Unit 5 - Modelling Population Growth Flashcards

1
Q

population growth rate

A

refers to the change in a population over a period of time

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2
Q

(+) growth

A

rate indicates the pop is increasing

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3
Q

(-) growth

A

rate indicates pop is decreasing

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4
Q

0 growth

A

indicates no change in pop size

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5
Q

zero population growth (ZPG)

A

a situation in which the death and the birth rate are in equilibrium

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6
Q

per capita growth rate (r)

A

the difference between the per capita birth rate and the per capita death rate of a population

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7
Q

Exponential Growth

A

a pattern of pop growth where organisms reproduce continuously at a constant rate

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8
Q

ecologist able to determine…

A

the instantaneous growth rate of the pop expressed in terms of the intrinsic (per capita) growth rate (r)

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9
Q

birth rate =

A

b

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10
Q

death rate =

A

d

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11
Q

r =

A

growth rate per capita

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12
Q

N

A

pop size

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13
Q

dN/dt =

A

instantaneous growth rate of pop

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14
Q

exponential growth; calculating doubling times

A

the doubling time of a pop is the amt of time that is need for a pop to double in size (the greater the rate of pop growth, the faster the pop will double)

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15
Q

constant

A

for any pop that is growing exponentially, the time that is needed for the pop to double in size is a constant

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16
Q

doubling time equation

A

td= 0.69/ r

17
Q

Geometric Growth

A

(A) - pattern of pop growth where organisms reproduce at fixed intervals at a constant rate
A= fixed growth
N= pop in 1y
t= year

18
Q

calculation pop w growth rate

A

N(t) = N(0)A

19
Q

Modelling Logistic Growth

A

food, water, light, and space within an ecosystem are factors that limit pop growth as resources r consumed as the pop nears the ecosystem’s carrying capacityo

20
Q

individual outnumbers the resources…

A

the pop tend to drop off as individuals compete for the remaining resources

so the growth rate drops below r(max) in this case

21
Q

stable equilibrium

A

(birth = death) is often reached

22
Q

k=

A

pop number at carrying capacity

23
Q

Logistic Growth

A

is the most common growth pattern seen in nature as it represents the effect of carrying capacity on the pop growth logistic growth equation

24
Q

logistic growth equation

A

dN/dt=r(max)N[(K-N)/K]

25
Q

S-Shaped (sigmoidal) growth

A

sigmoid is an s-shaped curve, typical of pop growth that starts slow, accelerates or grows rapidly and then levels out over time

26
Q

three distinct phase

A

lag phase
log phase
stationary phase

27
Q

lag phase

A

occurs when pop is small and increasingly slowly

28
Q

log phase

A

occurs when pop undergoes rapid growth

29
Q

stationary phase

A

as available resources bc limited, pop experiences environmental resistance and stationary phase occurs in which the pop is at dynamic equilibrium (b=d)