spring design_wayne book
DESCRIPTION
Spring Design by Wayne Book _ME3180 from NortonTRANSCRIPT
Sprin
g D
esig
n
Way
ne B
ook
ME3
180
Nor
ton:
Mac
hine
Des
ign
Bas
ic S
prin
g B
ehav
ior
Som
e Ty
pes o
f Spr
ings
Som
e Ty
pes o
f Spr
ings
(2)
Som
e Ty
pes o
f Spr
ings
(3)
Som
e Ty
pes o
f Spr
ings
(4)
Sprin
g M
ater
ials
: Wire
sPr
oper
ties o
f int
eres
t
Hig
h st
reng
thH
igh
yiel
d M
odul
us m
ay b
e lo
w fo
r ene
rgy
stor
age
Cos
tTe
mpe
ratu
re re
sist
ance
(e.g
. val
ve sp
rings
)C
orro
sion
resi
stan
ce
Com
mon
Mat
eria
ls (p
artia
l lis
t for
wire
s)
The
Cur
ious
Beh
avio
r as D
iam
eter
D
ecre
ases
Hel
ical
Com
pres
sion
Spr
ings
Leng
ths
Free
Ass
embl
ed
Solid
or s
hut h
eigh
t
Wor
king
def
lect
ion
End
Trea
tmen
t
End
deta
ils a
ffec
t act
ive
coils
Plai
n Gro
und
Squa
red
Gro
und
Sprin
g D
efin
ition
s and
Cal
cula
tions
Sprin
g in
dex
C4<
C<
12
Act
ive
turn
s Na
Sprin
g de
flect
ion
resu
lts fr
om to
rsio
n un
der l
oad
Sprin
g st
ress
incl
udin
gTo
rsio
nD
irect
shea
rSt
ress
con
cent
ratio
n K c
or W
ahl f
acto
r Kw
Stre
ss D
istri
butio
n
cons
ists
of c
ompr
essi
ng th
e sp
ring
past
yi
eld
as p
art o
f man
ufac
ture
The
resi
dual
stre
sses
rem
ain
in th
e in
ner
surf
ace
of th
e w
ireTh
is re
duce
s sta
tic st
ress
durin
g fo
llow
ing
cycl
esSh
ould
not
be
used
in te
nsio
nSh
ot p
eeni
ng c
an a
lso
be u
sed
prim
arily
fo
r fat
igue
stre
ngth
Buc
klin
g an
d Su
rge
of C
ompr
essi
on S
prin
gsA
pro
blem
for l
ong
skin
ny sp
rings
Rod
insi
de is
so
met
imes
use
d to
el
imin
ate,
but
wea
r an
d fr
ictio
n re
sult
Dep
ends
on
ratio
Lf/
D
Surg
e is
ano
ther
pr
oble
m th
at o
ccur
s w
ith e
xciti
atio
n ne
ar
the
natu
ral f
requ
ency
Prop
ertie
s of S
prin
g M
ater
ials
--Y
ield
Yie
ld st
reng
th fo
r sta
tic lo
adin
gD
epen
ds o
n se
tB
efor
e se
t rem
oved
use
Wah
l fac
tor
Afte
r set
rem
oved
no
stre
ss c
once
ntra
tion
used
Prop
ertie
s of S
prin
g M
ater
ials
--Fa
tigue
Fatig
ue S
treng
thTo
rsio
n is
rele
vant
load
ing-
coul
d us
e vo
n M
ises
stre
ssM
ater
ials
test
ing
spec
ific
to h
elic
al
com
pres
sion
sprin
gs is
ava
ilabl
e, h
owev
erC
orre
ct fo
r tem
p., r
elia
bilit
y, e
nviro
nmen
t
Prop
ertie
s of S
prin
g M
ater
ials
--En
dura
nce
Endu
ranc
e St
reng
th (s
teel
s) u
nlim
ited
cycl
esFo
r hig
h ul
timat
e st
reng
ths,
endu
ranc
e lim
its m
ax
out a
t 45
kpsi
(unp
eene
d) a
nd 6
7.5
kpsi
(pee
ned)
Smal
l wire
s hav
e hi
gh u
ltim
ate
stre
ngth
Test
s hav
e be
en d
one
spec
ific
to sp
ring
wire
Tem
pera
ture
may
requ
ire c
ompe
nsat
ion
Cor
rosi
onR
elia
bilit
y
S-N
and
Mod
ified
Goo
dman
Dia
gram
Des
igni
ng S
prin
gs
Func
tiona
lity
Stiff
ness
Leng
ths
Dia
met
erFo
rces
R
elia
ble
oper
atio
nSt
atic
fact
or o
f saf
ety
Fatig
ue fa
ctor
of s
afet
yB
uckl
ing
and
surg
e
Man
ufac
tura
bilit
y
Inde
x C
Mat
eria
lW
ire a
nd c
oil d
iam
eter
Num
ber o
f tur
nsEn
d tre
atm
ent a
nd
cons
train
tSe
t and
shot
pee
n
Req
uire
men
tsD
esig
n C
hoic
es
Con
stra
ints
(oth
er)
Ben
d ra
dius
Hel
ical
Ext
ensi
on S
prin
gsSi
mila
r in
mos
t way
s to
com
pres
sion
sprin
gsU
sual
ly w
ound
to b
e cl
osed
co
il at
zer
o fo
rce
Thus
a p
relo
ad is
requ
ired
to
stre
tch
any,
i.e.
y=
k(F-
F i )
Sprin
g ho
ok is
a so
urce
of
failu
re in
ben
ding
and
to
rsio
nN
o se
t is u
sed
One
coi
l not
con
side
red
activ
e
End
Hoo
k St
ress
esB
endi
ng st
ress
:
Tors
iona
l stre
ss:
Tors
iona
l Spr
ings
The
wire
in a
tors
iona
l spr
ing
is p
rimar
ily
in b
endi
ngSp
ring
cons
tant
is ro
tary
M=
kLo
adin
g sh
ould
act
to w
ind
up c
oil
Des
ign
proc
ess r
esem
bles
com
pres
sion
sp
rings
Com
pres
sion
Spr
ing
Des
ign-
-Fat
igue
Stat
ic d
esig
n al
so im
porta
nt b
ut d
etai
ls le
ft to
ex
ampl
eD
ata
avai
labl
e fo
r spr
ings
with
load
ing
from
zer
o to
som
e co
mpr
esio
n va
lue
Firs
t con
stru
ct (o
r fin
d) S
-N c
urve
Nex
t con
stru
ct M
od-G
oodm
an c
hart
App
ly lo
ad li
ne fo
r giv
en p
relo
ad a
nd d
esig
n st
ress
Find
fact
or o
f saf
ety
to fa
ilure
poi
ntD
etai
ls d
iscu
ssed
via
Mat
hCad
solu
tion
Goo
dman
Cha
rt fo
r Exa
mpl
e 13
-4
Hom
ewor
k 10
Due
11/
28/0
1In
text
: 13-
1, 1
3-13
(Mus
t see
web
pag
e fo
r st
artin
g va
lues
in d
esig
n an
d pr
oble
m
stat
emen
t cor
rect
ions
)