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    MAGNUM HELIX FOUNDATION

    TECHNICAL REFERENCE GUIDE

    PRODUCT TESTING

    REPORT

    August 30, 2001

    by Howard A. Perko, P.E.Consulting Engineer for Magnum Piering, Inc.

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    TABLE OF CONTENTS

    INTRODUCTION ................................................................................................................. -2-

    SECTION 1. Helix Blade Compressive Strength ................................................................... -3-

    SECTION 2. Coupling Tensile Strength ............................................................................... -6-

    SECTION 3. Coupling Torsional Strength ............................................................................ -9-

    SECTION 4. Bracket Mechanical Capacity ......................................................................... -12-

    SECTION 5. Bracket Concrete Anchor Capacity ................................................................ -15-

    SECTION 6. Full-Scale Field Capacity ............................................................................... -18-

    INTRODUCTION

    This document contains an overview of the types of testing used by Magnum Piering,Inc. to determine capacities of its helix foundation products. Procedures and results of various

    field and laboratory tests are presented. Tests include helix blade compressive strength, couplingtensile strength, coupling torsional strength, bracket mechanical capacity, bracket concrete

    anchor capacity, and full-scale field capacity. Only a sample of the results from the first roundof testing are provided. For quality assurance, Magnum Piering, Inc. periodically tests various

    components of its product line. For Magnum Piering, Inc., product testing and quality assuranceis an ongoing effort. Contact Magnum Piering, Inc. headquarters for additional information and

    test results on any product.

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    SECTION 1. Helix Blade Compressive Strength

    Theoretical Helix Blade Capacity

    Weld:

    Shaft Diameter, d = 3 inShaft Circumference, d = 9.42 in

    Minimum Weld Thickness, tw= 0.25 in x 2 (both sides)Minimum Steel Yield Strength,

    y= 36 ksi

    Approximate Steel Shear Strength, s= 0.7 x y

    Weld Strength =

    d tw s= (9.42)(0.5)(36)(0.7) = 120 kips

    Blade Folding:Blade Diameter, D = 8 to 14 in

    Minimum Blade Thickness, tp = 3/8 in

    Blade Moment of Inertia, I = 1/12 L tp3

    Centroid of Half-Circle: 2D/3

    Length of Fold*, L = D + d

    *accounts for opening in helix bladeDistance from Fold to Centroid, = 2D/3 - d

    Area of Half-Circle, A = 1/8

    D2

    Assume Uniform Folding Pressure, P

    Applied Bending Moment per Fold = P A Resisting Moment per Fold =

    y(tp ) / I

    Find Folding Pressure by M, P = y(tp ) / I A

    Maximum Blade Folding Capacity, Q = 2 A P

    Results

    D L I

    A P Q

    8 in 5.5 in 0.024 in4 0.20 in 25 in2 56 ksi 2,800 kips

    10 in 6.5 in 0.029 in4 0.62 in 39 in2 10 ksi 780 kips

    12 in 7.5 in 0.033 in4 1.05 in 57 in2 3.4 ksi 390 kips

    14 in 8.5 in 0.037 in

    4

    1.47 in 77 in

    2

    1.6 ksi250 kips

    Maximum Capacity is Theoretically Governed by Weld Shear and is = 120 kips

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    Helix Blade Capacity Test

    Materials: Test Specimen

    helix blade welded to 1' longtubular shaft with blunt ends

    Load Fixturethick wall tube with diameter

    equal to 2/3 blade diameter, cut toreceive helix blade, and fitted with

    center positioning rod

    Test Equipment: 100+ kip Capacity Load Frame

    Test Location: Cooperheat - MQS, Inc.,Woodlawn, OH

    Test Procedures:

    1. Using a caliper, measure, verify, and record helixplate and weld thicknesses

    2. Position test specimen on load fixture3. Place test specimen and load fixture in load

    frame4. Photograph specimen and load frame prior to

    start of test5. Mount displacement gage and record initial reading

    6. Apply compressive load in 10 kip increments7. Record displacement for each increment

    8. Periodically photograph test specimen condition9. Continue test until failure

    10. Record maximum load applied11. Plot load vs. displacement and establish yield point

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    Magnum Blade Test

    0

    20

    40

    60

    80

    100

    120

    0 0.2 0.4 0.6 0.8 1 1.2

    Deflection (in)

