7 Dts Question Bank-1
7 Dts Question Bank-1
TECHNOLOGY
DEPARTMENT OF MECHANICAL ENGINEERING
QUESTION BANK
SEMESTER-6
UNIT – I DESIGN OF FLEXIBLE ELEMENTS
Part A
1. List the advantages of flat belt drives? (R)
a. Low initial cost
b. Noiseless
c. Drive is protected overloads
d. Connecting shafts are large centre distance apart
3. Formula to be use the equation for calculating the length of the belt for
open and crossed belt drives. (C)
PART B
1. It is required to select a flat belt drive for a fan running at 360r.p.m
which is driven by a 10kW, 1440r.p.m motor. The belt drive is open
type and space available for a centre distance of 2m approximately. The
diameter of a driven pulley is 1000mm. (C)
2. An open belt drive connects two parallel shafts 1.2m apart. The driving
and driven shafts rotate at 350 r.p.m and 140 r.p.m respectively and the
driven pulley is 400mm in diameter. The power to be transmitted is
1.1kW. Design the drive. (C)
3. Design a belt drive to transmit 20kW at 720r.p.m to an aluminum
rolling machine, the speed ratio being 3. The distance between the
pulleys is 3m. diameter of the rolling machine pulley is 1.2m
(C)
4. A flat belt is required to transmit 35kW from a pulley of 1.5m effective
diameter running at 300r.p.m. The angle of lap is 165 degree and
coefficient of friction is 0.3. Determine taking centrifugal tension into
account, width of the belt is required. It is given that the belt thickness
is 9.5mm, density of the material is 1.1 Mg/m^3 and the related
permissible working stress is 2.5MPa. (C)
5. In a crossed belt drive, the belt has 6mm thick, transmits 7.5kW and
operates at a velocity of 13m/s approximately. The coefficient of friction
is 0.3 and permissible tensile stress for the belt material is 1.75N/mm^2.
The density of leather is 0.95gm/cc. Calculate a) diameter of the pulleys
b) length and width of the belt c) belt tension in tight and slack side.
Take length of the belt is 1% less to give initial tension.
(C)
6. Design a V-belt and calculate the actual belt tensions and average stress
for the following data. D=500mm, d=150mm, C=925mm, N1=1000r.p.m,
N2=300r.p.m and P=7.5kW . (C)
7. Design a V-Belt drive to the following specifications
Power to be transmitted =7.5kW
UNIT II
1. Explain the advantages of gear drive? (AN)
a. There is no slip
b. Capable of transmitting large power
c. Efficiency is high
19.Write the equation for induced contact stress for spur and helical gears
(C)
Spur gear:
Helical gear:
20.A pair of spur gear with a centre distance of 495mm is used for a speed
reduction of 45:1. The module is 6mm. calculate the number of teeth on
the pinion and gear. (C)
PART B
1. A motor shaft rotating 1440 r.p.m has to transmit 15kW power at a low
speed shaft rotating at 500 r.p.m. A 200 pressure angle involutes tooth
gear pinion is used. The pinion has 25 teeth. Design a suitable gear derive
(C)
2. Design a spur gear drive to transmit 22.5kW at 900 r.p.m. Speed reduction
is 2.5. Materials for pinion and wheel are C15 steel and Cast iron grade 30
respectively. Take pressure angle of 200 and working life of gears are
10,000 hrs.(C)
3. Design a pair of spur gear drive to transmit 30kW at 1440 r.p.m. Speed
reduction is 2.5. Assume all the data. (C)
4. Write the design procedure for the Helical gear. (C)
5. Design a pair of helical gear to transmit 30 kW at a speed reduction ratio
of 4:1. The input shaft runs at 200 r.p.m. Both pinion and wheel are 15Ni
2Crl Mo15 under carburized condition and the helix angle is 150. (C)
6. A pair of helical gears subjected to moderate shock loading is to transmit
30kW at 1500 r.p.m of the pinion. The speed reduction ratio is 4 and the
helix angle is 200. The service is continuous. For the gear life 10,000 hrs.
Design a gear drive. (C)
7. A compressor running at 360 r.p.m is driven by a 140kW, 1440 r.p.m
motor through a pair of 20 degree full depth helical gears having helix
angle of 250. The center distance is approximately 400mm. The motor
pinion is to be forged steel and the driven gear is to be cast steel. Design a
pair of gear drive (C)
8. Design a pair of helical gears to transmit 38kW at 1500 r.p.m. The speed
reduction ratio is to be 5 and the helix angle is 220. Assume all data.
(C)
9. A helical gear speed up drive is required to drive a centrifugal compressor
running at 3000 r.p.m. The helical gear speed up unit is driven by an
electric motor running at 1000 r.p.m. The compressor requires a nominal
input power of 12.5kW. The helix angle is 250 may be assumed for the
gears. Standard involutes profile 20 degree full depth system will be used
for the gear teeth. The gear pair is required to last for at least 10,000 hrs.
