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Mechanical Engineering - Practice Test - 25

Q1:

Which Parameters can be measure by dynamometer?

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Theory of Machines
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Q2:

A shaft of 50 mm diameter and 1 m length carries a disc which has mass eccentricity equal to 190 microns. The displacement of the shaft at a speed which is 90 percent of critical speed in microns is

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Theory of Machines
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Q3:

In a band brake the ratio of tight side band tension to the tension on the slack side is 3. If the angle of overlap of band on the drum is 180o the coefficient of friction required between drum and the band is.

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Theory of Machines
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Q4:

The brakes commonly used in railway trains is

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Theory of Machines
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Q5:

The Brake Pad in brake system depends on

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Theory of Machines
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Q6:

The net force acting at  the mean position of a pendulum of length 5m, with a bob of mass 1 kg is …

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Theory of Machines
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Q7:

The natural frequency of a spring mass system on earth is ωn. The natural frequency of this system on the moon is  (Assume gmoon = gearth/6) is

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Theory of Machines
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Q8:

Write the differential equation of the figure?

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Theory of Machines
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Q9:

Find the natural frequency of the system?

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Theory of Machines
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Q10:

The static deflection of a shaft under a flywheel is 4 mm (Take g = 10 m/s2). What is the critical speed in rad/s?

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IBS
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Q11:

If ω/ωn=2, where ω is the frequency of vibrations, then the transmissibility of vibration will be

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Theory of Machines
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Q12:

In a reciprocating engine mechanism, the crank and connecting rod of same length and  are at right angles to each other at a given instant. when the crank makes an angle of 45o with IDC  and crank rotates with a uniform velocity of ω rad/s, the angular acceleration of the connecting rod will be -

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Theory of Machines
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Q13:

If the ratio of the length of connecting rod to the crank radius increases, then

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Theory of Machines
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Q14:

Consider the following statements:

1. Balancing of several masses rotating in the same plane can be effected by a single mass.

2. Balancing of several masses in different planes can be done by 2 masses in 2 planes on either side of the reference plane or on the same side.

3. Reciprocating masses cannot be completely balanced by rotating masses.

4. Secondary unbalanced forces will be negligible compared to primary imbalance forces.

Which of the above statements are correct?

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Theory of Machines
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Q15:

When the engine is running at 750 rpm, the magnitude of primary forces is observed to be 500 N. If the crank and connecting rod are of lengths 250 mm and 1000 mm respectively, the magnitude of secondary force would be:

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Theory of Machines
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Q16:

Which one of the following can completely balance several masses revolving in different planes on a shaft?

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Theory of Machines
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Q17:

A four-cylinder in-line reciprocating engine is shown in the diagram given below. The cylinders are numbered 1 to 4 and the firing order is 1–4–2–3:

Which one of the following statements are correct?

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Theory of Machines
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Q18:

The magnitude of swaying couple due to partial balance of the primary unbalancing force in locomotive is

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Theory of Machines
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Q19:

The equation of motion of a linear vibratory system with a single degree of freedom is

4x¨ + 9x˙ + 16x  =  0

The critical damping coefficient for the system is

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Theory of Machines
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Q20:

A body starting from rest moves in a straight line with its equation of motion being

s = 2t3 – 3t2 + 2t + 1

where s is displacement in m and t is time in s. Its acceleration after one second is

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Theory of Machines
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Q21:

The first critical speed of an automobile running on a sinusoidal road is calculated by (modelling it is a single degree of freedom system)

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Theory of Machines
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Q22:

The equation of free vibration of a system is d2xdt2  +  64π2x  =  0. Its natural frequency would be

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Theory of Machines
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Q23:

Large field guns which come to initial position after firing in shortest possible time are

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Theory of Machines
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Q24:

Critical speed is expressed as

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Theory of Machines
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Q25:

Stress concentration in a machine component of ductile materials is not so harmful as it is in brittle material because

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Machine Design
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