5 Conditions For Genetic Equilibrium
1 of the almost of import principles of population genetics, the study of the genetic composition of and differences in populations, is the Hardy-Weinberg equilibrium principle. Also described as genetic equilibrium, this principle gives the genetic parameters for a population that is not evolving. In such a population, genetic variation and natural selection do non occur and the population does not experience changes in genotype and allele frequencies from generation to generation.
Cardinal Takeaways
- Godfrey Hardy and Wilhelm Weinberg postulated the Hardy-Weinberg principle in the early 20th century. It predicts both allele and genotype frequencies in populations (non-evolving ones).
- The get-go condition that must be met for Hardy-Weinberg equilibrium is the lack of mutations in a population.
- The second status that must be met for Hardy-Weinberg equilibrium is no gene flow in a population.
- The tertiary condition that must exist met is the population size must exist sufficient so that there is no genetic drift.
- The fourth condition that must exist met is random mating within the population.
- Finally, the fifth condition necessitates that natural pick must not occur.
Hardy-Weinberg Principle
The Hardy-Weinberg principle was adult by the mathematician Godfrey Hardy and physician Wilhelm Weinberg in the early 1900's. They synthetic a model for predicting genotype and allele frequencies in a non-evolving population. This model is based on five main assumptions or conditions that must be met in social club for a population to exist in genetic equilibrium. These 5 chief conditions are equally follows:
- Mutations must not occur to introduce new alleles to the population.
- No cistron period tin can occur to increment variability in the gene pool.
- A very large population size is required to ensure allele frequency is not changed through genetic migrate.
- Mating must be random in the population.
- Natural selection must non occur to change cistron frequencies.
The conditions required for genetic equilibrium are idealized equally we don't see them occurring all at once in nature. Equally such, evolution does happen in populations. Based on the idealized weather, Hardy and Weinberg developed an equation for predicting genetic outcomes in a non-evolving population over time.
This equation, p2 + 2pq + qii = ane, is also known as the Hardy-Weinberg equilibrium equation.
It is useful for comparing changes in genotype frequencies in a population with the expected outcomes of a population at genetic equilibrium. In this equation, p2 represents the predicted frequency of homozygous dominant individuals in a population, 2pq represents the predicted frequency of heterozygous individuals, and qtwo represents the predicted frequency of homozygous recessive individuals. In the development of this equation, Hardy and Weinberg extended established Mendelian genetics principles of inheritance to population genetics.
Mutations
One of the conditions that must exist met for Hardy-Weinberg equilibrium is the absence of mutations in a population. Mutations are permanent changes in the cistron sequence of DNA. These changes change genes and alleles leading to genetic variation in a population. Although mutations produce changes in the genotype of a population, they may or may not produce observable, or phenotypic changes. Mutations may impact private genes or entire chromosomes. Gene mutations typically occur as either point mutations or base-pair insertions/deletions. In a indicate mutation, a single nucleotide base is inverse altering the gene sequence. Base-pair insertions/deletions cause frame shift mutations in which the frame from which Dna is read during protein synthesis is shifted. This results in the production of faulty proteins. These mutations are passed on to subsequent generations through DNA replication.
Chromosome mutations may alter the structure of a chromosome or the number of chromosomes in a cell. Structural chromosome changes occur every bit a outcome of duplications or chromosome breakage. Should a piece of Deoxyribonucleic acid get separated from a chromosome, information technology may relocate to a new position on another chromosome (translocation), information technology may reverse and be inserted dorsum into the chromosome (inversion), or it may become lost during prison cell partition (deletion). These structural mutations change cistron sequences on chromosomal DNA producing factor variation. Chromosome mutations likewise occur due to changes in chromosome number. This ordinarily results from chromosome breakage or from the failure of chromosomes to split up correctly (nondisjunction) during meiosis or mitosis.
Gene Flow
At Hardy-Weinberg equilibrium, gene flow must not occur in the population. Gene flow, or gene migration occurs when allele frequencies in a population change as organisms migrate into or out of the population. Migration from i population to another introduces new alleles into an existing gene pool through sexual reproduction betwixt members of the two populations. Cistron flow is dependent upon migration between separated populations. Organisms must be able to travel long distances or transverse barriers (mountains, oceans, etc.) to migrate to some other location and introduce new genes into an existing population. In non-mobile institute populations, such every bit angiosperms, gene flow may occur as pollen is carried by wind or by animals to distant locations.
