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ameO <br /> December 12, 2014 <br /> Mr. Ron Roberts <br /> Construction Manager <br /> Cripple Creek&Victor Gold Mining Company <br /> Post Office Box 191 <br /> 100 North 3rd Street <br /> Victor, Colorado 80860 <br /> RE: SGVLF PSSA Closure Drain Concrete Acceptance <br /> Dear Mr. Roberts, <br /> During construction of the Closure Drain portion of the Process Solution Storage Area (PSSA) in <br /> the Squaw Gulch Valley Leach Facility (SGVLF), AMEC sampled the concrete used to construct <br /> the collars around the closure drain pipes. A section of the concrete collars is shown in Detail 6 <br /> on Drawing A362 of the Issued for Construction Drawings. The concrete is specified to have a <br /> 28-day unconfined compressive strength (UCS) of 4,000 psi. The one concrete sample tested <br /> for the 28-day UCS had a result of 3,190 psi, which is about 20 percent less than the required <br /> strength. AMEC considers that although the concrete in the closure drain collars did not meet <br /> the specification for UCS, the concrete still will adequately perform according to the design <br /> intent. <br /> The main purpose of the concrete collars was not structural, it was to prevent movement of the <br /> steel casing and the Schedule 80 pipe for the closure drains during construction of the PSSA <br /> sump area and provide a consistent location for record drawings. However, to alleviate <br /> concern, a calculation of the maximum vertical stress anticipated at the concrete collar is as <br /> follows: <br /> Vertical Stress at Concrete Collar from Saturated Ore = (131.9 Ib/ft3 x 126 ft) = 16,620 psf <br /> (115.4 psi) <br /> where: <br /> • 131.9 pcf is the saturated ore unit weight conservatively assuming the entire PSSA is filled <br /> with solution <br /> • 126 feet= height of ore above concrete collars <br /> o 9452.14 ft (elevation of top of ore above the concrete collar) - 9,327 ft(top of <br /> concrete collar) = 126 ft <br /> The typical design dead load factor is 1.4*DL, in accordance with American Concrete Institute <br /> (ACI) 318-11, Chapter 9. Using this design factor, <br /> Total maximum design vertical stress = 1.4 x 115.4 psi = 161.6 psi. <br /> Since the maximum vertical stress acting on the concrete collar is 161.6 psi and the measured <br /> 28-day compressive strength of the concrete was 3,190 psi, the factor of safety with respect to <br /> compressive failure of the concrete is approximately 20, which is considered acceptable. <br /> Additionally, the shear strength capacity of the concrete was calculated using ACI 318-11, <br /> Equation 11-3 and 4) = 0.75 in accordance with ACI 318-11, 9.3.2.3. <br /> AMEC Environment&Infrastructure,Inc. <br /> 2000 South Colorado Boulevard <br /> Suite 2-1000 <br /> Denver,Colorado 80222 <br /> Tel: (303)935-6505 vwvw.amec.com Page 1 <br />