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8/21/2019 KONSTRUKSIONET PREJ DRURI II.pdf
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KONSTRUKSIONET PREJDRURI II
Konstruksionet e lameluara
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Procesi teknologjik i DL Depoja e lnds s sharruar
Klasifikimi i lnds
Transporti deri n tertore
Terja e lnds
Prpunimi i lnds pr s gjati
Kontrolli i lnds
Lidhjet dhmbzore t lamelave
Ngjitja formimi i lamelave
Kondicionimi i lamelave Prgatitja e lamelave
Prgatitja e ngjitsit
Lyerja me ngjits
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Procesi teknologjik i DL Transportimi i lamelave deri te presat
Prgatitja e presave
Vendosja e lamelave n presa
Vendosja e laminatit n shtypje
Kontrolli i shtypjes
Qndrimi, lirimi nga presat
Kontrolli i dimensioneve
Transporti deri te makinerit pr gdhendje
Kontrolli i kualitetit t ngjitjes Lyerja e laminatit me mjete mbrojtse
Prerja e laminatit me dimensione t projektuara
Prgatitja e laminatit pr transport dhe deponim
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Veorit konstruktive t KL Karakteristika t larta mekanike
Mnyra industriale e prodhimit Ambiente kualitative akustike Mundsi t shfrytzimit:
Forma t ndryshme Sisteme t ndryshme statike
Prerje trthore t ndryshme
Forma vllimore t ndryshme
Mundsi e leht pr rritje t objekteve Ndjeshmri t vogl nga agjentt kimik Forma arkitektonike t atraktive
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Prerjet trthore t laminatit
b
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Rregullat teknike DIN pr laminat
min a = 6mm
a 33 mm
a 42 mm trajet e drejta
min a = 6mm
a 33 mm kur r1 200 a
a = 13 mm kur r1 = 150 a
h
MM
>h/6(min 2 lamela)
>h/6
(min 2 lamela)
a a > 25mm
b > 220 mm
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Rregullat teknike DIN pr laminat Vazhdimi i lamelave
a
kontakti i
ngjitjes
kontakti i
ngjitjes
a
>20a
>45cm
>20a
>45cm
h
b
hb
a
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Rregullat teknike DIN pr laminat Rrezja e kurbzimit
aEaWE
M
IE
M
r gmeano
dm
gmeanogmeano ,,
,
,,,,1
221
=
==
rm
r1
h
a
=r
h
kurbzimi a [mm]
r1
h
30
40
20
10
0200 190 170180 150160
a=13
a=33
gmeanodm E
r
a,,
1
,
2
=
mmaprarmmaprar
1315033200
1
1
==
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Format e traut t thjesht
l
Forma
Sistemi statik
Hapsira q mbulon
m
Lartsia statike
h
h12,0.......25,0
(30,0)h=
l
17
l
16
H=
12,0.......25,0(35,0)
h
h= l
30
H
H
l30
h=
h
12,0.......30,0
(35,0)
H= l
16
H
l
30h=
h
H= l
1612,0.......30,0
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Format e traut t thjesht
l
Forma
Sistemi statik
h
H
H
H
h
h
H
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Trau i thjesht me lartsi konstante
Ma
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Trajet e gjunjzuara
1..
..
.0.,
.0. +dym
dym
dczc
dc
ffk
1
,
, dv
dv
f
ycritc
kcyrel
f
..
.0.
, =
1,
finnet
net
u
u
2
,
2,
1
yrelyy
yc kkk +=
( ) 2,, 5,015,0 yrelyrelcyk ++=
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Trajet e gjunjzuara
W
M
r
h
fr
h
drb
dfhb
A
U
drbdsbA
d
m
dtc
dtc
mm
dtc
NF
dtc
mNF
=
=
==
==
4
1
44
,90),(
,90),(
,90),(
,90),(
b
h
h/2
h/2
m
mds=rmd
d
rm
D D
Z Z
U
U
U
D
D
MM M
t,90,d
d
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Trajet me lartsi t ndryshuar
2
,0,,90,
,0,
tan
tan
=
=
dcdc
dc
,
+ - -+ + -
1/tan
1
c,0,dc,90,d
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Trajet me lartsi t ndryshuar
hap
ha
l
lm
x
hx
b
q
Mmax
Mx
Map
m
ax,0,d
,0
,d
( )0=
dx
xd
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Trajet me lartsi t ndryshuar
( )
( )
( )
( )( )2
2
tan6/
2/
+
== xhb
xxlq
xW
xM
xa
( )6/2
/21/
/1/2
1/2/
2,0,
xx
xdm
maap
maap
ax
maap
m
hb
xlxq
W
M
llhh
llhhhh
mlhh
lx
==
+
+=
+
=
Pr traje simetrike
=
=
ap
aax
am
a
h
hhh
h
hl
x
2
2
Pr traje me nj ramje
aap
ap
x
aam
hh
hh
hh
lx
/1
2
/1
+
=
+=
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Trajet me lartsi t ndryshuar
010
m,
m,0
,
Prerja
trthore
( ) 2
2
,0,
641
bh
Mtg ddm +=
Kur
Skaji i poshtm
( ) 2
2
,0,
541
bh
Mtg ddm += Skaji i siprm
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Trajet me lartsi t ndryshuarSkaji i poshtm
1.0.