Organisms migrating out of a population can also alter factor frequencies. Removal of genes from the gene pool reduces the occurrence of specific alleles and alters their frequency in the gene puddle. Clearing brings genetic variation into a population and may assistance the population to adapt to environmental changes. Nonetheless, clearing besides makes information technology more hard for optimal adaptation to occur in a stable environs. The emigration of genes (cistron flow out of a population) could enable adaptation to a local environment, but could also lead to the loss of genetic diversity and possible extinction.
Genetic Drift
A very large population, one of space size, is required for Hardy-Weinberg equilibrium. This condition is needed in lodge to combat the touch of genetic migrate. Genetic drift is described as a change in the allele frequencies of a population that occurs by chance and not past natural choice. The smaller the population, the greater the touch on of genetic drift. This is considering the smaller the population, the more likely that some alleles volition become stock-still and others volition get extinct. Removal of alleles from a population changes allele frequencies in the population. Allele frequencies are more likely to be maintained in larger populations due to the occurrence of alleles in a large number of individuals in the population.
Genetic drift does not effect from accommodation but occurs by chance. The alleles that persist in the population may be either helpful or harmful to the organisms in the population. Ii types of events promote genetic drift and extremely lower genetic variety within a population. The offset type of event is known every bit a population bottleneck. Bottleneck populations event from a population crash that occurs due to some type of catastrophic event that wipes out the majority of the population. The surviving population has limited diversity of alleles and a reduced gene pool from which to depict. A second example of genetic drift is observed in what is known equally the founder effect. In this case, a small group of individuals become separated from the main population and establish a new population. This colonial group does not have the full allele representation of the original grouping and will accept different allele frequencies in the comparatively smaller factor pool.
Random Mating
Random mating is another condition required for Hardy-Weinberg equilibrium in a population. In random mating, individuals mate without preference for selected characteristics in their potential mate. In social club to maintain genetic equilibrium, this mating must too result in the product of the same number of offspring for all females in the population. Non-random mating is commonly observed in nature through sexual option. In sexual choice, an individual chooses a mate based on traits that are considered to be preferable. Traits, such equally brightly colored feathers, fauna strength, or big antlers indicate higher fitness.
Females, more so than males, are selective when choosing mates in society to better the chances of survival for their young. Non-random mating changes allele frequencies in a population as individuals with desired traits are selected for mating more often than those without these traits. In some species, simply select individuals get to mate. Over generations, alleles of the selected individuals will occur more frequently in the population'due south gene pool. Every bit such, sexual selection contributes to population evolution.
Natural Selection
In order for a population to exist in Hardy-Weinberg equilibrium, natural selection must non occur. Natural selection is an important factor in biological evolution. When natural selection occurs, individuals in a population that are best adapted to their environs survive and produce more offspring than individuals that are not every bit well adapted. This results in a change in the genetic makeup of a population equally more favorable alleles are passed on to the population equally a whole. Natural selection changes the allele frequencies in a population. This change is not due to take a chance, equally is the case with genetic drift, but the upshot of ecology adaptation.
The surroundings establishes which genetic variations are more favorable. These variations occur as a result of several factors. Cistron mutation, gene menstruation, and genetic recombination during sexual reproduction are all factors that introduce variation and new gene combinations into a population. Traits favored past natural pick may be adamant past a single gene or by many genes (polygenic traits). Examples of naturally selected traits include leaf modification in cannibal plants, leaf resemblance in animals, and adaptive behavior defense force mechanisms, such as playing dead.
Sources
- Frankham, Richard. "Genetic rescue of modest inbred populations: meta-Analysis reveals large and consistent benefits of gene menstruation." Molecular Environmental, 23 Mar. 2015, pp. 2610–2618, onlinelibrary.wiley.com/doi/ten.1111/mec.13139/full.
- Reece, Jane B., and Neil A. Campbell. Campbell Biology. Benjamin Cummings, 2011.
- Samir, Okasha. "Population Genetics." The Stanford Encyclopedia of Philosophy (Winter 2016 Edition), Edward N. Zalta (Ed.), 22 Sept. 2006, plato.stanford.edu/archives/win2016/entries/population-genetics/.
5 Conditions For Genetic Equilibrium,
Source: https://www.thoughtco.com/hardy-weinberg-equilibrium-definition-4157822
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