Saturday, August 17, 2013
Mechanical engg
WOODRUF KEYS are semicircular shaped, such
that, when installed, leave a protruding tab. The keyway in the shaft is
a semi-circular pocket, the mating part, a longitudinal slot. They are
used to improve the concentricity of the shaft and the
mating part, which is critical for high speed operation. The main
advantage of the Woodruff key is that it eliminates milling a keyway
near shaft shoulders, which already have stress concentrations.
High-Efficiency Belt Drives
Belt drives are frequently used in motor systems and offer advantages such as providing flexibility with positioning of the motor, allowing speed adjustments with the use of pulleys with differing diamaters, low maintenance requirements, decreased noise levels, and high efficiency. However, the efficiency of belt drives differ based on their type and condition.
V-type belts are most commonly used and offer efficiencies between 93 to 98%. However, their efficiency drops by about 4% by age and by an additional 5–10% with poor maintenance.
Wedge or cogged belts can maintain efficiencies that are around 2% higher than ordinary V-belts
Synchronous/flat/ribbed belts offer efficiencies between 96 to 99%, and require less maintenance. Advancements with these kinds of belts have widened their application possibilities, and it is worth exploring the potential to switch over to these.
Belt drives are frequently used in motor systems and offer advantages such as providing flexibility with positioning of the motor, allowing speed adjustments with the use of pulleys with differing diamaters, low maintenance requirements, decreased noise levels, and high efficiency. However, the efficiency of belt drives differ based on their type and condition.
V-type belts are most commonly used and offer efficiencies between 93 to 98%. However, their efficiency drops by about 4% by age and by an additional 5–10% with poor maintenance.
Wedge or cogged belts can maintain efficiencies that are around 2% higher than ordinary V-belts
Synchronous/flat/ribbed belts offer efficiencies between 96 to 99%, and require less maintenance. Advancements with these kinds of belts have widened their application possibilities, and it is worth exploring the potential to switch over to these.
The articulate or jointed arm robot (or
sometime called Anthropomorphic arms) closely resembles the human arm.
The mechanical structure has at least three rotary joints which forms a
polar coordinate system. The Figure shown an articulate robot
with 6 degree of freedom. The basic three rotary joints able Arm swap,
shoulder swivel and elbow rotations. Additional 3 revolute joints (Roll,
Yaw, Pitch) and one prismatic joint allow the robot to point in many
directions, and then reach out some radial distance.
Application area:
Arc welding
Spot welding
Assembly
cleaning/spraying
Cutting
Deburring
Die casting
Gluing/sealing
Grinding/polishing
Injection moulding
Machine tending
Material handling
Packing
Palletizing
Picking
Pre-machining
Press brake tending
Application area:
Arc welding
Spot welding
Assembly
cleaning/spraying
Cutting
Deburring
Die casting
Gluing/sealing
Grinding/polishing
Injection moulding
Machine tending
Material handling
Packing
Palletizing
Picking
Pre-machining
Press brake tending
Wednesday, August 7, 2013
Mechanical Vibration Assignmnet No 1
Assignments No –
I
Date of Issue: 8th August,
2013 Date of Submission: 14th August,
2013
1.
Represent
the periodic motion given in figure 1 by harmonic motion
Figure 1
2.
Find the
sum of harmonic motion of equal amplitude but of slightly different
frequencies. Discuss the beat phenomenon that results from this sum.
3.
Split up
the harmonic motion 8 sin (ωt + π/4) into two harmonic motions one of which has
amplitude of 10 and phase difference zero.
4.
A steel
shaft 6 cm diameter and 50 cm long fixed at one end carries a flywheel of
weight of 1000 kgf and radius of gyration 30cm at its free end. Find the frequency
of free longitudinal transverse and torsional vibration E= 2 x 106
kgf/ cm2, C = 3.8 x 106 kgf/ cm2.
5.
A shock
absorber is to be designed so that its overshoot is 10% of the initial
displacement when released. Determine the damping factor. If the damping factor
is reduced to one half this values, what will be the overshoot?
6.
A simple
U tube manometer filled with liquid is ahown in figure 2. Calculate the
frequency of resulting motion if the minimum length of a manometer tube is
0.15m.
Figure2
7.
A gun
barrel having mass 560kg is designed with the following data: Initial recoil
velocity 36 m/sec, recoil distance on firing 1.5 m
Calculate:
(a)
Spring
constant
(b)
Damping
coefficient
(c)
Time
required for the barrel to return to a position 0.12 m from its initial
position
8.
A
vibratory system is defined by the following parameters:
m
= 3kg, k = 100 N/m, C = 3 N- sec/m. Determine
a. The
damping factor
b. The
natural frequency of the damped vibration
c. The
logarithmic decrement
d. The
ratio of two consecutive amplitudes
The number of cycles after which the original
amplitude is reduced to 20 percent.
Note: On the last date of submission of your assignment, a
minor test of 20 marks will be conducted
Design of Machine Elements - I Assignmnet No I
Assignments No –
I
Topic-Basic
Machine Design, Design of Shaft, Keys & Coupling
Date of Issue: 8th August,
2013 Date of
Submission: 14th August, 2013
1.
Explain the different stages in the design of machine elements.
2.
A armature shaft of a 40 kW, 720
rpm electric motor, mounted on two bearings A and B as shown in figure. Total
magnetic pull on the armature is 7 kN and it can be assumed to be uniformly
distributed over a length of 700 mm midway between the bearings. The shaft is
made of steel with a ultimate tensile strength of 770 N/mm2 and yield
strength of 580 N/mm2. Determine
the diameter of shaft if Km =1.5 and Kt=1.0, assume that
the pulley is keyed to the shaft.
