FRICTION SELF-OSCILLATIONS IN MECHANICAL SYSTEM
Annotation
Accurate analytical method (point mapping) is applied to study a typical one-degree freedom mechanical system in the frames of nonlinear oscillation theory. The result is presented as a partition of the space of system parameters into areas of qualitatively different dynamic behavior.
Keywords
Постоянный URL
Articles in current issue
- DYNAMICS OF GYROSCOPIC INCLINOMETER
- ALTERNATIVE CONSTRUCTIONS OF UNIVERSAL SMALL-SIZED GYRO INKLINOMETER
- DYNAMIC ANALYSIS OF GASKET IN DOWN-HOLE INSTRUMENT
- DYNAMIC STABILITY OF TOOTH-BELT GEAR
- FRICTION SELF-OSCILLATIONS IN MECHANICAL SYSTEM
- PIEZOELECTRIC TWO-COORDINATE DEFLECTOR FOR MARKING LASER
- EXPLORATION OF A PIEZOELECTRIC GRIP WITH SENSING AND MICRO-POSITIONING
- TRENDS OF ERROR MODELING FOR DIAGNOSTIC INSTRUMENTS
- METHODS AND SOFTWARE FOR BALL-BEARING ALL-ROUND INPUT TESTING
- DEFECTS OF OPTICAL FIBER WINDING IN MANUFACTURING OF SENSITIVE ELEMENT OF FIBER-OPTIC INTERFEROMETER
- MODELING OF AUGMENTED REALITY
- PROBLEMS OF ESTIMATION OF DYNAMIC ACUITY OF VISION
- TOOTH-WHEEL PUMPS WITH INTERNAL EXTRACENTROIDAL GEARING
- NEW DEVICES AND FACILITIES FOR WORK WITH LUBRICANTS
- FORMATION OF EDUCATIONAL PROCESS ON THE BASE OF A RATE “COMPUTER CONTROL OF MECHATRONICS SYSTEMS”