1 / 14

Chapter # 13 – Interspecific Competition (pg. 258 – 280)

Chapter # 13 – Interspecific Competition (pg. 258 – 280). Chapter # 13 – Interspecific Competition (pg. 258 – 280). 13.1 – Interspecific Competition Involves Two or More Species. Six different types of interactions:. Consumption (of a shared resource)

Télécharger la présentation

Chapter # 13 – Interspecific Competition (pg. 258 – 280)

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Chapter #13 – Interspecific Competition (pg. 258 – 280)

  2. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.1 – Interspecific Competition Involves Two or More Species. Six different types of interactions: • Consumption (of a shared resource) • Preemption (sessile – occupation precludes establishment) • Over-growth (plants – when one overgrows another) • Chemical Interaction (released chemicals inhibit or kill) • Territoriality (behavioral exclusion) • Encounter (Non-territorial meetings w/negative effects)

  3. dN Dt (K – N) = rN K Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Logistic Growth Equation for 1 species:

  4. (K – N) (K – N) rN = rN K K Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Logistic Growth Equation for 2 species: Species 1 Species 2

  5. (K – N) (K – N) rN = rN K K Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Logistic Growth Equation for 2 species: Species 1 Species 2 β – competition coefficient of sp. #1 on sp. #2. α – competition coefficient of sp. #2 on sp. #1.

  6. dN1 dt (K1 – N1 – αN2) = r1N1 K1 Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Logistic Growth Equation for 2 species: Species 1 α – competition coefficient of sp. #2 on sp. #1.

  7. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Zero Growth Isoclines

  8. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Lotka-Volterra Model for Competition Vittora Volterra Alfred Lotka

  9. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. Lotka-Volterra Model for Competition

  10. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.3 – Laboratory Experiments Support the Lotka-Volterra Equations. G. F. Gause

  11. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. David Tilman

  12. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.2 – There Are Four Possible Outcomes of Interspecific Competition. 13.4 – Studies Support the Competitive Exclusion Principle. The Competitive Exclusion Principle: “Complete Competitors cannot Coexist” 2 species Non-interbreeding populations Live in the sample and time Possess exactly the same ecological requirements

  13. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.5 – Competition is Influenced by Nonresource Factors.

  14. Chapter #13 – Interspecific Competition (pg. 258 – 280) 13.6 – Temporal Variations in the Environment Influences Competitive Interactions.

More Related