3.
The problem is shown in the given
figure. A pulley drive is transmitting power to a pinion, which in turn is transmitting
power to some other machine element. Pulley and pinion diameters are 400mm and
200mm respectively. Shaft has to be designed for minor to heavy shock
ASME code for shaft design is suitable in this case
as no other specifications are provided.
In absence of any data for material
property, the allowable
shear for commercial
steel shaft may be
taken as 40 MPa, where keyway is
present in the shaft. For the given
condition of shock, let us consider Km = 2.0 and Kt =
1.5.
4.
What is key? How are the keys
classified? Draw neat sketches of different types of keys and state their applications.
5.
Discuss the function of couplings
and effect of key way cut into shaft. Explain the difference between rigid and flexible coupling.
6.
Design a cast iron protective
flange coupling to connect two shafts in order to transmit 7.5 kW at 720 rpm.
The following permissible stresses may be used:
Permissible shear stress for shaft, bolt
and key material = 33 MPa
Permissible crushing stress for bolt and
key material = 60MPa
Permissible shear stress for the cat
iron = 15 MPa
7.
Design a
bushed pin type
flexible coupling for
connecting a motor
shaft to a
pump shaft for
the following service conditions:
Power to be transmitted = 40 kW; speed of the motor
shaft = 1000 r.p.m.; diameter of the motor shaft = 50 mm; diameter of the pump
shaft = 45 mm. The bearing pressure in the rubber bush and allowable stress in
the pins are to be limited to 0.45 N/mm2 and 25 MPa respectively.
Note: On the last date of submission of your assignment, a
minor test of 20 marks will be conducted
Friday, July 26, 2013
DESIGN OF SHAFTS
1. Define shaft.
A
shaft is a rotating machine element which is used to transmit power from one
place to another. Shaft is used for the
transmission of torque and bending moment.
2. Differentiate between shaft and axle.
An
axle, through similar in shape to the shaft, is a stationary machine element
and is used for transmission of bending moment only. It simply acts as a support for some rotating
body.
3. What is spindle?
A
spindle is a short shaft that imparts motion either to a cutting tool or to a
workpiece.
4. What are the
materials used for shafts.
For
ordinary shafts – mild steel
For high strength shafts – alloy
steel such as Nickel, Ni-Cr steels (or) Cr – V steels.
5. What are the
types of shafts and their importance?
1. Transmission
shafts – These shafts transmit power between the source and the machines
absorbing power. These shafts carry
machine parts such as pulleys, gears etc.
they are subjected to bending in addition to twisting.
2. Machine
shafts – these shafts form an integrated part of the machine itself. The crankshaft is an example of machine
shaft.
6. What are
various types of stresses induced in the shafts. .
1. Shear
stresses due to transmission of torque.
2. Bending
stresses.
3. Stresses due
to combined torsional and bending loads.
7. What are standard sizes of transmission
shafts?
1. 25mm to 60mm
with 5mm steps.
2. 60mm to 110mm
with 10mm steps.
3. 110mm to
140mm with 15mm steps.
4. 140mm to
500mm with 20mm steps.
Standard length
– 5m, 6m and 7m.
8. On what basis the shafts are designed.
1. Based on
rigidity and stiffness 2. Based on
strength 3. Based on critical speed.
9. Differentiate the hollow shaft and solid
shaft.
The
hollow shafts are used in marine work.
These shafts are stronger per kg of material and they may be forged on a
mandrel, thus making the material more homogenous than a solid shaft.
10. Give
examples for shafts subjected to axial load in addition to torsion and bending
loads.
a. propeller
shafts of ships b.
shafts for driving worm gears
c. main shaft of
Kaplan turbines.
11. What are the desirable properties for the
materials for shafts and axles?
a. sufficient
high strength
b. a low
sensitivity to stress concentration
c. ability to
withstand heat and case hardening treatment.
d. good machinability
12. How the
shafts are designed when it is subjected to twisting moment only?
When
the shaft is subjected to torque only, then it is designed based on torsion
equation.
13. Why rotating shaft are generally made with
circular cross section?
Stress
distribution pattern will be uniform throughout the circular cross section.
14. Define
Torsional stiffness of shaft.
It
is defined as the resisting strength of a shaft to torsional load.
Mathematically
it can be calculated by the formula.
15. If the shaft
is subjected to torsion and bending moment, the shaft diameter can be determined based on the two theories namely
_________
Ans:
Guest’s theory and Rankine’s theory.
16. What are the
ways of improving lateral rigidity of shafts?
1. maintaining
proper bearing clearances
2. correct gear
teeth alignment.
17. Define
critical speed of a shaft.
Rotating
shaft tends to vibrate violently in transverse direction at certain speeds
known as critical (or) whirling speed.
When the natural frequency of vibration is equal to the speed of the
shaft, resonance will occur. Such a
value of natural frequency is called critical or whirling speed.
18. State any
two reasons for preferring hollow shaft over solid shaft.
1.
for some weight of shaft, hollow shaft can transmit 1.5 times the torque
transmitted by solid shaft.
2. for a particular power
transmission hollow shaft requires minimum weight.
19. What is
column factor?
If
a long shaft subjected to axial load (compressive load) in addition to torsion
and bending, a factor must be introduced to take the column effect into
account.
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