    Load(kips)

    Ultimate Strength of Blade = 103 kips

    Yield Strength of Blade = 80

    Note: Deflection

    Measurements Include

    Deformation of Test

    Fixture

    Helix Blade Capacity Test Results

    Blade at 50 kips Blade at 70 kips Blade at 90 kips

    Example Graphical Test Results

    Summary of Test Results

    Magnum Helix Foundation Type Yield Capacity Ultimate Cap.

    Standard and Heavy Duty 80 kips 103 kips

    Light Duty 40 kips 59 kips

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    -6-

    SECTION 2. Coupling Tensile Strength

    Theoretical Coupling Tensile Capacity

    Weld:

    Shaft Diameter, d = 3 inShaft Circumference = d = 9.42 in

    Minimum Weld Thickness, tw= 1/4 inMinimum Steel Yield Strength,

    y= 46 ksi

    Approximate Steel Shear Strength, s= 0.7 x y

    Weld Strength =

    d tw s= (9.42)(1/4)(0.7)(46) = 76 kips

    Sleeve Shear:Length of Shear Path, l = 2 in x 2 paths x 2 sides of sleeve = 8 in

    Thickness of Sleeve*, ts= 0.25 in

    *(inner shaft has same thickness and same strength)

    Sleeve Strength = l ts s= (8)(0.25)(0.7)(46) = 64 kips

    Bolt Shear:

    Bolt Diameter, db= 7/8 inBolt Grade = SAE 5

    Minimum Bolt Yield Strength, y = 92 ksiApproximate Bolt Shear Strength, s= 0.7 x yBolt Area = 1/4

    db

    2x 2 sides = 1.20 in2

    Bolt Strength = 1/4

    db2

    s= (1.20)(0.7)(92) = 77 kips

    Shaft Tension:

    Shaft Thickness, t = 0.25 inMinimum Steel Tensile Strength, t= 62 ksi

    Bolt Hole Diameter = 1 in

    Shaft Tension Strength = d t t= 134 kips

    Reduction due to Bolt Holes = (1 in)(2 holes)/(9.42) = 21%

    Modified Shaft Tension = 105 kips

    Maximum coupling tensile strength is theoretically governed by sleeve shear and is = 64 kips

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    Coupling Tensile Strength Test

    Materials: Test Specimen

    sections of helix shaft connected with external sleeve coupling and boltLoad Fixture

    solid bar stock welded to opposing ends of helix shaft sections and fittedwith bolted connection

    Test Equipment: 100+ kip Capacity Load Frame

    Test Location: Cooperheat - MQS, Inc., Woodlawn, OH

    Test Procedures:

    1. Using a caliper, measure, verify,

    and record thicknesses ofcoupling sleeve, bolt holes, and

    shaft diameter2. Draw axial and circumferential

    grid lines on test specimen3. Place test specimen with load

    fixtures in load frame4. Photograph test specimen and

    load frame prior to start of test5. Mount displacement gage and

    record initial reading6. Apply tensile load in 10 kip increments

    7. Record displacement for each increment8. Periodically photograph condition of test specimen

    9. Continue test until failure10. Record maximum load applied

    11. Plot load vs. displacement and establish yield point

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    Magnum Connector Tension Test

    0

    10

    20

    30

    40

    50

    60

    70

    0 0.2 0.4 0.6 0.8 1 1.2

    Displacement (in)

    Load(kips)

    Ultimate Strength of Connector =64 Kips

    Yield Strength of Connector =60 Kips

    Coupling Tensile Test Results

    Coupling Failure Close Up #1 Coupling Failure Close Up #2

    Example Graphical Test Results

    Magnum Helix Foundation Type Yield Capacity Ultimate Cap.