.0.
dmdm
f
+
+
=shtypje
f
f
f
trheqje
f
f
f
f
dc
dm
dm
dt
dm
dm
dm
22
,90,
,
,
22
,90,
,
,
,,
cossin
cossin
1..
.. dm
dm
f
Skaji i siprm
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Trajet me lartsi t ndryshuar
hap
0.5 hap0.5 hap
0=
r
hap
1,
, dmr
dm
fk
2
,
,
6
ap
dap
ldmhb
Mk
=
1=rk
21
3
4
2
321
tan4.5tan4.11
0
++==
==
+++=
kk
r
h
k
kkkkkkkk
l
ap
ap
apapapl
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Trajet me lartsi t ndryshuar
dtdisdt fV
V
k ,90,
2.0
0
,90,
ku kemi:
kdis faktor i cili merr parasysh ndikimin e shprndarjes s sforcimeve n zonn emajs kulmarit, me vlerat vijuese
pr mbajtsit e drejt me skajin me dy rnje dhe mbajtsit harkore: kdis=1,4,dhe pr mbajtsit e gjunjzuar kdis=1,7
V0 vllimi krahasues prej 0,01 m3,
V Vllimi n zonn e majes n m3 (figura 5.2.4). Pr vlern maksimale t V duhett merret 2V/3, ku kemi Vb vllimi i tr mbajtsit.
hap
0.5 hap0.5 hap
blhh
hbV aps
ap
+
=
23
2
4
tan12
Sh b ll
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Shembull
1.1
5
0.6
0
0.5
5
10 10
3.15
0.20
q d=10.4kN/m
5.22
Md=360kNm
Md=278kNm
5.8
5
104kN
104kN
Sh b ll
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Shembull
Shkputja nga prkulja
17.087.1
3.1
/87.13.19.07.2
/3.1600200
101045.15.1
2,
23
=
Shembull
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Shembull
Prkulja
mh
hlx
ap
a 22.515.12
60.020
2=
=
=
( )
2,
,
,
322
/3.150262.0
401.0
40178.1422.52
4.10
2
0262.06
887.02.0
6
887.015.1
60.0260.02
mMNW
M
kNmxlxq
M
cm
hb
W
mh
hhh
x
dx
dm
ddx
xx
ap
aax
===
===
=
=
=
=
=
=
Shembull
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Shembull
Pjesa e majs s mbajtsit
22
,90,
,
,
,,
cossin +=
dc
dm
dm
dm
f
f
ff
( )
( )
192.04.16
1.15
/1.153.1515.3tan41
193.06.165.15
/5.153.1515.3tan41
/4.1615.3cos15.3sin81.36.16
6.16
/6.163.1
9.024
22
,,
22
,0,
2
0202,,
2
,
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ShembullPjesa e prkulur n maje t mbajtsit
0.178.06.160.1
9.12
/9.1215.120.0
520.06093.1
5208
20
4.10
093.115.3tan4.515.3tan4.11
6
,
,
2
2,
2
,
2
1
2
,
,
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Shembull 1Pjesa e trhequr n maje t mbajtsit
2
,90,
,2
,
,90,
/13.0093.1
011.09.12
011.015.3tan2.0
6
mMN
k
k
k
hb
Mk
dt
p
l
p
dm
ap
dap
pdt
==
==
=
=
Skaji i trhequr n maje t mbajtsit
( )
0.158.031.0
261.0
01.04.1
13.0
/31.03.1
9.045.0
3
2261.015.3tan25.0115.120.0
01.04,1
2.0
2
,90,
2
3
0
,90,
2.0
0,90,
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Trajet e gjunjzuara-harkore me lartsi konstante
r rin
h=hap
apin hrr 5,0+=
1,
,
dmr
dm
fk
0=
( ) 2
,2
,
66.035.01
ap
dap
apapdmhb
Mkk
++=
r
hk
ap
ap =
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Trajet e gjunjzuara-harkore me lartsi konstante
b) Forcat trheqse
( ) 1
01.04.1 ,90,2.0
,90, dt
dt
fV
2
,
,90,625.0
ap
dap
apdthb
Mk
=
( ) totalapinap VhrhbV322
180
2 +=
