pengenalan-struktur-prategang

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ERWIN ROMMEL-LUKITO PRASETYO

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Page 1: Pengenalan-Struktur-Prategang

ERWIN ROMMEL-LUKITO PRASETYO

Page 2: Pengenalan-Struktur-Prategang

Perilaku Struktur

Balok Baja, Kayu atau Beton sbl. retak

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

Page 3: Pengenalan-Struktur-Prategang

Perilaku Struktur

Balok Beton (retak)

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

Page 4: Pengenalan-Struktur-Prategang

Perilaku Struktur

Balok Beton (retak)

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

Page 5: Pengenalan-Struktur-Prategang

Perilaku Struktur

Balok Beton Bertulang

Baja Tulangan

Retak Retak Retak

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

Page 6: Pengenalan-Struktur-Prategang

Perilaku Struktur

+ DsS

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

Distribusi Tegangan

pada Potg. Lintang

di tengah bentang

BETON PRATEGANG

Page 7: Pengenalan-Struktur-Prategang

Konsep sistem

Prategang

Page 8: Pengenalan-Struktur-Prategang

Prinsip beton prategang, gaya prategang berupa gayaaksila tekan diberikan pada bagian-bagian beton untukmengimbangi sebagian tegangan tarik yang timbul akibatbeban-beban yang bekerja.

Dalam bidang rekayasa jembatan, pengenalan beton prategang telah digunakan untuk mengatasi pembangunanjembatan beton bentang panjang. Biasanya jembatan tipeini disusun dari unit-unit pracetak kemudian disambungkandan dikencangkan dengan kabel prategang, ditempatkanpada posisi tumpuan jembatan.

Untuk jembatan pendek, pemakaian balok prategangsederhana telah terbukti ekonomis

Range penampang balok standar telah diberikan untukmenyederhanakan desain dan pelaksanaan konstruksijembatan.

Page 9: Pengenalan-Struktur-Prategang
Page 10: Pengenalan-Struktur-Prategang

BOX GIRGER

Page 11: Pengenalan-Struktur-Prategang
Page 12: Pengenalan-Struktur-Prategang

DOUBLE T-BEAM

Page 13: Pengenalan-Struktur-Prategang

SILO STRUCUTRE

Page 14: Pengenalan-Struktur-Prategang

EQUIPMENT AND

MATERIAL

PRESTRESSING

Page 15: Pengenalan-Struktur-Prategang

ANCHORAGE & STRESSING JACK (1)

Page 16: Pengenalan-Struktur-Prategang

ANCHORAGE & STRESSING JACK (2)

Page 17: Pengenalan-Struktur-Prategang

STRESSING JACK (1)

Page 18: Pengenalan-Struktur-Prategang

STRESSING JACK (2)

Page 19: Pengenalan-Struktur-Prategang

STRESSING JACK (3)

Page 20: Pengenalan-Struktur-Prategang
Page 21: Pengenalan-Struktur-Prategang

TENDON (1)

Page 22: Pengenalan-Struktur-Prategang

TENDON (2)

Page 23: Pengenalan-Struktur-Prategang

STRAND

Page 24: Pengenalan-Struktur-Prategang
Page 25: Pengenalan-Struktur-Prategang
Page 26: Pengenalan-Struktur-Prategang

MTW

Page 27: Pengenalan-Struktur-Prategang
Page 28: Pengenalan-Struktur-Prategang
Page 29: Pengenalan-Struktur-Prategang

METODE DAN SISTEM

PRATEGANG

Page 30: Pengenalan-Struktur-Prategang

Pre-tensioning is used to describe a method of prestressing in which the tendons are tensioned before the concrete is placed, and the prestress is transferred to the concrete when a suitable cube strength is reached.

Post-tensioning is a method of prestressing in which the tendon is tensioned after the concrete has reached a suitable strength. The tendons are anchored against the hardened concrete immediately after prestressing.

Page 31: Pengenalan-Struktur-Prategang

Stage 1 Stage 2 Stage 3 Stage 4

Tendons and

reinforcement are positioned in the

beam mould.

Tendons are stressed

to about 70% of their ultimate strength.

Concrete is cast into

the beam mould and allowed to cure to

the required initial strength.

When the concrete

has cured the stressing force is

released and the tendons anchor themselves in the

concrete.

Page 32: Pengenalan-Struktur-Prategang

Stage 1 Stage 2 Stage 3 Stage 4

Cable ducts and

reinforcement are positioned in the beam

mould. The ducts are usually raised towards the neutral axis at the

ends to reduce the eccentricity of the

stressing force.

Concrete is cast

into the beam mould and allowed

to cure to the required initial strength.

Tendons are

threaded through the cable ducts and

tensioned to about 70% of their ultimate strength.

Wedges are inserted

into the end anchorages and the

tensioning force on the tendons is released. Grout is

then pumped into the ducts to protect

the tendons.

Page 33: Pengenalan-Struktur-Prategang

*In contrast to reinforced concrete, the design of prestressed concrete members is initially based upon the flexural behaviour at working load conditions.

*The ultimate strength of all members in bending, shear and torsion is then checked, after the limit states of serviceability have been satisfied.

*The prime function of prestressing is to ensure that only limited tensile stresses occur in the concrete under all conditions within the working range of loads.

*To satisfy the limit state of cracking it is necessary to satisfy the stress limitations for the outermost fibres of a section.

Page 34: Pengenalan-Struktur-Prategang

*In general the stress limitations adopted for bridges are identical to BS8110 : Part 1: Clause 4.1.3. When considering the serviceability limit state of cracking of prestressed concrete members, three classifications of structural members are given :

*Class 1 : No tensile stresses;

*Class 2 : Flexural tensile stresses, but no visible cracking;

*Class 3 : Flexural tensile stresses, but surface crack widths not exceeding a maximum value (0.1mm for members in aggressive environments and 0.2mm for all other members)

Page 35: Pengenalan-Struktur-Prategang
Page 36: Pengenalan-Struktur-Prategang

The allowable compressive and tensile stresses for bonded Class 1 and Class 2 members at transfer and service load are provided by BS8110 and summarised as follows :

Transfer Condition Service Condition

Compression 0.50 fci 0.33fcu

Tension :

Class 1

Class 2: Pretensioned

Postensioned

1.0 N/mm2

0.45 fci

0.36 fci

0

0.45 fcu

0.36 fcu

Page 37: Pengenalan-Struktur-Prategang
Page 38: Pengenalan-Struktur-Prategang

Stresses at transfer condition

Top fibre '

minfZ

M

Z

eP

A

P

t

i

t

i

c

i

Bottom fibre '

maxfZ

M

Z

eP

A

P

b

i

b

i

c

i

Page 39: Pengenalan-Struktur-Prategang

Stresses at service condition

Top fibre maxfZ

M

Z

eP

A

P

t

s

t

i

c

i

Bottom fibre minfZ

M

Z

eP

A

P

b

s

b

i

c

i

Page 40: Pengenalan-Struktur-Prategang

Re-arranging the above

inequalities by combining,

the expressions for Zt and

Zb can be obtained.

These two inequalities

may be used to estimate

the preliminary section for

design.

'

minmax ff

MMZ is

t

min

'

max ff

MMZ is

b

Page 41: Pengenalan-Struktur-Prategang

eAZ

MfZP

ct

iti

'

min eAZ

MfZP

cb

ibi

'

max

eAZ

MfZP

ct

sti

max

eAZ

MfZP

cb

sbi

min