Design the gear drive for the following gear materials: Pinion: Heat
treated Cast Steel, Wheel: High grade cast iron.
(C)
10.Design a pair of helical gears to transmit 5kW at 1500 r.p.m. The
transmission ratio is to be 3 and the helix angle is 150. Assume all data.(C)
UNIT III
23. What are the classifications of bevel gear based on teeth shape?(U)
a) Straight bevel gear
b) Spiral bevel gear
c) Zerol bevel gear
d) Hypoid gear
26. Formulate the equation for cone distance for bevel gears.(C)
27. Calculate the pitch angle for pinion and wheel if the transmission ratio is 1.6 (C)
28. Calculate the pitch diameter of pinion and wheel if the transverse module is 5mm
and the number of teeth of pinion and wheel is 20 and 48. (C)
29. Formulate the equation of tip diameter for the pinion and wheels for bevel
gears.(C)
30. Formulate the equation for design contact stress for bevel gears.(C)
31. Examine are the advantages of worm gear drive? (AN)
a) Steep ratios as high as 300:1
b) Operation is smooth and silent
c) Worm gear drives are irreversible
32. How do you Calcify the specification of a pair of worm gears? (U)
33. A pair of worm gear is designated as 2/54/10/5. Calculate the center distance. (C)
34. Formulate the equation for calculating the efficiency of the worm gear drive.(C)
35. Formulate the equation for induced bending stress for worm wheel.(C)
36. Write the formula for calculate the length of the worm gear if the number of starts
is 3 and 4? (C)
40. In worm gear drive, only the wheel is designed. Why? (C)
Since always the strength of the worm is greater than worm wheel, therefore only
the worm wheel is designed.
PART B
1. Design a pair of bevel gear for two shafts whose axes are at right angles. The
power transmitted is 25kW. The speed of pinion is 500r.p.m and the wheel gear is
200r.p.m.
(C)
2. A 900 straight bevel gear set is needed to give 3:1 reduction if the speed of the
pinion is 1440 r.p.m has to transmit 15kW power. A 200 pressure angle involutes
tooth gear pinion is used. The pinion has 25 teeth. Design a suitable gear derive
(C)
3. Design a bevel gear drive to transmit 10kW at 1500r.p.m. Gear ratio is 3, material
for pinion and gear is C45 Steel with surface hardness is < 350 HB and gear life is
10,000 hrs (C)
4. Design a bevel gear drive to transmit 4kW at 225r.p.m. Speed ratio is 4, gear life is
26,000 hrs (C)
5. Write the design procedure for the worm gear (C)
6. Design a worm gear drive to transmit 18 kW at a worm speed of 1440r.p.m. The
speed ratio is 24. The minimum required efficiency of the drive is 85%. Check the
design for heat dissipation and give your inference.
(C)
7. Design a worm gear drive to transmit 22.5 kW at a worm speed of 1440r.p.m. The
speed ratio is 20. The minimum required efficiency of the drive is75%. The
temperature rise should be restricted to 400 C (C)
8. Design a worm gear drive to transmit 12kW at a worm speed of 1440r.p.m. The
speed ratio is 20. The minimum required efficiency of the drive is75%. The
temperature rise should be restricted to 400 C and calculate the required cooling
area (C)
9. Design a worm gear drive to transmit 7.5kW from a worm rotating at 1440r.p.m to a
worm wheel at 20r.p.m (C)
10. Speed reducers wait to be designed for an input of 11.25 kW with a transmission
ratio of 20. The speed of the hardened steel worm is 1500r.p.m. The worm wheel is
to be made of bronze. The tooth form is to be 200 involutes.
(C)
11. Design a worm gear drive to transmit 3kW at 600r.p.m Speed of the worm wheel is
40r.p.m. Assume the efficiency is 78% and tabulate the results.
(C)
UNIT IV
1. What are the principles to be Examine to obtain optimum design in multi speed
gear box? (AN)
To avoid excessively large diameter of the wheel and also to limit the pitch line
velocity of the gear the following principles are considered.
a) Number of gears on the last shaft (spindle) should be minimum.
b) Number of gears on the shaft should not be more than 3, though in exceptional it
may be 4.
c) It is preferable to have n max > n input > n min. In all stages except in the first stage.
4. List six standard speeds starting from 18 rpm with a step ratio 1.4. (R)
5. Sketch the kinematics layout of gears for 6 speeds between two shafts. (A)
12. What is the information’s needed for the structural diagram? (A)
a) Number of shafts in a gear box
b) Number of gears in shaft
c) Order of changing transmission in individual groups to get the desired speed
d) Transmission range
15. Analyze the possible arrangements to achieve 12 speeds from a gear box? (A)
The possible arrangements to achieve 12 speeds from a gear box are,
2x2x3, 2x3x2, 3x2x2.
16. What is the information’s needed for the ray diagram? (A)
a) Number of stages.
b) Number of speed sin each stage.
c) The Order of kinematic arrangement of the stages.
d) Total number of speed available at the spindle.