Trajet e gjunjzuara-harkore me lartsi konstante
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r rin
hap
c
l/2 l/2
=h/2
h
c/2
hap
d
h1
e
( )
( )
2sin2
cos1tan2cos
cos1
cos
tan
2
1
1
ap
mm
map
m
hrr
cr
rch
dheh
rd
hh
ce
+=
=
+=+=
=
=
=
Trajet e gjunjzuara harkore me lartsi konstante
Trajet e gjunjzuara-harkore me lartsi konstante
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Trajet e gjunjzuara harkore me lartsi konstante
l/2 l/2
H1
H2
q
1
2
1H2
H1
v
H
s
+ +
M2
8
2
2
lqM
=
Trajet e gjunjzuara-harkore me lartsi konstante
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Trajet e gjunjzuara harkore me lartsi konstante
c
vvnet
vc
IE
slMu
sl
MIE
lq
MM
==
=
==
05.0
max,
max05.0
2
max2
8,4
412
52
8
( )
( )
ul
HHu
lHH
HHsM
sHMsHMIE
uuuu
HHnet
v
H
Hc
finnetvnetHnet
12,
12
12max
1max2max05.0
,,,
6,14
6,14
6,148,4
3
2212
52
+==
+=
+
=
+=
+=
Trajet e gjunjzuara-harkore me lartsi konstante
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Trajet e gjunjzuara harkore me lartsi konstante
Rastet e mbshtetsve
ha h<
ha < h
ha h=
Trajet e gjunjzuara-harkore me lartsi t ndryshuar
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Trajet e gjunjzuara harkore me lartsi t ndryshuar
rrin
hap
1,
,
dmr
dm
fk
apin hrr 5,0+=a) prkulja
2
,
,
6
ap
dap
ldm hb
Mk
=
r
hk
ap
ap =
2
4
2
3
2
21
3
4
2
321
tan6
tan8,7tan3,86,0
tan835,0
tan4.5tan4.11
=
+=
=
++=
+++=
k
k
k
k
kkkkkkkk apapapl
Trajet e gjunjzuara-harkore me lartsi t ndryshuar
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j gj j y
b) Forcat trheqse
( ) 1
01.04.1,90,
2.0
,90,
dt
dt
fV
( ) ( ) totalinapin VrhrbV 32180cos cossin 22
++=
2
,
,90,
6
ap
dap
pdthb
Mk
=
r
hk
ap
ap=
2
7
2
6
5
2
765
tan4tan1,2
tan6,2tan5,125,0
tan2,0
=
+=
= ++=
k
k
kkkkkkk apapp
Shembull 2
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q
10.00 10.00
6.00
1.4
2
1.6
34.93
1.0
6
12
10
8
10.22
Bd Cd
kNCB
mkNq
m
mkNq
QGq
dd
d
d
kQkGd
1042/204,10
/4,1085,577,1
85,5
/77.175,05.148.035,1 2
=====
==+=
+=
a) shkputja
-
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a) shkputja
159,087,1
1,1
/87.13,1
9,07.2
/1.1700200
10104
5,15,1
2
,
23
-
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mmmmfb
Bl
mmNf
dc
dBerf
dc
18013487,3200
10104
/6,163,1
9,024
3
,,
2
,0,
==
=
==
b) prkulja pr sforcime maksimale
( )
2
,
32
00
00
1
/9,100354,0
386,0
38607,1593,42
4,10
0354,06/03,120,0
03,12
812cos05,1
05,142,1
70,0270,0
39,442,12
70,020
42,18tan12tan0,1070,0
mMN
kNmM
mW
mh
mh
mx
rrezikshmeemprerjamh
dm
x
x
x
x
==
==
==
=+
=
=
=
=
=+=
c) prkulja n mes t hapsirs
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( ) ( )
( )
( )
167,06,161,11
/1,119,104tan41
/6,16
166,03,16
7,10
/7,109,104tan41
/3,16
812cos812sin81,3
6,16
6,16
202
,0,
2
,0,
202
,,
2
002002,,
-
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151,06,16
5,8
1
240653033,0
