5- Outline World Population Growth

# 5- Outline World Population Growth - BSCI 106 Outline 5...

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Unformatted text preview: BSCI 106 Outline 5 Fall 2008, p.1 Dr. Sara Via World Population Growth Density-dependent growth (continued) N follows a sigmoid shape-- asymptote at N = K ∆N = r max (K-N) *N K ∆N = r actual *N if (b-d) depends on density, then births and deaths should eventually balance pop. size stabilizes around N where b=d This N = “carrying capacity”, i.e., K Logistic Growth Applied Maximum sustainable yield (MSY) Fisheries The goal: Harvest the maximum number of individuals possible without reducing the population size over the long term The solution: Keep fish population at size where is ∆ N is greatest (make sure you can fill in the graphs and know how this works) A few warnings • Estimating of K tricky • K is usually variable • Age structure matters Harvesting the large fish and replacing them with small will reduce r (why??) - What if one group takes too many fish? • Etc, etc. Next complication! b and d change through lifetime!! BSCI 106 Outline 5 Fall 2008, p.2 Dr. Sara Via • age-specific fecundity (birth rate) • age-specific survival (death rate) “Demography”: how do age-specific b and d shape - Population growth - number of individuals in each age group - The effects are predictable!...
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## This note was uploaded on 03/23/2009 for the course BSCI 106 taught by Professor Porter during the Fall '08 term at Maryland.

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5- Outline World Population Growth - BSCI 106 Outline 5...

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