Animation of a complex oscillation multiplied by a complex constant
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| Title: | Animation of a complex oscillation multiplied by a complex constant |
| Author(s): | Ceperley, Peter |
| Keywords: | Physics; oscillation; phasor; complex constant; phase shift; complex amplitude |
| Issue Date: | 3-Dec-2007 |
| Abstract: | This animation shows two phasors rotating in time in the complex plane. One phasor is a representation of an oscillation, and the other one is that oscillation multiplied by a complex constant. The animation also shows bar graphs of the two constants and also graphs them versus time. All three are shown to progressed together in time. This animation is directed towards students understanding of the dynamic nature of the complex phasors presented in text books. |
| Description: | This animation required Adobe Flash SWF6 to be installed on your computer. |
| URI: | http://hdl.handle.net/1920/2904 |
| Appears in Collections: | Physics and Astronomy |
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