56,21
33
/5,863,120,0
520,0645,1
5208
204,10
45,1
4,22
63,1271,0
4,22
63,1012,2
4,22
63,1350,1542,1
56,218sin2
6
271,012tan6
012,212tan8,712tan3,86,0
350,112tan835,0
542,112tan4,512tan4,11
6
2
2,
2
,
32
01
024
020
3
0
2
020
1
2
,
,
==
=
=
=
==
=
+
+=
=
==
==
=+=
==
=++=
=
r
in
dm
dap
l
in
ap
dap
ldm
k
a
r
mmalamelaetprvetsoh
mMN
kNmM
k
mrr
k
k
k
k
hb
Mk
e) forcat trheqse
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( ) ( )
( )!148,1
31,07,1
01,07,1
28,0
7,1
180
856,21
812cos
1290sin8sin63,156,2120,0
01,0;7,1
/28,045,1
0474,05,8
0474,04,22
63,12656,0
4,22
63,10486,00425,0
2656,012tan412tan1,2
0486,012tan6,212tan5,125,0
0425,012tan2,0
6
2,0
3
0
02
00
0002
3
0
2
,90,
2
0207
020
6
0
5
2
,
,90,
>=
=
+=
==
==
=
++=
==
=+=
==
=
mV
mVk
mMN
k
k
k
k
hb
Mk
dis
dt
p
ap
dap
pdt
f) prkulja nga epja-shtypja
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( )
( ) ( ) ( )
166,06,161
9,10
/8,44
11500
720
12905000
9200200
175,073,08,44
24
29,18tan12tan25,870,0tantan
25,80,565,010,5
,0,
,
22
00
11
1
-
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mml
mmf
mmmAGkMf
mmmIE
kslMf
kNmM
prhershmeengarkesatngaprkuljesimomenti
kNmM
prkohshmeengarkesatngaprkuljesimomenti
kkkk
h
hmAmI
p
amean
vapp
v
amean
mapp
m
ap
ap
vm
aaa
7,66300
6,310,26,29
0,2100,214,0720
77,0219,02,12,1
6,29106,2910717,5115008,4
21,014,1020219,0
8,4
1408
20
85,548,0
2198
2085,575,0
77,0;21,0
03,2;14,0;10717,5
3
3
3
,0
2
2
1243
=
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Ramet e Lamaluara
Ramet n form V
l
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Ramet e Lamaluara
Lidhja e rigelit me shtylln
R L l
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Ramet e Lamaluara
Lidhja e rigelit me shtylln n form t dhmbzuar
hi
hi
30-50cm
hi
hi
1..
..
.0.,
.0. +dym
dym
dczc
dc
ffk
6
8,0
8,0
2
in
in
hbW
hbA
=
R t L l
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Ramet e Lamaluara
Lidhja e rigelit me shtylln n form t dhmbzuar
/2
/2
Kr
KrFa
Fa
/2
/2
Kr
Kr
Fa
Fa
2
90
2
0
==
4
90
4
0
==
R t L l
-
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Lidhja e rigelit me shtylln me mjete lidhse gjemba
N rregull Nuk lejohet
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Lidhja e rigelit me shtylln me mjete lidhse gjemba
H
V
M
QR
NR
q
NR
QR
V
H
Dv
V
DN
NR
DH
H
QR
DQ
M
D2M
D2M
D1M
D1M
D1M
D1M
D1M
r2
r1
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Ramet e Lamaluara Lidhja e rigelit me shtylln me mjete lidhse gjemba
Forcat
Momentet e prkuljes
Shtylla Rigeli
21 nn
VDV +=
21 nn
ND RN +=
21 nn
HDH +
=21 nn
QD RQ +
=
( )2222111
1
1
1
2
221
1
2
11
222111
1
2
12
1
2
1
2
rnrnr
DM
Dr
rnD
r
rn
rnDrnDM
r
rDD
r
r
D
D
M
MM
MM
MM
M
M
+=
+=
+=
=
=2
22
2
11
11
rnrn
rMD M +
=
Prgjithsisht
( )
=2
11
ii
Mrn
rMD
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DQ
DN
DV
D1M
D1M
D1M
D1M
D