'Stable equilibrium point' presentation slideshows

Bio-Inspired Algorithms in Robotics

Bio-Inspired Algorithms in Robotics. 2008 Fall Robotics Class Lecture Sang Woo Lee. Table of Content. Biologically Inspired Algorithm Swarm Intelligence Evolutionary computation Application in Robotics Trail-Laying Robots for Robust Terrain Coverage

1.19k views • 62 slides

Lecture 9: Interspecific Competition

Lecture 9: Interspecific Competition. EEES 3050. Competition. In the past chapters, we have been discussing how populations grow and what factors determine that growth. What happens when you put populations of more than one species together?. How do species interact?. Competition Predation

1.01k views • 54 slides

In the name of God

613 views • 52 slides

Lecture 19: Community Dynamics (Non-Equilibrium)

838 views • 47 slides

Physarum polycephalum

Physarum polycephalum. 1cm. Physarum polycephalum. Solving maze. Discrete Form. Discrete Form. Discrete Form. Start point Goal. Pressure. Length. Conductivity. Flux. Electric Pressure. Electric Resistance. Electric Current. Modeling of the flux of the sol. Pressure. Length.

1.07k views • 43 slides

ENGG2013 Unit 25 Second-order Linear DE

ENGG2013 Unit 25 Second-order Linear DE. Apr, 2011. Yesterday. First-order DE Method of separating variable Method of integrating factor System of first-order DE Eigenvalues determine the convergence behaviour near a critical point. Objectives: Solve the initial value problem

692 views • 34 slides

Waves

Tsunami info from NOAA http://www.pmel.noaa.gov/tsunami/indo_1204.html http://www.youtube.com/watch?v=BvbBgh9ux6A Japan 2011. Waves. Homework http://www.atmosedu.com/202Physics/wavesearthactivity.html. Systems with a stable equilibrium point often exhibit Oscillations.

459 views • 34 slides

ENGG2013 Unit 25 Second-order Linear DE

ENGG2013 Unit 25 Second-order Linear DE. Apr, 2011. Yesterday. First-order DE Method of separating variable Method of integrating factor System of first-order DE Eigenvalues determine the convergence behaviour near a critical point. Objectives: Solve the initial value problem

403 views • 34 slides