static instability - meaning and definition. What is static instability
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What (who) is static instability - definition

FLUID BREAKUP OF A FALLING STREAM
Plateau-Raleigh instability; Rayleigh instability; Plateau-Rayleigh instability
  • PEG]] in water
  • Rain water flux from a canopy. Among the forces that govern drop formation: Plateau–Rayleigh instability, [[Surface tension]], [[Cohesion (chemistry)]], [[Van der Waals force]].
  • Intermediate stage of a jet breaking into drops. Radii of curvature in the axial direction are shown. Equation for the radius of the stream is <math>R(z) = R_0 + A_k \cos(kz)</math>, where <math>R_0</math> is the radius of the unperturbed stream, <math>A_k</math> is the amplitude of the perturbation, <math>\scriptstyle z</math> is distance along the axis of the stream, and <math>k</math> is the wave number
  • Water dropping from a tap

Genome instability         
HIGH FREQUENCY OF MUTATIONS WITHIN THE GENOME OF A CELLULAR LINEAGE
Genomic instability; Genetic instability
Genome instability (also genetic instability or genomic instability) refers to a high frequency of mutations within the genome of a cellular lineage. These mutations can include changes in nucleic acid sequences, chromosomal rearrangements or aneuploidy.
Static stability         
WIKIMEDIA DISAMBIGUATION PAGE
Static stability (disambiguation)
Static stability is the ability of a robot to remain upright when at rest, or under acceleration and deceleration
Longitudinal static stability         
  • The longitudinal dynamic stability of an aircraft determines whether it will be able to return to its original position.
  • Three cases for static stability: following a pitch disturbance, aircraft can be unstable, neutral, or stable.
STABILITY OF AN AIRCRAFT IN THE PITCHING PLANE
Static margin; Static longitudinal stability; Neutral point (aeronautics); Longitudinal static stability
In flight dynamics, longitudinal static stability is the stability of an aircraft in the longitudinal, or pitching, plane under steady flight conditions. This characteristic is important in determining whether a human pilot will be able to control the aircraft in the pitching plane without requiring excessive attention or excessive strength.

Wikipedia

Plateau–Rayleigh instability

The Plateau–Rayleigh instability, often just called the Rayleigh instability, explains why and how a falling stream of fluid breaks up into smaller packets with the same volume but less surface area. It is related to the Rayleigh–Taylor instability and is part of a greater branch of fluid dynamics concerned with fluid thread breakup. This fluid instability is exploited in the design of a particular type of ink jet technology whereby a jet of liquid is perturbed into a steady stream of droplets.

The driving force of the Plateau–Rayleigh instability is that liquids, by virtue of their surface tensions, tend to minimize their surface area. A considerable amount of work has been done recently on the final pinching profile by attacking it with self-similar solutions.