    Standard and Heavy Duty 60 kips 64 kips

    Light Duty 50 kips 59 kips

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    SECTION 3. Coupling Torsional Strength

    Theoretical Coupling Torsional Capacity

    Light & Standard Duty Single-Sleeve Connectors

    Inner Shaft Torsional Shear:

    Shaft Outside Radius, b = 1.50 inShaft Inside Radius, a = 1.25 in Standard, 1.375 in Light

    Shaft Circumference = 2 b = 9.42 inMinimum Steel Tensile Strength, t= 62 ksi

    Approximate Steel Ultimate Shear Strength, s= 0.7 x t

    Bolt Hole Diameter, dh= 1 in

    Polar Moment of Inertia, J = (b4- a4)/2J = 4.12 in4Standard, J = 2.34 in4Light

    Shaft Torsional Strength =

    sJ/b = 0.7(62)(4.12)/(1.5)120 kip-in Standard, 68 kip-in Light

    Reduction due to Bolt Holes = (1 in)(2 holes)/(9.42) = 21%

    Standard Coupling Torsional Strength = 94 kip-in = 7,800 ft-lbs

    Light Coupling Torsional Strength = 53 kip-in = 4,400 ft-lbs

    Ultimate coupling torsional strength is theoretically governed by inner shaft shear and is = 7,800ft-lbs and 4,400 ft-lbs for the Standard and Light Duty Single-Sleeve Connectors, Respectively

    Heavy Duty Double-Sleeve Connector

    Torsional Shear

    Inner sleeve prevents shearing of inner shaftConsequently, the coupling is stronger than the shaft itself

    Thus, the torsional strength is given by

    Shaft Torsional Strength = 120 kip-in = 10,000 ft-lbs

    Ultimate coupling torsional strength is theoreticallygoverned by total shaft shear and is = 10,000 ft-lbs for the

    Heavy Duty Double-Sleeve Connector

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    Magnum Shear

    Pin Indicator

    Shear Pin Calibration

    Coupling Torsional Strength Test

    Materials: Test Specimen

    sections of helix shaft connected with externalsleeve coupling and bolt

    Load Fixturefloor mounted torque reaction plate

    Test Equipment: 12,000 ft-lb Eskridge Hydraulic Torque Motor

    CASE BackhoeMagnum Shear Pin Torque Indicator

    Hydraulic Pressure Gauges

    Test Location: Magnum Headquarters - West Chester, OH

    Test Procedures:

    1. Calibrate shear pin indicator2. Draw axial and circumferential grid

    lines on test specimen3. Mount one end of test specimen to

    torque reaction plate and the other endto the shear pin indicator

    4. Photograph both sides of test specimenprior to start of test

    5. Insert appropriate number of shearpins for a torque equal to significantly

    less than the theoretical torque value6. Gradually increase hydraulic pressure

    to torque motor until shear pin failure7. Photograph and sketch any strains

    observed in test specimen8. Record input and output hydraulic

    pressure and backhoe throttle settings9. Increase number of shear pins by 1

    10. Repeat steps 6 through 9 until couplingfailure

    11. Remove connector and disassemble ontest bench

    12. Observe, sketch, and photographfailure modes

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    Coupling Torsion Test Results

    Example

    DisassembledTested

    Connectors

    Torsion Test in Progress Double-Sleeve Connector

    Summary of Test Results

    Calibrated Strength of Test Pins = 550 ft-lbs

    Connector Type Number of Pins Ultimate Torsional Strength

    Magnum Light Duty(Single-Sleeve)

    7 3,900 ft-lbs

    Magnum Standard Duty(Single-Sleeve)

    15 8,300 ft-lbs

    Magnum Heavy Duty(Double-Sleeve)

    19 10,000 ft-lbs

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    SECTION 4. Bracket Mechanical Capacity

    Theoretical Bracket Mechanical Capacity

    The capacity of foundation brackets is a function of mechanical strength of bracket components,

    strength of concrete anchors, and integrity of the structure upon which the bracket is affixed. Astructural engineer and/or an experienced installer must judge the integrity of an existing

    structure. This section regards tests conducted by Magnum Piering, Inc. to evaluate mechanicalstrength of bracket components.

