61. The ratio of actual damping coefficient to the critical damping coefficient is called as
- Magnification factor
- Damping factor
- Critical damping ratio
- Logarithmic decrement
62. When a shaking force is transmitted through the springs, damping becomes detrimental when the ratio of its frequency to the natural frequency is greater than
- 0.25
- 0.5
- 1
- $\sqrt{2}$
63. A simple spring-mass vibrating system has a natural frequency of N. If the spring stiffness is halved and the mass doubled, then the natural frequency will be
- N
- 0.5N
- 4N
- 2N
64. Critical damping is a function of
- Mass and stiffness
- Mass and damping coefficient
- Stiffness and natural frequency
- Natural frequency and damping coefficient
65. Consider the following statements:
Artefacts to prevent harmful effects resulting from vibrations of an unbalanced machine fixed on its foundation include.
- mounting the machine on springs thereby minimizing the transmission of forces
- using vibration isolating materials to prevent or reduce the transmission of forces
- moving the foundation so as to have only one degree of freedom towards reducing the transmission of forces.
Which of the above statements are correct?
- i and ii only
- i and iii only
- ii and iii only
- i, ii and iii
66. How is the frequency of vibrations usually expressed in
- Number of cycles per hour
- Number of cycles per minute
- Number of cycles per second
- Number of vibrations per millisecond
67. The speed at which the shaft runs, so that the deflection of the shaft from the axis of rotation becomes infinite, is known as
- whipping speed
- damping speed
- resonant speed
- gravitational speed
68. When the danger of breakage and vibration is maximum?
- Below the critical speed
- Near the critical speed
- Above the critical speed
- At the critical speed
69. The accurate method of finding the natural frequency of transverse vibration of a system of several loads attached to some shaft is
- Dunkerley method
- Energy method
- Stodola method
- Dunkerley and energy method
70. When there is a reduction in the amplitude for every cycle of vibration then the body is said to be in
- forced vibration
- undamped vibration
- free vibration
- damped vibration