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inertia
(redirected from inertialess)

   Also found in: Dictionary/thesaurus, Legal, Encyclopedia 0.01 sec.
inertia /in·er·tia/ (-er´shah) [L.] inactivity; inability to move spontaneously.
colonic inertia  weak muscular activity of the colon, leading to distention of the organ and constipation.
uterine inertia  sluggishness of uterine contractions in labor.

in·er·tia (-nûrsh)
n.
1. The tendency of a body to resist acceleration; the tendency of a body at rest to remain at rest or of a body in motion to stay in motion in a straight line unless acted on by an outside force.
2. Resistance or disinclination to motion, action, or change.

inertia
[inur′shə]
Etymology: L, idleness
1 the tendency of a body at rest to remain at rest unless acted on by an outside force, and the tendency of a body in motion to remain at motion in the direction in which it is moving unless acted on by an outside force.
2 an abnormal condition characterized by a general inactivity or sluggishness, such as colonic inertia or uterine inertia.

inertia [in-er´shah] (L.)
inactivity; inability to move spontaneously.
colonic inertia weak muscular activity of the colon, leading to distention of the organ and constipation.
uterine inertia sluggishness of uterine contractions in labor.

inertia (inur´sh),
n according to Newton's law of inertia, the tendency of a body that is at rest to remain at rest and a body that is in motion to continue in motion with constant speed in the same straight line unless acted on by an outside force.

inertia
inactivity, inability to move spontaneously.

colonic inertia
weak muscular activity of the colon, leading to distention of the organ and constipation.
inertia time
the time required to overcome the inertia of a muscle after reception of a stimulus from a nerve.
uterine inertia
sluggishness of uterine contractions in labor.


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Following introductions to probability theory and microhydrodynamics, the authors describe the theory of Brownian motion of micro particles, taking into account particle-particle and particle-fluid interactions; present information about turbulent flow and its statistical description; examine the motion of micro particles in turbulent flow; and explore the interactions of inertialess and intertial particles.
Using the inertialess momentum balance equation and neglecting the gravity term yields the distributions of the basic shear stresses.
Renardy [20] showed that this boundary applied to inertialess shear flow of an upper convected Maxwell fluid leads to an ill-posed problem.
 
 
 
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