Through-bolt anchor, including galvanized nut and galvanized large washer. For use in the functional integrity/model pipeline system guideline MLAR 11/2005 please note the additional regulations! Maximum permissible loads (the partial safety factors for the resistances specified in the approval as well as a partial safety factor of Y (F) = 1.4 are taken into account. When combining tensile and shear loads, for edge influences and for anchor groups, please note design method A (ETAG Appendix C) ) of an anchor in normal concrete C20/25 (the concrete is assumed to be normally reinforced; with higher concrete strengths, values up to 55% higher are possible). The entire approval notice ETA-05/0069 must be observed when dimensioning. For outdoor areas we recommend stainless steel anchors! . Technical details: . Effective anchoring depth h (ef): 70 mm . Permissible centric tensile load of a single anchor without edge influence N (zul) (ie for tensile load - edge distance c = 1.5 h (ef) and axial distance s = 3 h (ef) or for shear load - edge distance c = 10 h (ef) and axial distance s = 3 h (ef) ) Cracked concrete C20/25 : 7.6 kN Non-cracked concrete C20/25 : 11.9 kN . Permissible shear force of a single anchor without edge influence V (zul) (ie for tensile load - edge distance c = 1.5 h (ef) and axial distance s = 3 h (ef) or for shear load - edge distance c = 10 h (ef) and axial distance s = 3 h (ef) ) Cracked and non-cracked concrete C20/25 : 16.9 kN . Permissible bending moment (M (d) ) M (zul) : 52.6 Nm . Component dimensions and installation parameters (The values in brackets only apply to non-cracked concrete) : Standard component thickness (= 2 xh (ef) ) h (min.1) : 140 mm Minimum centre distance s (min) : 50 mm Minimum centre distance for c = : 70 mm Minimum edge distance c (min) : 55 mm Minimum edge distance for s = : 110 mm . Reduced component thickness (< 2 xh (ef) ) h (min.2) : 120 mm Minimum center distance s (min) : 50 mm Minimum center distance for c = : 90 mm Minimum edge distance c (min) : 60 mm Minimum edge distance for s =
