Add to Watchlist

Transverse Normal Modes of a Stretched Rubber Band


Citation of segment
Embed Code
Purchasing a DVD Granting licences Cite video

Automated Media Analysis

Recognized Entities
Speech transcript
the the you transverse standing waves for normal modes of the string will be demonstrated 3 so so the
1st normal mode of the stretched rubber band is excited with the Newton and an accent the scale of the
top of the picture shows the frequency the after doubling the frequency the 2nd normal mode appears of further increases in the frequency make higher modes appear
up to the 8th normal mode and
I'm did
I'm I'm I'm I'm we
we we know do
the server
Computer animation
Computer animation
Computer animation


Formal Metadata

Title Transverse Normal Modes of a Stretched Rubber Band
Alternative Title Transversale Eigenschwingungen eines Gummibandes
Title of Series The Physics Experiments of Robert Wichard Pohl (1884 - 1976)
Number of Parts 62
Author Lüders, Klaus
Pohl, Robert Otto
Beuermann, Gustav
Samwer, Konrad
Contributors Stickan, Walter (Redaktion)
Lechner, Kuno (Kamera)
Gerstenberg, Thomas (Ton)
Yousefpour, Abbas (Schnitt)
License CC Attribution - NoDerivatives 3.0 Germany:
You are free to use, copy, distribute and transmit the work or content in unchanged form for any legal purpose as long as the work is attributed to the author in the manner specified by the author or licensor.
DOI 10.3203/IWF/C-14858eng
IWF Signature C 14858
Publisher IWF (Göttingen)
Release Date 2004
Language English
Producer IWF (Göttingen)
Production Year 2003

Technical Metadata

IWF Technical Data Video-Clip ; F, 1 min 52 sec

Content Metadata

Subject Area Physics
Abstract A rubber band clamped at its two ends can be excited to a large number of normal modes of transverse vibrations. These modes can also be described as superposition of two equal waves travelling in opposite directions, forming standing waves.
Keywords acoustics
normal modes
standing waves

Related Material


AV-Portal 3.5.0 (cb7a58240982536f976b3fae0db2d7d34ae7e46b)


  348 ms - page object