English 10.1

Mechanism and Machine Theory 38 (2003) 855–857 www.elsevier.com/locate/mechmt

Date

Name

Chapters, groups

State achieved, comments

07 December 2000 November 2001

S. Segla C.W. Stammers

S10 S10

27 November 2001 14 December 2001

C.W. Stammers V. Oravsky

S10 S10

27 June 2002

V. Oravsky

S10

1 July 2002

V. Oravsky

S10

16 July 2002 13 September 2002

Th. Ionescu A.J. Klein Breteler

First setup Modifications: 10.5, 10.8, 10.14, 10.17, 10.18, 10.20, 10.21 Modification to 10.12 Comment to the above modifications: keep old definitions 10.5, 10.8, 10.14, 10.17, 10.18, 10.21! Accepted 10.20, slightly modified 10.12 Final form (changes: ‘‘at’’ or ‘‘of’’ to ‘‘under’’) Final net form (without old definitions and remarks) 1st Final form Table layout repair, minor text layout details, table header Chapter S10–Chapter 10

doi:10.1016/S0094-114X(03)00024-7

856

T.G. Ionescu / Mechanism and Machine Theory 38 (2003) 855–857

Chapter, (Group) Number

Term (Noun, adjective)

CHAPTER 10: STABILITY

10.1

CRITERIA OF STABILITY STABILITY

Necessary and/or sufficient conditions for in the form of inequalities. Ability of a {}, {}, {phenomenon} to keep its considered and after within given limits during a given time. when lie within certain finite limits. of a when the difference between perturbed and unperturbed remains limited at any time. under of only of a . of an equilibrium form of an elastic . of a .

10.2

10.3 10.4

10.5 10.6 10.7 10.8

STABILITY IN THE LARGE STABILITY IN THE SENSE OF LAGRANGE STABILITY IN THE SENSE OF LYAPUNOV STABILITY OF A FORM STABILITY OF A LIMIT CYCLE STABILITY OF MOTION

10.9

STABILITY OF THE FIRST APPROXIMATION

10.10

STABILITY OF VIBRATION STABILITY, ABSOLUTE STABILITY, ASYMPTOTIC

10.11 10.12

10.13

STABILITY, BIBO

10.14

STABILITY, DYNAMIC

10.15

STABILITY, GLOBAL

10.16

STABILITY, LOCAL [STABILITY OF A POSITION], [STABILITY IN THE SMALL] STABILITY, ORBITAL [STABILITY IN THE SENSE OF POINCARE´] STABILITY, PRACTICAL

10.17

10.18

under small of and/or only of a . of a investigated by means of a supplementary system obtained by of the original system in a vicinity of its . in respect of of the . of a . of a that after returns to its original state after an infinite time. of a control under bounded and bounded

. of the under periodically variable or follower loading causing a of a . when of of a are arbitrary. regarding of a under small of its and/or . under small of a of a . under a continuous sequence of finite , when of a remains admissible at any time.

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T.G. Ionescu / Mechanism and Machine Theory 38 (2003) 855–857

Chapter, (Group) Number

Term (Noun, adjective)

CHAPTER 10: STABILITY

10.19

STABILITY, STOCHASTIC

10.20

STABILITY, STRUCTURAL

10.21

STABILITY, TECHNICAL

10.22

STATE, PERTURBED

of a stochastic {deterministic} under stochastic or deterministic {stochastic} . when relate structural or elements only of a . under a sequence of finite , when the difference from the unperturbed lies within given limits in a given finite interval of time. of a due to a .

857

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