Population Growth and Regulation Flashcards

1
Q

Population

A

Group of individuals of the same species

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2
Q

Population Growth Rate

A

The number of new individuals produced per unit of time minus the number that die

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3
Q

Population ecology is…

A

Conservation of threatened species. Control of over abundant pest and invasive species. Responsible management of invasive population

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4
Q

Log b^y=d same thing as

A

b^d=y

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4
Q

Log functions reverse

A

exponential functions

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4
Q

E (Eulers Number)

A

2.718. Exponential function with e. Mathematically convenient in population dynamics

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5
Q

The natural log

A

e and In

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5
Q

(Loge)^y can also be said as

A

(In(^y

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6
Q

Nile Perch Population Growth

A

Population grew exponentially and contributed to extinction or near extinction of more than 200 species.

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7
Q

Exponential Growth Model

A

Nt=Noe^rt

-Population growth under “ideal” conditions. -Relative growth rate is constant.
-r is a constant rate specific to the population
-the observed rate changes
-highest observed growth rate

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8
Q

The actual observed rate of a populations growth at any specific point in time

A

DN/dt=rN

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9
Q

Intrinsic Growth Rate (R)

A

Highest possible per capita growth rate for a population. “Instantaneous growth rate”

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10
Q

R=Births(b)-Deaths(d)=Immigration(I)-Emmigration(E) or in shorter terms…

A

R=b-d

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11
Q

if b>d then…

A

positive growting population

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12
Q

Geometric Growth Model

A

Nt=N0lambda^t
-like the exponential growth model but discrete
-compares population size at regular time intervals

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13
Q

Lambda

A

Discrete population growth rate

14
Q

Lambda=

A

Nt/Nt-1

15
Q

Geometric growth model accounts for

A

Seasonal births, and breeding periods common in nature

16
Q

t2 =

A

The time required for a population to double in size

17
Q

For continuous growth (exponential), t2 is

A

loge^2/r

17
Q

For discrete growth (geometric) t2 is

A

loge2/logelambda

18
Q

Exponential and geometric models are

A

density independent (assumes constant birth and death rates)

19
Q

Indefinite growth is not possible because of

A

resource limitation, epidemics and other natural enemies, environmental change and natural disasters

20
Q

Limits to population growth

A

Density independent factors and density dependent factors

21
Q

Density independent factors

A

Not related to populations density. Often abiotic (floods temperature)

22
Q

Density dependent factors

A

Related to density. Often biotic (disease, competition for food and space)

23
Q

Negative Density Dependance

A

High population density leads to negative population growth from competition (intraspecific) and disease. Birth rates increase death rates decrease

24
Q

Positive Density Dependance

A

Low population density. Low even negative population growth. Inability to find mates or forage successfully

25
Q

Population Regulation

A

Often involves positive and negative density dependence. Increased densities with abundant resources. Above some density resources become limiting

26
Q

Negative Density Dependence depends on a

A

carrying capacity (K)

27
Q

Carrying Capacity (K)

A

the maximum population supported by the environment

28
Q

Above K means

A

low reproduction and survival cause negative population. Often treated as a constant but can vary with environmental conditions. Often treated as constant but can vary in environmental conditions.

29
Q

Logistic model of population growth

A

Describes slowing growth of population at high densities. Represented by rate of growth with carrying capacity factors added to it. dN/dt=rN(1-N/K) (r is still intrinsic rate of increase)

30
Q

Inflection Point

A

Maximum observed growth rate (dN/dt) when N=k/2

31
Q

Populations can overshoot K sometimes resulting in

A

extinction

32
Q

Density Independent Limitation

A

Birth and death rates unaffected by population size. Does not mean infinite growth. (not be sustainable). Many factors can prevent populations from ever reaching K (disturbance, climate, fire, specialist predation)