• tyler@shipplate.com
  • +86 15603721115

What are Hoesch Z-type Steel Sheet Piles?

  • Sep 20, 2006
  • 111 Views

Z-type steel sheet piles are commonly used in anchor structures, and their strength calculation is similar to that of steel sheet pile walls. Specifically, for hot-rolled Z-type steel sheet piles, the calculated standard load value multiplied by the comprehensive load sharing factor should be less than or equal to the design value specified in the code. For reinforced concrete components, the comprehensive load sharing factor for strength verification should be 1. The comprehensive load sharing factor for crack and crack width calculations should be 0.85.

 

Anchor walls are typically continuous structures and can be calculated using the method for multi-span rigid-supported continuous beams. The Z-type steel sheet pile tension force RA is used as the support reaction force. The continuous beam can be located in the middle of the wall (vertically). Here, Rer A should be the standard load value multiplied by the tie rod tension unevenness factor = 1.35, that is, RA = RA = 1.35RA.

 

If the anchor plate is continuous, the calculation is similar to that for hot-rolled Z-type steel sheet piles. If multiple tie rods share a single plate, the beam is calculated as a multi-span rigid-supported continuous beam, and the plate surface is calculated as a cantilever plate at both ends. When one tie rod corresponds to one plate, if a nose bridge is provided, both the beam and plate are calculated as cantilever plates. If no beam is provided, punching verification should be performed in addition to the plate, and reinforcement bars should be installed near the tie rod holes.

 

Horizontal displacement of the anchor wall or plate can be calculated according to relevant specifications. The length and internal forces of anchored single piles and sheet piles can be calculated using the calculation method for unanchored sheet pile walls under concentrated horizontal forces Ra. Hoesch Z-type sheet piles are manufactured by ThyssenKrupp.

 10-3.jpg

Specifications

Type

Width

Height

Back

Web

Weight

Weight

Section
Modulus

Moment
ofInertia

mm

mm

mm

mm

kg/m

kg/m2

cm3

cm4

Hoesch 1706

675

380

8,7

8,4

74,8

110,8

1148

32300

Hoesch 1806

675

380

9,5

9,3

79,3

117,5

1215

34200

Hoesch 1856 K

675

380

10,1

10,0

83,5

123,7

1256

35340

Hoesch 1906

675

380

10,4

10,3

85,3

126,3

1283

36200

Hoesch 3406

675

485

13,5

10,8

112,1

166,1

2308

82940

Hoesch 3506

675

485

14,0

11,4

115,9

171,7

2363

84880

Hoesch 3606

675

485

14,5

12,0

119,5

177,0

2370

87300

Hoesch 3706

675

485

15,1

12,7

124,1

183,9

2497

89730

Hoesch 3806

675

485

15,5

13,2

127,2

188,5

2498

91665

Hoesch 1105

575

260

8,8

8,8

58,1

101,0

633

14300

Hoesch 1205

575

260

9,5

9,5

61,5

107,0

655

14800

Hoesch 1205 K

575

260

10,2

10,2

64,7

112,0

690

15600

Hoesch 1255

575

260

10,8

10,8

67,9

118,0

719

16250

Hoesch 1605

575

350

9,2

8,1

61,5

107,0

920

28000

Hoesch 1705

575

350

10,0

9,0

66,7

116,0

989

30100

Hoesch 1705 K

575

350

9,5

9,5

67,3

117,0

978

29750

Hoesch 1805

575

350

10,8

9,9

71,9

125,0

1035

31500

Hoesch 2305

575

350

11,5

8,4

81,8

142,3

1334

40600

Hoesch 2405

575

350

12,1

9,0

85,1

148,0

1380

42000

Hoesch 2505

575

350

12,5

9,5

87,4

152,0

1426

43400

Hoesch 2555 K

575

350

12,8

10,0

89,1

155,0

1460

44450

Hoesch 2555

575

350

13,0

10,0

90,9

158,0

1466

44625

Hoesch 2605

575

350

13,3

10,3

93,3

162,3

1495

45500

 


Get In Touch

Please contact us with any concerns or questions you have.