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Population is not a front page issue : Comments
By Valerie Yule, published 17/12/2007Not openly discussed at the Bali Climate Summit 2007 is a factor that will make it harder to stop increasing greenhouse gas emissions - population growth.
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Do the numbers for yourself. At any given growth rate, the number of new people added is proportional to the existing population. So at 1% annual growth you would end up with 1 more person in a year if you started with 100 and 1 million more if you started with 100 million. So dP/dt = rP, with P the population, r the annual growth rate, and t the time in years, and dP/dt the change in population with time. The solution to this equation (see any textbook on differential equations) is P(t) = P(0) exp(rt), where P(0) is the population at an arbitrary starting point and t is the time in years. If you know the starting population, the rate, and the time and have a scientific calculator you can work out what the population will be at any point, assuming constant growth.
If you take figures from the CIA World Factbook, you can quickly establish that the Solomon Islands will be at standing room only in a little over 400 years. Not much potential for growth after that. If there were only 2 people 10,000 years ago and the population had been growing at 1% since then, global population would now be about 2.7 x 10^43 people. To put this in perspective, the density of human flesh is just about the same as water, 1000 kg/m^3. Assuming 50 kg per person, all of those people could just be packed into a sphere with a radius of 6.8 x 10^10 km. Pluto at its most distant is 4.4 x 10^9 km from the sun, so the sphere of people would extend more than 10 times as far if centered there. A Physics lecturer friend of mine says it is fun to calculate when the sphere starts expanding at the speed of light.
Unless you believe that God will suspend the laws of mathematics for you, population growth WILL stop. The only question is if we stop it ourselves before our environment is destroyed.
Excellent article, Valerie