1/20
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced | Call with Kai |
|---|
No study sessions yet.
Facultative
each partner gains a benefit but is not dependent
Obligate
each partner gains a benefit and is dependent
Symbiosis
A close ecological relationship between individuals of two species.
Symbiotic Mutualism Example 1
Rhizobium fixes nitrogen from the air (N2) into a form that both species can use. The bacteria gain carbon from the plant.
Non-symbiotic mutualism Example 1
Plant and pollinators, pollinators gain nectar/pollen and plants can reproduce
Mutualisms played key roles
Evolved early on in multi-cellular lineages and in evolution of terrestrial organisms
Are ubiquitous
Mutualisms cover the land surface of the earth
mutualisms are a key component of many aquatic communities
Mutualisms evolved early on
Bacterial origins of mitochondria and plastids
probably originated as a mutualistic relationship
relationship is obligatory
incomplete genome
Mycorrhizae
Plants form mutualistic associations with soil fungi
Increase uptake water and nutrients
Mycorrizae - Advantages to the plant
Phosphorous uptake
Surface area
Acid phosphates
Nitrogen uptake
Digestion of organic material
Water uptake
Protection from diseases
Mutualism in the ocean
Coral and Eel
Gains sugar and oxygen for the algae
Zooxanthellae
Gain nitrogen, carbon dioxide, physical structure, and protection from the coral
Trophic mutualism
A mutualist receives energy or nutrients from it partner
Habitat mutualisms
one partner provide the other with shelter, a place to live, or favorable habitat
Service mutualisms
interactions in which one partner preforms an ecological services for the other
Cheaters
Are individuals that increase offspring production by overexploiting their mutualistic partner
Lotka Volterra Equations for Mutualisms Species 1
\frac{dN_1}{\differentialD t}=r_1N_1\left(\frac{K_1-N_1+aN_2}{K_1}\right)
Lotka Volterra Equations for Mutualisms Species 2
\frac{dN_2}{\differentialD t}=r_2N_2\left(\frac{K_2-N_2+\beta N_1}{K_2}\right)
Commensalism
An interaction between two species in which one benefits and the other neither benefits nor is harmed