrapolate 3 scenarios...,
1. ...assuming we average 0.5% growth from now into the foreseeable future:
This gives us another 1,152 years until every inch of Land Surface is populated to the density of Monaco. (the year 3159)
If by then we've worked out a way to live over the oceans, we'd buy approx another 300 years (until the year 3438).
2. If we assume the current growth rate of about 1% is maintained, these dates come down to the years 2585 and 2724 respectively;
3. If growth rates were to return to the 1960's highs of 2.2%, then the respective dates would be: 2271 and 2335. (Only 200-300 years away)
Oh, and BTW,after spending 1/2 hour doing this calculation, I returned to: http://www.ibiblio.org/lunarbin/worldpop and found it had increased by 5,320 people.
Food for thought?
I believe Monaco is one of (if not the) most densely populated places on earth. With an area of 1.95 sq. km that gives just 60 sq.meters per person. (approx. a square 8m x 8m)
This got me thinking...
"How long do we have before every square meter of the world's surface is populated to the same density as Monaco?"
Radius of the earth (equatorial) = 6378 km
Surface Area = 4*pi*R^2 = 511,185,933 sq.km (5.1 x 10E+14 sq.meters)
At the population density of Monaco, the Earth would have a population of ~ 8,520 billion. (Assuming we found a way to build on the oceans as well)
If we're just talking Land Area then we've got to divide by about 4, which gives ~ 2,130 billion.
The current rate of growth is about 1.16 % per year.
The 1960's high was ~ 2.2 % per year.
Growth rates are predicted to be gradually falling towards a low of about 0.5% per year by 2050.
This the site: http://www.ibiblio.org/lunarbin/worldpop gives a current world population of 6,786,220,480. (Let's assume this is reasonably accurate)
So lets extrapolate 3 scenarios...,
1. ...assuming we average 0.5% growth from now into the foreseeable future:
This gives us another 1,152 years until every inch of Land Surface is populated to the density of Monaco. (the year 3159)
If by then we've worked out a way to live over the oceans, we'd buy approx another 300 years (until the year 3438).
2. If we assume the current growth rate of about 1% is maintained, these dates come down to the years 2585 and 2724 respectively;
3. If growth rates were to return to the 1960's highs of 2.2%, then the respective dates would be: 2271 and 2335. (Only 200-300 years away)
Oh, and BTW,after spending 1/2 hour doing this calculation, I returned to: http://www.ibiblio.org/lunarbin/worldpop and found it had increased by 5,320 people.
Food for thought?