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Look up: damping-ratio

  1. Damping ratio
    The `damping ratio` is defined as the ratio of the damping constant to the critical damping constant : zeta = frac. The damping ratio is unitless, because it is the result of dividing the units of the damping constant (N-s/m) by the critical damping constant (N-s/m), which cancels each other out. The `damping ratio` is a parameter, usually denoted by ζ (zeta), that characterizes the frequency response of a second order ordinary differen...
    Found on http://en.wikipedia.org/wiki/Damping_rat

  2. Damping ratio
    ratio of actual damping to critical damping; if the damping ratio is less than one a system is said to be underdamped and if it is greater than one a system is said to be overdamped.
    Found on http://www.empiremagnetics.com/glossary/

  3. damping ratio
    for a linear time-invariant system of the second order described by the differential equation the damping ratio is the value of the factor ? NOTE 1 - ?o is the characteristic angular frequency of the system. NOTE 2 - is the eigen angular frequency of the system.
    Found on http://www.electropedia.org/iev/iev.nsf/

  4. damping ratio
    ratio of the actual damping to the critical damping
    Found on http://www.electropedia.org/iev/iev.nsf/


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21 November 2009

This day in history:
On 21st November 1974 the Provisional IRA plants bombs in two Birmingham pubs: the Mulberry Bush and the Tavern in the Town. Twenty-one people die and 182 are injured. A few minutes before the explosions a warning had been telephoned to the local newspaper, the Birmingham Post and Mail, but it was far too late. The first Birmingham bomb, at the Mulberry Bush pub in the basement of the Rotunda, a 20-storey office and retail complex and it exploded six minutes after the telephone warning. There was not enough time for police to clear the area. Earlier that year nine soldiers were killed when a bomb exploded on a coach on the M62 near Bradford, while two bombs in Guildford killed four soldiers and injured scores of other people. read more

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