Elastic pendulum: Difference between revisions
Content deleted Content added
m another name added |
No edit summary |
||
| Line 1: | Line 1: | ||
A '''spring pendulum''' (also called elastic pendulum) is a [[physical system]] where a piece of mass is connected to a [[Spring (device)|spring]] so that the resulting motion contains elements of a simple [[pendulum]] as well as a spring. The system is much more complex than a simple pendulum, as the properties of the spring add an extra dimension of freedom to the system. For example, when the spring compresses, the shorter radius causes the spring to move faster due to the conservation of [[angular momentum]]. It is also possible that the spring has a range that is overtaken by the motion of the pendulum, making it practically neutral to the motion of the pendulum. |
A '''spring pendulum''' (also called elastic pendulum) is a [[physical system]] where a piece of mass is connected to a [[Spring (device)|spring]] so that the resulting motion contains elements of a simple [[pendulum]] as well as a spring. The system is much more complex than a simple pendulum, as the properties of the spring add an extra dimension of freedom to the system. For example, when the spring compresses, the shorter radius causes the spring to move faster due to the conservation of [[angular momentum]]. It is also possible that the spring has a range that is overtaken by the motion of the pendulum, making it practically neutral to the motion of the pendulum. |
||
== Further reading == |
|||
{{refbegin}} |
|||
* {{cite journal |
|||
| last = Pokorny |
|||
| first = Pavel |
|||
| authorlink = |
|||
| title = Stability Condition for Vertical Oscillation of 3-dim Heavy Spring Elastic Pendulum |
|||
| journal = Regular and Chaotic Dynamics |
|||
| volume = 13 |
|||
| issue = 3 |
|||
| pages = 155–165 |
|||
| publisher = Springer |
|||
| location = |
|||
| date = 2008 |
|||
| url = http://link.springer.com/article/10.1134%2FS1560354708030027 |
|||
| doi = |
|||
| id = |
|||
| accessdate = 2015-01-12 |
|||
| bibcode = |
|||
}} [http://old.vscht.cz/mat/Pavel.Pokorny/rcd/RCD155-color.pdf pdf] or [http://www.nhn.ou.edu/~johnson/Education/Juniorlab/Pendula/2008-Pokorny-Chaos-ElasticPendulum.pdf pdf] |
|||
* {{cite journal |
|||
| last = Pokorny |
|||
| first = Pavel |
|||
| authorlink = |
|||
| title = Continuation of Periodic Solutions of Dissipative and Conservative Systems: Application to Elastic Pendulum |
|||
| journal = Mathematical Problems in Engineering |
|||
| volume = 2009 |
|||
| issue = |
|||
| pages = 1–15 |
|||
| publisher = Hindawi Publishing |
|||
| location = |
|||
| date = 2009 |
|||
| url = http://dx.doi.org/10.1155/2009/104547 |
|||
| doi = 10.1155/2009/104547 |
|||
| id = |
|||
| accessdate = 2015-01-12 |
|||
| bibcode =}} |
|||
{{refend}} |
|||
[[Category:Pendulums]] |
[[Category:Pendulums]] |
||
Revision as of 20:17, 12 January 2015
A spring pendulum (also called elastic pendulum) is a physical system where a piece of mass is connected to a spring so that the resulting motion contains elements of a simple pendulum as well as a spring. The system is much more complex than a simple pendulum, as the properties of the spring add an extra dimension of freedom to the system. For example, when the spring compresses, the shorter radius causes the spring to move faster due to the conservation of angular momentum. It is also possible that the spring has a range that is overtaken by the motion of the pendulum, making it practically neutral to the motion of the pendulum.
Further reading
- Pokorny, Pavel (2008). "Stability Condition for Vertical Oscillation of 3-dim Heavy Spring Elastic Pendulum". Regular and Chaotic Dynamics. 13 (3). Springer: 155–165. Retrieved 2015-01-12. pdf or pdf
- Pokorny, Pavel (2009). "Continuation of Periodic Solutions of Dissipative and Conservative Systems: Application to Elastic Pendulum". Mathematical Problems in Engineering. 2009. Hindawi Publishing: 1–15. doi:10.1155/2009/104547. Retrieved 2015-01-12.
{{cite journal}}: CS1 maint: unflagged free DOI (link)
 | This physics-related article is a stub. You can help Wikipedia by expanding it. |