    Weld Shear:

    Bracket Plate Dimensions = 21 in x 8 in x 3/8 in

    Length of welds, L = 8 inMinimum Weld Thickness, tw= 0.25 in x 2 (both sides)

    Minimum Steel Yield Strength, y= 36 ksi

    Approximate Steel Shear Strength,

    s= 0.7 x

    y

    Weld strength = L tw s= (8)(0.5)(0.7)(36) = 100 kips

    Inner Shaft Bolt-Hole Shear:

    Length of Shear Path, l = 1.7 in x 2 paths x 1 side = 3.4 in

    Thickness of Shaft, ts= 0.25 in Stnd, 0.13 in LightMinimum Steel Yield Strength,

    ys= 46 ksi

    Approximate Steel Shear Strength, ss= 0.7 x ys

    Shaft Strength = l ts ssx 2 bolt holes = following

    Standard Duty: (3.4)(0.25)(0.7)(46)(2) = 55 kips

    Light Duty: (3.4)(0.13)(0.7)(46)(2) = 28 kips

    Bolt Shear:

    Bolt Diameter, db= 3/4 in

    Bolt Grade = SAE 8Minimum Bolt Yield Strength, y = 130 ksi

    Approximate Bolt Shear Strength, s= 0.7 x y

    Bolt Area = 1/4

    db

    2x 2 bolts = 0.88 in2

    Bolt Strength = 1/4 db2 s= (0.88)(0.7)(130) = 80 kips

    Bracket mechanical capacity is theoretically governed by inner shaft bolt-hole shear and is =

    55 kips and 28 kipsfor double bolted standard and light duty shaft, respectively.

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    Bracket Mechanical Capacity Testing

    Materials: Test Specimen

    Magnum plate bracketLoad Fixture

    12" thick, high-strength concrete slab-on-grade

    Test Equipment: Twin 25 ton hydraulic power packsHorizontal Load Frame

    Vibrating wire load cellOptical displacement monitoring equipment

    Test Location: Magnum Headquarters - West Chester, OH

    Test Procedures:

    1. Mount bracket to concrete slab2. Set-up horizontal load frame3. Photograph mounted bracket and

    load frame configuration prior to startof test

    4. Apply pressure in increments to thebracket using the hydraulic rams

    5. Monitor bracket displacement andmeasure applied load

    6. Record maximum capacity of bracket7. Plot load vs. displacement and

    establish yield point8. Sketch and photograph bracket

    failure modes

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    Bracket Mechanical Capacity Test Results

    As anticipated, the failure mode for the plate bracket was observed to be shearing of the bolt

    holes. The strength of the bolted connection is approximately double for two bolts comparedwith one bolt. Sample results of the tests are given in the table below.

    Summary of Results

    Test Specimen Single-Bolt Strength Double-Bolt Strength

    Bracket Mounted toLight Duty Pier

    (1/8" Wall Shaft)

    14 kips 34 kips

    Bracket Mounted to

    Standard Duty Pier(1/4" Wall Shaft)

    25 kips 58 kips

    Bracket Mounted toHeavy Duty Pier

    (1/4" Wall Shaft)

    25 kips 58 kips

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    -15-

    SECTION 5. Bracket Concrete Anchor Capacity

    Theoretical Bracket Concrete Anchor Capacity

    The capacity of foundation brackets is a function of mechanical strength of bracket components,

    strength of concrete anchors, and integrity of the structure upon which the bracket is affixed. Astructural engineer and/or an experienced installer must judge the integrity of an existing

    structure. This section regards tests conducted by Magnum Piering, Inc. to evaluate the strengthof concrete anchors used to attach a bracket to an existing structure.

