Population biology of fishes
- Populations
- Definition
- individuals in a species in an area
- shared gene pool
- stock: terminology used by resource managers: exploited population
- Characteristics
- size
- age/size structure
- Schedules of reproduction and death
- growth rate
Population size
function of area and density
area: where is boundary?
density or abundance
- #/m2
- #/m3
- estimating population size
- mark-recapture
- catch individuals, mark them, release and recapture.
- proportion of marked individuals in second catch = total marked individuals as prop. of entire population
- stringent assumptions
- time consuming, expensive
- catch per unit effort
- fewer fish, harder to catch them; CPUE declines
- theoretically possible to estimate the total number in population this way
- spawning stock estimate
- given knowledge of size-fecundity relations, estimate average fecundity
- sample eggs and estimate total egg abundance
- then can estimate total numbers of females
carrying capacity: number of individuals that can be sustained
Population structure
Size structure
- Population is comprised of individuals of different size
- Size structure describes the sizes present and their relative abundance
- Different sizes may have very different ecological roles: eat different stuff, eaten by different predators, use different habitats
Age structure
- Ages present and their relative abundance
- Year-class: individuals born in a particular year.
- Their age changes but they are always members of same yearclass
- example of an age structure: cui-ui (fig 23.2)
- Long-lived fish, but only a few yearclasses in population, due to frequent reproductive failure
- Bypass channel to river improved viability of population, more yearclasses present in '86.
Importance of knowing size/age structure
- larger/older individuals tend to have higher fecundity
- more valuable to production of future generations
Open v. closed
- How connected are local groups of individuals?
- Do offspring return to natal population or go elsewhere?
- Closed populations: self-seeding. Most lakes, salmon
- Open populations: larvae likely to disperse widely.
Population dynamics
Populations increase with
- birth (b: per capita birth rate)
- immigration
- recruitment: entering fishable population (exploited population) or reaching demersal habitat (e.g. coral reef fishes). Recruitment rate: rate at which new individuals added
- also, biomass of population increases with individual growth
Populations decrease with
- death (natural and fishing mortality; d: per capita death rate)
- emigration
factors that control population growth and population size
- abiotic
- biotic: different kinds of 2-species interactions
- competition
- predation, parasitism
- commensalism
- mutualism
- density dependent (fig. 8.1 diana)
- def: intensifies as population increases in size
- increases in mortality, reduced reproduction with higher population density
- per capita birth rate highest at lowest pop size
- per capita death rate lowest
- where equal, population growth rate constant, population is at K
- implicitly, there is a limiting resource that determines K
- density independent
- Magnitude of effect on reproduction or survival does not vary with population size
- Climate often cited; bad weather kills same proportion of individuals regardless of number.
- most likely birth and death rates do not change over some range of densities, and are density-dependent at higher densities
Stock-recruitment relations
- if b and d are density-dependent, then (fig 8-2, diana)
- per capita increase in numbers (b-d) decreases with N
- total increase in numbers, (b-d)*N, is highest below carrying capacity
- stock-recruitment relations are important tool in fisheries science
- the idea is to exploit populations at the hump: the population level at which the most individuals are produced every year; surplus production
- do fish populations really behave this way? (fig 6.1, Pitcher and Hart)
- there is in the long run some evidence that recruitment is lower at high and low population levels
- but look at all that scatter
- which relationship would be stronger: stock-recruitment (predicting future recruitment from current stock) or recruitment-stock (predicting future stock from current recruitment)?
Stochastic processes in marine fishes
The emphasis so far has been on deterministic, compensatory processes
- systems should be predictable
- this may be relatively accurate for some closed pops
Marine fishes: inherent variability
- scientists realized a long time ago that fisheries were unpredictable
- Haddock in north sea (Pitcher and Hart, fig 3.4)
- yearclasses can vary in strength 1-2 orders of mag
- Bay anchovy: (Newberger and Houde fig 3) subsequent yearclasses more than 10X different in abundance
- explanation:
- larval survival is variable, based on food availability and water flow
- variation in larval survival explains most of variation in subsequent adult abundance
- marine fisheries management has been based on a model of predictability, and it just ain't so