Please solve as much as you can 675 cm 65 a plane of Fi and

Please solve as much as you can

6.75 cm 6.5 a plane of Fi and F2 ba 5 p 2.0 B C D 1.5 a 3.5 1.5 s 1.5 plane of Fg key bearing Snap gear gear sheave ring frame Gea Z not to scale sheave

Solution

solution:

design of shaft for gear

1)as tangential velocity should be 1626 in/s or 41.3 m/s

torque on gear and pully are

P=T*2*pi*N/60

v=pi*d*N/60=41.3

N2=5175.71 rpm

hence torque on gear is

T=2752.7 Nmm

tangential force =Ft=T/dg/2

Ft=36.12 N

radial fotce Fr=Fttan20=13.14 N

resulatnt force=F=38.43 N

where reaction at support are

Ra=15.37 N

Rb=23.058 N

hence moment at gear base is maximum hence

M=F*l

l=1.75 in=44.45 mm

M=780.79 Nmm

for Kb=1.5,Kt=1

by ASME code

equaivalent torque is

Te=((KbM)^2+(KtT)^2)^.5=2991.49 Nmm

here material is 1050cold drawn steel

Sut=790 MPa,Syt=670MPa

tall=.18*Sut=142.5 N/mm2

but for keyway 25% reduction in strength

tall=106.65 N/mm2

hence diametr of shaft is

taa=16Te/pi*d1^3

d1=5.2275 mm approx 6 mm

here for bending strength step shaft is used as per moment distribution

do=1.25*d1=6.53 approx 7 mm

2)design for shaft of pully

as tangential velocity should be 1626 in/s or 41.3 m/s

torque on gear and pully are

P=T*2*pi*N/60

v=pi*d*N/60=41.3

N2=5175.71 rpm

hence torque on gear is

T=2752.7 Nmm

T=(F1-F2)dg/2

F1=5F2

4F2=36.12

F2=9.03 N

F1=45.15 N

F=F1+F2=54.18 N

hence tyorque is

T=2752.7 Nmm

moment is

M=F*l=2408.62 Nmm

l=44.45 mm

for Kb=1.5,Kt=1

by ASME code

equaivalent torque is

Te=((KbM)^2+(KtT)^2)^.5=4542.1 Nmm

here material is 1050cold drawn steel

Sut=790 MPa,Syt=670MPa

tall=.18*Sut=142.5 N/mm2

but for keyway 25% reduction in strength

tall=106.65 N/mm2

hence diametr of shaft is

taa=16Te/pi*d3^3

d3=6 mm approx 6 mm

here for bending strength step shaft is used as per moment distribution

d2=1.25*d3=7.53 approx 8 mm

2)design for square key

w=h=d/4

as both shaft have same diametr 6 mm,same key for both by shear and crushing criteria

material choosing-plain carbon steel

Syt=300 MPa

Nf=3

t=.5*Syt/Nf=50 MPa

Sc=Syt/Nf=100 MPa

where formula are

for calculating length of key is

t=2T/d2wl

and Sc=4T/d2hl

w=h=d2/4=1.5 mm

hence l=12.23 mm

4)design of spur gear

module=5 mm

center distance a<18\'\'<457.2 m

a=mT2(1+G/2)

from speed ratio T1=3T2

G=3

we get

T2=45

T1=15

design for bending strength

Yp=.484-2.87/t1

Yp=.2926

b=1 in=25.4 mm

Sb=200 MPA

SUT=600MPA

Nf=3

Fb=m*b*Sb*Yp=3716.02 N

where effective load

Kv=.1268

Ka=application factor=1.5

Feff=(Ka/kv)Ft=427.11 N

hence factor safety

Nf=Fb/Feff=8.7

where designagainst pitting failure

Fw=bdpQk

Q=2*T2/(T1+T2)=1.5

dp=75 mm

Fw=Fb

K=.16(BHN/100)^2

all putting in equation we get that hardeness of ear should be

BHN=285.09

in this way material of steel with Sut=600 MPa

7)in thisway all parameter are selected for design and bearing selected from diameter of shaft and load condition

Please solve as much as you can 6.75 cm 6.5 a plane of Fi and F2 ba 5 p 2.0 B C D 1.5 a 3.5 1.5 s 1.5 plane of Fg key bearing Snap gear gear sheave ring frame G
Please solve as much as you can 6.75 cm 6.5 a plane of Fi and F2 ba 5 p 2.0 B C D 1.5 a 3.5 1.5 s 1.5 plane of Fg key bearing Snap gear gear sheave ring frame G
Please solve as much as you can 6.75 cm 6.5 a plane of Fi and F2 ba 5 p 2.0 B C D 1.5 a 3.5 1.5 s 1.5 plane of Fg key bearing Snap gear gear sheave ring frame G
Please solve as much as you can 6.75 cm 6.5 a plane of Fi and F2 ba 5 p 2.0 B C D 1.5 a 3.5 1.5 s 1.5 plane of Fg key bearing Snap gear gear sheave ring frame G

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