    Quantity of anchors = 18Anchor type = in diam., 5- in long, Zinc Plated Trubolt Carbon Steel

    Shear strength in 2,000 psi concrete = 7,240 lbs ea.Load factor to account for close spacing = 0.40

    Load factor to account for edge distance = 0.20

    Shear strength of anchors:

    top row = (6 anchors)(7.24 kips ea)(0.20 factor) = 9 kipsmiddle row = (6 anchors)(7.24 kips ea)(0.4 factor) = 17 kips

    bottom row = neglect due to test geometry* = 0 kips

    Total = (9 + 17 + 0) = 26 kips

    *due to unbalanced moments, bottom row of anchors can be placed in tension, therefore shearcontribution of bottom row should be neglected when structure lacks lateral and moment

    resistance

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    Bracket Concrete Anchor Capacity Testing

    Materials: Test Specimen

    Magnum Heavy Duty bracketLoad Fixture

    8" thick 2,000 psi concrete field-test footing

    Test Equipment: Twin 25 ton hydraulic power packsMagnum Load Frame

    Vibrating wire load cellOptical displacement monitoring equipment

    Test Location: Magnum Headquarters -

    West Chester, OH

    Test Procedures:

    1. Select test site and clear utilities2. Layout pins for reaction piers in a 6'x6'

    square3. Layout pin for test pier offset from center

    location4. Cast concrete test footing so that edge is

    below hydraulic ram location5. Cure concrete for prescribed time period

    6. Install reaction piers and test pier to similardepths

    7. Periodically record torque and depth duringinstallation

    8. Photograph installation of piers9. Set-up load frame

    10. Mount bracket over test pier and attach toconcrete footing

    11. Photograph mounted bracket and loadframe configuration prior to start of test

    12. Apply an initial pressure to the concretefooting using the hydraulic rams so that the pressure is approximately 1/3 the ultimate

    capacity of the bracket13. Record vertical position of bracket under initial pressure

    14. Apply lifting pressure to bracket until failure15. Monitor bracket displacement during lifting pressure application

    16. Record maximum capacity of bracket attached to concrete footing17. Sketch and photograph bracket or concrete footing failure modes

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    Bracket Concrete Anchor Capacity Test Results

    Close-Up of Concrete Failure Close-Up of Concrete Failure

    Measured concrete anchor capacity for example shown above = 20 kips

    Note: See table contained in Section 4 of Magnum Helix Foundation Technical Reference Guide

    for more information on connection of helix foundations to structures and more test results forthe plate bracket.

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    SECTION 6. Full-Scale Field Capacity

    MAGNUM HELIX FOUNDATION

    INSTALLATION AND FIELD TESTFebruary 2, 2001

    TEST PIER DESCRIPTION

    3-Inch O.D. Shaft

    8" and 12" Helical Blades on 5' Lead2 - 5' Extensions

    Final Depth = 15 feetMagnum Moment Balanced Blade Style

    REACTION PIER DESCRIPTION

    3-Inch O.D. Shaft

    8" and 12" Helical Blades on 5' Lead2 - 5' Extensions

    Final Depths = 11-14 feetDifferent Orientations of Circular Blades

    and One Magnum Blade Style

    SITE

    The test was conducted at the North edge of the parking lot at Dwyer Companiesconstruction yard in West Chester, Ohio.

    INSTALLATION

    The helix piers were installed using a CAT Backhoe with

    Eskridge 12,000 ft-lb Hydraulic Torque Motor

    Test Pier Installation Torque (Based on Hydraulic Pressure)

    Depth (ft) Input Pressure (psi) Approximate Torque (ft-lbs)

    1 200 500 4 1100 4000

    6 1000 3500 9 1100 3700

    11 1200 4200 14 1700 6000

    15 1100 3700

    PREDICTED PERFORMANCE

    Final Installation Torque = 3700 ft-lbsTheoretical Capacity/Torque Ratio = 8 ft -1

    Theoretical Ultimate Capacity = 8 x 3700 = 29,600 lbs

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    Magnum Full-Scale Field Load Test

    0

    5

    10

    15

    20

    25

    30

    35

    40

    -2.5-2-1.5-1-0.50

    Displacement (in)

    Applied

    Load

    (kips)

    FULL-SCALE FIELD TEST RESULTS

    Setting-up Magnum Load Frame Bearing Capacity Test in Progress

    SUMMARY OF TEST RESULTS

    Measured Ultimate Capacity in Bearing = 35 kips

    Measured Ultimate Capacity in Tension = 30 kips

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