Potential Energy of various systems
The graphical representation of the one-dimensional constrained potential energy function U(x) for an object. Also shown are various values of the total mechanical energy. Points (A, B, C, D) on the potential-energy versus position graph with zero slope are equilibrium positions. The equilibrium is characterized as stable (A), unstable (B), or neutral (D), according to the graph in the neighborhood of the equilibrium point. For a curve like that near point C the equilibrium cannot be characterized simply as stable, unstable, or neutral. A plot of U versus x for a system that has a position of unstable equilibrium, located at x=0. In this case, the force of the system for finite displacements is directed away from x=0.
Description
Potential vs distance is explained along with examples of an alpha particle near a gold nucleus, spring mass system and harmonis oscillator. Equilibrium conditions has been analyzed. Simple pendulum, diatomic molecules and Catenary are the other systems for which potential energy has been calculated. Power is defined with suitable examples.
Prof. Stanley Kowalski, Physics 8.01 2003 Massachusetts Institute of Technology: MIT OpenCourseWare),http://ocw.mit.edu (Accessed Aug 2nd,2011). License: Creative Commons BY-NC-SA: http://ocw.mit.edu/terms/#cc
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