Sachpazis_Pile Analysis & Design. Calculation according to EN 1997-1-2004
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GEODOMISI Ltd. - Dr. Costas <strong>Sachpazis</strong><br />
Civil & Geotechnical Engineering Consulting Company for<br />
Structural Engineering, Soil Mechanics, Rock Mechanics,<br />
Foundation Engineering & Retaining Structures.<br />
Tel.: (+30) 210 5238127, 210 5711263 - Fax.:+30 210 5711461 -<br />
Mobile: (+30) 6936425722 & (+44) 7585939944,<br />
www.geodomisi.com - costas@sachpazis.info<br />
Project: <strong>Pile</strong> <strong>Analysis</strong> & <strong>Design</strong>, In<br />
accordance with <strong>EN</strong> <strong>1997</strong>-1:<strong>2004</strong><br />
incorporating Corrigendum dated February<br />
2009 and the recommended values.<br />
Calc.<br />
Dr. C. <strong>Sachpazis</strong><br />
Section<br />
Civil & Geotechnical Engineering<br />
Date<br />
04/01/2016<br />
Chk'd by<br />
Job Ref.<br />
www.geodomisi.com<br />
Sheet no./rev. 1<br />
Date App'd by Date<br />
Stratum details<br />
Stratum Geomaterial Thickness,<br />
Characteristic<br />
Characteristic<br />
t stratai<br />
value, base, q bki value, shaft, q ski<br />
(mm)<br />
(kN/m 2 )<br />
(kN/m 2 )<br />
1 Cohesive 5000 - 100<br />
2 Cohesionless 9000 - 90<br />
3 Cohesive 19000 250 188<br />
Action details<br />
Characteristic perm. unfav. action, compression; G c,k,unfav = 1500 kN<br />
Characteristic perm. fav. action, compression; G c,k,fav = 0 kN<br />
Characteristic variable unfav. action, compression; Q c,k = 550 kN<br />
Characteristic perm. unfav. action, tension; G t,k,unfav = 0 kN<br />
Characteristic perm. fav. action, tension;<br />
G t,k,fav = 0 kN<br />
Characteristic variable unfav. action, tension; Q t,k = 0 kN<br />
Characteristic unfavourable perm. lateral action; G tr,k,unfav = 1000 kN<br />
Characteristic favourable permanent lateral action; G tr,k,fav = 0 kN<br />
Characteristic variable lateral action;<br />
Q tr,k = 200 kN<br />
Geotechnical partial and model fac<strong>to</strong>rs:<br />
<strong>Design</strong> approach 1:<br />
Model fac<strong>to</strong>r on axial resistance; γ model = 1.00<br />
Permanent unfavourable, A1 (Table A.3); γ G,unfav,A1 = 1.35<br />
Permanent favourable, A1 (1); γ G,fav,A1 = 1.00<br />
Variable unfavourable, A1 (Table A.3); γ Q,A1 = 1.50<br />
Permanent unfavourable, A2 (Table A.3); γ G,unfav,A2 = 1.00<br />
Permanent favourable, A2 (Table A.3); γ G,fav,A2 = 1.00<br />
Variable unfavourable, A2 (Table A.3); γ Q,A2 = 1.30<br />
Characteristic axial resistance<br />
Characteristic axial base resistance;<br />
Characteristic axial shaft resistance per stratum<br />
Stratum 1;<br />
Stratum 2;<br />
Stratum 3;<br />
Characteristic <strong>to</strong>tal axial shaft resistance;<br />
R bk = A bearing × q bk = 471.7 kN<br />
R sk1 = q sk1 × Perim pile × t strata1 =2434.7 kN<br />
R sk2 = q sk2 × Perim pile × t strata2 =3944.3 kN<br />
R sk3 = q sk3 × Perim pile × (L - D strata3) =1830.9 kN<br />
R sk = R sk1 + R sk2 + R sk3 = 8209.9 kN<br />
Axial compressive resistance<br />
Load combination 1: A1 + M1 + R1<br />
<strong>Design</strong> compression action;<br />
F c,d,C1 = γ G,unfav,A1 × G c,k,unfav - γ G,fav,A1 × G c,k,fav + γ Q,A1<br />
× Q c,k = 2850 kN<br />
Partial resistance fac<strong>to</strong>r, bearing (Table A.7); γ b,R1 = 1.25<br />
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