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Chapter2PopulationsandPopulationStructureOrganismsEnvironments=Ecology1+12(populationecology)1+23(communityecology)1PopulationPopulation:agroupoforganismsofthesamespecieswhichoccupiesagivenareaatthesametime.BasicunitofcommunityAdaptiveunitofspeciesBasicunitofspeciesexistenceSpecies:agroupoforganismswhicharesimilarinmodality,physiologyandecology,andcanmatebetweeneachother.PopulationSizeorboundary:arbitrary(dependingonquestionunderinvestigation).UnitaryormodularorganismRamatPopulationdynamicsisthecoreofpopulationecology4maincharactersofthepopulation:quantitative(density,reproductionrate,agestructure,lifetableandsurvivalcurve),spatialandgenetic,systematic.2PopulationdynamicsPopulationsize(density)Thenumberofindividuals(unitaryorganisms)orramets(modularorganisms)presentinagivenarea.AbsolutedensityTotalcountmethodSamplingmethod(quadratmethod,mark-recapaturemethod,removalsampling)Relativedensity(zooaccounting,accountingofzootrace,catchperuniteffort)UnitarydensityandramatdensityPopulationsize(density)dependson:NatalityMortalityImmigrationEmigrationLifetable:thefateofagroupofindividualsbornatapproximatelythesametimefrombirthtotheendofthelifecycleAgeDyingindividualsLivingindividualsMortalityrate0-0.554100054.00.5-1145946153.01-21280115.02-31378916.53-41277615.54-53076439.35-64673462.66-74868869.97-869640108.08-9132571231.09-10187439426.010-11156252619.011-129096937.012-1336500.013-14331.000Svrvivorshipcurve(survivalcurves)Survivorshipdatashowedbysurvivorshipcurve.Survivorshipcurve:agraphshowingtheproportionofsurvivorsonalogscalethrougheachphaseageoflife.MortalitycurveGeneralizedsurvivorshipcurvesAgeSurvivorshipABCLargemammalBirdFishAgestructureandsexratioPostreproductivestageReproductivestagePre-reproductivestageGrowingStationaryDecliningPopulationgrowthPopulationsize:natality,mortality,immigration,emigrationRateofnaturalincreaser:practicalincreaserateofthegivenpopulationinnature.r=natality-mortalityIncreaserate=r+netmigrationrate=natality–mortality+immigrationrate–emigrationrateinnaterateofincrease(内禀增长率,rm)isthetheoreticalmaximumthatmaybereachedinagivenenvironmentifthepopulationisnotresourcelimited.Itisalsonamed:instantaneousrateofincrease(瞬时增长率),bioticpotential(生物潜能),reproductivepotential(生殖潜能).rm:constant,geneticallydecided.louse:40.6/y,housemouse:5.4/yBreedingpotentialMaximumnatalityEcologicalnatalityMinimummortalityEcologicalmortalityPopulationincreasemodelNoresource-limitedgrowth(density-independentpopulationgrowth)-‘J’shapedgrowthResource-limitedgrowth(density-dependentpopulationincrease-‘S’shapedgrowthNo-overlappinggenerationPopulationgrowthmodel:Nt+1=NtNt=N0tN:populationsizeT:time:finiterateofincrease=erRelationshipbetweenrandpopulationdynamics(no-overlappinggeneration)valuervaluePopulationsize1r0increase=1r=0constant01r0decline=0r=-Extinct=erOverlappinggenerationDifferentialequation:rateofchangeofpopulationsizeattimet=N×rdN/dt=rNIntegralNt=N0ertr=log(averagenumberofoffspringperindividual)/generationtime=lnR0/TPopulationgrowthinlimitedresources(Density-dependentgrowth)Premise:A:EnvironmentalcarryingcapacityKNt=K,dN/dt=0B:Thedeclineinrisproportionaltotheincreaseofdensity.S-shapedcurvedN/dt=rNdN/dt=rN(1-N/K)Logisticequation(逻辑斯谛方程)Nt=K1+ea-rtPopulationsize/densityEnvironmentalresistance=1-N/KKJshapedcurveS-shapedcurve(K:environmentalcarryingcapacity)TimeNt=N0ertNt=K/(1+ea-rt)Curvecanbedividedinto:LatentperiodAcceleratingperiodTransitionperiodDecliningperiodSaturatingperiodSignificanceofLogisticequationdN/dtNMSYK/2SignificanceofLogisticequationSimple,practicalBasicmodelofpopulationgrowth;Helptoascertainmaximumsustainableyield;randKareimportantconceptsincountermeasureofevolutionism.Populationfluctuations,cyclesandchaosQuantitativecharacters:equilibrium,fluctuationSpatialdistributionpatternUniformpattern(s2m)(uniformresource,intraspeciescompetition)Randompattern(s2=m)(uniformresource,nointraspeciescompetition)Clumpedpattern(s2m)m=(i)/N;s2=[(i–m)2]/(N–1)
本文标题:第二章种群生态学(英)
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