17. Relate the basic rules for optimum gear box design? (AN)
a) Transmission ratio (i) in a gear box is limited as
b) The speed ratio at any stage should not be greater than 8
c) In all stages except first stage, Nmax > N input > Nmini
d) The minimum number of teeth in smaller gear drive should not greater than 17
18. List any two methods used for changing speeds in gear box. (R)
a) Constant mesh gear box
b) Sliding mesh gear box
19. Draw the ray diagram for a 9 speed gear box. (A)
6. Design the layout of a 12 speed gear box for a milling machine having an output of
speeds ranging from 180 to 2000 rpm. Power is applied to the gear box from a 6
kW induction motor at 1440 rpm. Choose standard step ratio and construct the
speed diagram. Decide upon the various reduction ratios and number of teeth on
each gear wheel sketch the arrangement of the gear box (C)
7. Design the headstock gear box of a lathe having nine spindle speeds ranging from
25 to 1000 rpm. The power of the machine may be taken as 6 kW and speed of the
motor is 1450 rpm. Minimum number of teeth on the gear is to be 25. a) Draw the
speed diagram b) Sketch the layout of the gear box.c) Calculate the number of
teeth on all gears
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8. A gear box is to be designed for the following specifications:
Power to be transmitted = 5.5KW
Number of speeds = 9
Draw the kinematic layout diagram and the speed diagram. Determine the number
of teeth on all gears. (C)
9. Draw the ray diagram and kinematic lay out of a gear box for an all geared
headstock of a lathe. The maximum and minimum speeds are to be 600 and 23
rpm respectively. The number of steps is 12 and drive is from a 3 kW electric
motor running at 1440rpm
(C)
10. Select speeds for a 12 speeds gear box for a minimum speed of 112 rpm and
maximum speed of 1400 rpm. Drive speed is 1400 rpm. Draw speed diagram and a
kinematic arrangement of the gear box showing the number of teeth in all the
gears. (C)
11. The spindle of a pillar drill is to run at 12 different speeds in the range of 100rpm
and 135 rpm. Design a three stage gear box with a standard step ratio. The gear
box receives 5KW from an electric motor running at 360rpm. Sketch the layout of
the gear box, indicating the number of teeth on each gear. Also sketch the speed
diagram.
(C)
UNIT V
7. Explain Give the essential three elements in internal shoe rim clutch.
(AN)
It consists essentially of three elements.
a) The mating frictional surface
b) The means of transmitting the torque to and from the surface.
c) The actuating mechanism.
8. Define expanding ring clutch. (R)
The expanding ring clutch is often used in textile machinery, escalators, and machine
tools where the clutch may be located within the driving pulley. Expanding ring clutches
benefit from centrifugal effects. Transmit high torque, even at low speed, and require
both positive engagements and sample release force.
To dissipate the heat, a lubricant is provided. This reduces the and the torque
carrying capacity.
PART B
4. A multi disk clutch consists of five steel plates and four bronze plates. The
inner and outer diameters of friction disks are 75mm and 150mm
respectively. The coefficient of friction is 0.1 and the intensity of pressure
is limited to 0.3. N/mm2.Assuming the uniform wear theory, calculates (i)
the required operating force, and (ii) power transmitting capacity at 750
rpm. (C)
5. A multi disc wet clutch is to be designed for a machine tool driven by an
electric motor of 12.5 KW running at 1440 rpm. Space restrictions limit
the outside disc diameter to 100mm. Determine the appropriate value of
inside diameter, total number of discs and clamping force.
(C)
6. A hydraulically operated clutch is to be designed for an automatic lathe.D
etermine the number of plates and operating force required for the clutch
to transmit 35 Nm. The clutch is to be designed to slip under 300% of
rated torsional moment to protect the gears and other part of the drive.
The limits for the diameter of friction surfaces due to space limitation are
100mm and 62.5mm. This clutch is to operate in an oily atmosphere.
(C)
7. An engine developing 45kW at 1000 rpm id fitted with a cone clutch built
inside the fly wheel. The cone has a face angle of 12.5 degree and a
maximum mean diameter of 500 mm. The coefficient of friction is 0.2. The
normal pressure on the clutch face is not exceeded 0.1N/mm2. Determine
(i) The face width required (ii) the axial spring force necessary to engage
the clutch. (C)
8. A leather faced conical clutch has cone angle of 30 degree. The pressure
between the contact surfaces is limited to 0.35N/mm2 and breadth of the
conical surface is not to exceed 1/3 of the mean radius. Find the
dimensions of the contact surfaces to transmit 22KW at 2000rpm. Also
calculate the force required to engage the clutch. Take coefficient of
friction as 0.15. (C)
9. Calculate the average bearing pressure and the initial and average braking
powers for the block shoe shown in fig.B1. The diameter of the drum is
400 mm and it rotates at 200 rpm. Coefficient of friction is 0.2 and drum
width is 75 mm. (C)