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Nonlinear Resonant Printer Hammer Using the Jump Phenomenon

IP.com Disclosure Number: IPCOM000045725D
Original Publication Date: 1983-Apr-01
Included in the Prior Art Database: 2005-Feb-07

Publishing Venue

IBM

Related People

Authors:
Wang, SS [+details]

Abstract

This article describes the use of jump phenomena to minimize power input and reduce the cooling requirement for a low speed, low cost printer. A phenomenon appearing in a nonlinear vibration system governed by Duffing's equation which is expressed: X Omega(o)/2/ X + h X/3/=G Cos Omega(f)t (1) is a discontinuous jump in output amplitude, X, as either the frequency, 1(f) or the magnitude, G, or both of the driving functions are varied smoothly and continuously. (In Duffing's equation (1), X is the displacement output, Omega(o) is the natural frequency of the system, h is the nonlinear stiffness parameter, G and Omega(f) are the amplitude and frequency of the forcing function, respectively. ) This jump phenomenon can be used in an impact printing system.