design of concrete block anchor.xls

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DESIGN OF CONCRETE BLOCK ANCHOR From Staad Analysis result; Py = 94.42 kN Factor of Safety against Overtur = 2.00 M = 48.78 kN-m Factor of Safety against Sliding = 1.50 Fx = 90.16 kN Concrete block Dimension 2.50 L = 2.50 m W = 1.50 m ### H = 2.00 m ### 0.63 ### = ### = ### ### Ka = ### angle of fric = 30 = ### Assumed Allow. Soil Pressur 144.00 o Compute Static Earth Pressure = ### x ### x 2.00 = 12.59 Loads L.A. @ Toe Moment @ To Py = = 94.42 1.88 177.038 = 2.50 x 1.50 x 2.00 x ### = 180.00 1.25 225.00 274.42 M = 48.78 Fx = = 90.16 2.00 180.32 = 0.50 x ### x 2.00 x 1.50 = 18.88 0.67 12.59 EQ1 = 0.10 x 180.00 = 18.00 1.00 18.00 127.04 Check Stability Righting Moment = 177.038 + 225.00 = 402.04 Overturning Moment = 48.78 + 180.32 + ### + ### = 259.69 = 1.33 x 402.04 = 2.06 > 2.00 Safe 259.69 Pv = 274.42 H = 127.04 = ### x 1.33 x 274.42 = 1.66 > 1.50 Safe g soil kN/m 3 gconc kN/m 3 P1 o tan 30 o kN/m 2 P1 W1 P1 F.S. overturning F.S. slidin W1

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Page 1: DESIGN OF CONCRETE BLOCK ANCHOR.xls

DESIGN OF CONCRETE BLOCK ANCHOR

From Staad Analysis result;

Py = 94.42 kN Factor of Safety against Overturning = 2.00M = 48.78 kN-m Factor of Safety against Sliding = 1.50Fx = 90.16 kN

Concrete block Dimension 2.50L = 2.50 mW = 1.50 m 94.42H = 2.00 m 48.78 0.63

90.16

= 18.90

= 24.00

##

#

Ka = 0.333

angle of friction =### = 0.577

##

#

Assumed Allow. Soil Pressure = 144.00o

Compute Static Earth Pressure

= 0.333 x 18.90 x 2.00 = 12.59

Loads L.A. @ Toe Moment @ Toe

Py = = 94.42 1.88 177.038

= 2.50 x 1.50 x 2.00 x 24.00 = 180.00 1.25 225.00274.42

M = 48.78Fx = = 90.16 2.00 180.32

= 0.50 x 12.59 x 2.00 x 1.50 = 18.88 0.67 12.59EQ1 = 0.10 x 180.00 = 18.00 1.00 18.00

127.04Check Stability

Righting Moment = 177.038 + 225.00 = 402.04Overturning Moment = 48.78 + 180.32 + 12.59 + 18.00 = 259.69

= 1.33 x 402.04 = 2.06 > 2.00 Safe259.69

Pv = 274.42H = 127.04

= 0.577 x 1.33 x 274.42 = 1.66 > 1.50 Safe

g soil kN/m3

gconc kN/m3

P1 P1

o tan 30o

kN/m2

P1

W1

P1

F.S. overturning

F.S. sliding

W1

Page 2: DESIGN OF CONCRETE BLOCK ANCHOR.xls

127.04

Page 3: DESIGN OF CONCRETE BLOCK ANCHOR.xls

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Page 4: DESIGN OF CONCRETE BLOCK ANCHOR.xls

DESIGN OF CONCRETE BLOCK ANCHOR (hydraulic anchor support)

From Staad Analysis result;

Py = 0 kN Factor of Safety against Overturning = 2.00M = 0 kN-m Factor of Safety against Sliding = 1.50Fx = 90.16 kN

Concrete block Dimension 2.50L = 2.50 mW = 2.10 m 0.00H = 2.00 m 0.00 0.63

90.16

= 0.00 0 in the pres. of passive pres.

= 24.00

##

#

Ka = 0.333

angle of friction =### = 0.577

##

#

Assumed Allow. Soil Pressure = 144.00o

Compute Static Earth Pressure

= 0.333 x 0.00 x 2.00 = 0.00

Loads L.A. @ Toe Moment @ Toe

Py = = 0 1.88 0

= 2.50 x 2.10 x 2.00 x 24.00 = 252.00 1.25 315.00252.00

M = 0Fx = = 90.16 2.00 180.32

= 0.50 x 0.00 x 2.00 x 2.10 = 0.00 0.67 0.00EQ1 = 0.10 x 252.00 = 25.20 1.00 25.20

115.36Check Stability

Righting Moment = 0 + 315.00 = 315.00Overturning Moment = 0 + 180.32 + 0.00 + 25.20 = 205.52

= 1.33 x 315.00 = 2.04 > 2.00 Safe205.52

Pv = 252.00H = 115.36

= 0.577 x 1.33 x 252.00 = 1.68 > 1.50 Safe115.36

g soil kN/m3

gconc kN/m3

P1 P1

o tan 30o

kN/m2

P1

W1

P1

F.S. overturning

F.S. sliding

W1

Page 5: DESIGN OF CONCRETE BLOCK ANCHOR.xls

DESIGN OF CONCRETE BLOCK ANCHOR (hydraulic anchor support)

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