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Rochester Institute of Technology RIT Scholar Works

Theses

1995

A Study of F-flute's feasibility as a substitute for folding

Oranuch Khlangkamhaengdech

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Recommended Citation Khlangkamhaengdech, Oranuch, "A Study of F-flute's feasibility as a substitute for folding carton" (1995). Thesis. Rochester Institute of Technology. Accessed from

This Thesis is brought to you for free and open access by RIT Scholar Works. It has been accepted for inclusion in Theses by an authorized administrator of RIT Scholar Works. For more information, please contact [email protected]. A Study of F-flute's Feasibility

as A Substitute for Folding Carton

By

Oranuch Khlangkamhaengdech

A Thesis

Submitted to the

Department of Packaging Science

College of Applied Science and Technology

in partial fulfillment of the requirements

for the degree of

MASTER OF SCIENCE

Rochester Institute of Technology

1995 Department ofPackaging Science

College ofApplied Science and Technology

Rochester Institute ofTechnology

Rochester, New York

CERTIFICATE OF APPROVAL

MASTER OF SCIENCE DEGREE

The Master ofScience degree thesis of

Oranuch Khlangkamhaengdech has been examined and approved by the thesis committee

as satisfactory for the thesis requirements for the

Master ofScience Degree

Daniel L. Goodwin

Deanna Jacobs

Date: October 17, 1995

ii Thesis Release Permission

Rochester Institute ofTechnology

College ofApplied Science and Technology

Title ofThesis

A Study of F-flute's Feasibility

as A Substitute for Folding Carton

I, Oranuch Khlangkamhaengdech, hereby grant permission to the

Walllace Memorial Library, ofthe Rochester Institute ofTechnology

to reproduce my thesis in whole or in part.

Any reproduction will not be for commercial use or profit.

Date: October 17, 1995

Ul Acknowledgments

Upon the completion ofthis thesis, I wish to express my sincere appreciation to the people who have been a great support to me in this project.

Special thanks to Professor Deanna M. Jacobs, my thesis advisor, for taking time to read and comment on this thesis and for her patient guidance throughout the project.

Also I would like to express appreciation to my thesis committee members, Dr. Daniel L.

Goodwin, Director Department ofPackaging Science, and Tom Ujfalussy of Image Pac,

Canada, for their support and assistance. I especially want to extend my sincere gratitude

to Tom Ujfalussy who coordinated all the necessary arrangements to make this

experiment possible. He Extended tremendous help with the experiment and data

collection.

I also wish to thank Doris Ou for guiding me through the statistical methods and

data analysis. Last, but not least, I would like to thank the following organizations and

people, without whose assistance and cooperation this project would have been impossible

to complete: Russell Leavitt, Stone Corporation, Corrugated Container

Division, USA for providing testing materials and Image Pac, a division ofMacMillan

Bathurst, Canada for providing the necessary materials and equipment. In addition for her

assistance with experiment and data collection., Janet Vandercraats.

This acknowledgments would not be complete without also thanking all the numerous unnamed people who have been helpful, supportive and encouraging. They too, have contributed to the success ofthis thesis. Thank you.

IV ABSTRACT

In the packaging industry, which requires high quality graphics and an attractive package, F-flute is well positioned for increased market growth. F-flute has the potential for revolutionizing both corrugated and folding . It is the

merger ofthese two technologies, the strength of corrugated combined with the quality

and structural design ofthe folding carton, that provide the unique characteristics

of stacking strength, low weight and stiffness, F-flute is gaining widespread attention as an

alternative to paperboard folding cartons.

There are few quantitative studies on F-flute to support the arguments that F-flute

provides better packaging attributes and applications than folding carton.

Consequently, this study investigates F-flute capabilities to provide quantitative box

performance data and a comprehensive understanding ofF-flute in order to compare it

with heavyweight folding cartons.

The purpose ofthis study was to compare the structural integrity in terms of

material stiffness and box compression strength between two types ofF-flute and

two types ofheavyweight folding cartons. From the experiment, it was found that F-flute

provides stronger structural integrity than heavyweight paperboard in term of stiffness and box compression strength. As a result, it is feasible to substitute F-flute boxes for

heavyweight folding cartons in packaging application. Table of Contents

Page

LIST OF TABLES - xi

LIST OF FIGURES xii

CHAPTER 1

INTRODUCTION 1

CHAPTER 2

REVIEW OF RELATED LITERATURE 4

Laminated Corrugated Board 8

Direct Printing 9

Preprinting-liners 10

Litho-laminating 10

F-flute Structure 11

Properties ofF-flute 14

Compression Strength 15

Stiffness 17

CHAPTER 3

METHODOLOGY 19

Limitation and Delimitation 19

Assumption 20

Equipment and Materials 20

VI Page

Test Methods 21

Experimental Procedure 23

Preconditioning 24

Material Evaluation 24

Stiffness Testing 24

Box Compression Strength Testing 25

Data Analysis 26

CHAPTER 4

THE RESULTS AND DISCUSSION 31

Stiffness 31

Box Compression Strength 37

Discussion 43

CHAPTER 5

CONCLUSIONS 44

Conclusion on stiffness 44

Conclusion on Box Compression Strength 45

Summary 46

Discussion 46

CHAPTER 6

RECOMMENDATIONS 47

vii Page

APPENDICES

Appendix A-l: Laminating Market Growth 1993-2000

of E\B\C\ Laminated 48

Appendix A-2: Laminating Market Growth 1993-2000

of E \B \ C\ Laminated with F-flute Laminated 49

Appendix B: Drawing Dimension ofthe Test Box 50

Appendix C- 1 : Material Evaluation Results on Basis Weight 51

Appendix C-2: Material Evaluation Results on Thickness 52

Appendix C-3: Board Analysis 53

AppendixD: Actual Data of Stiffness 54

Appendix E-l: F-test results for variances comparison ofBoard A and Board C

in both vertical and horizontal directions 55

Appendix E-2: F-test results for variances comparison ofBoard A and Board D

in both vertical and horizontal directions 56

Appendix E-3: F-test results for variances comparison ofBoard B and Board C

in both vertical and horizontal directions 57

Appendix E-4: F-test results for variances comparison ofBoard B and Board D

in both vertical and horizontal directions 58

Appendix F-l: t-test results for stiffness comparison ofBoard A and Board C

in both vertical and horizontal directions 59

vm Page

Appendix F-2: t-test results for stiffness comparison ofBoard A and Board D

in both vertical and horizontal directions 60

Appendix F-3 : t-test results for stiffness comparison ofBoard B and Board C

in both vertical and horizontal directions 61

Appendix F-4: t-test results for stiffness comparison ofBoard B and Board D

in both vertical and horizontal directions 62

Appendix G: Actual Top to Bottom Compression Strength

in vertical direction 63

Appendix H: Actual Top to Bottom Compression Strength

in horizontal direction 64

Appendix I- 1: F-test results for variances comparison ofBox A and Box C

in both vertical and horizontal directions 65

Appendix 1-2: F-test results for variances comparison ofBox A and Box D

in both vertical and horizontal directions 66

Appendix 1-3: F-test results for variances comparison ofBox B and Box C

in both vertical and horizontal directions 67

Appendix 1-4: F-test results for variances comparison ofBox B and Box D

in both vertical and horizontal directions 68

Appendix J-l . 1 : t-test results for box compression strength comparison

ofBox A and Box C in vertical directions 69

IX Page

Appendix J- 1.2: t-test results for box compression strength comparison

ofBox A and Box C in horizontal direction 70

Appendix J-2: t-test results for box compression strength comparison of

Box A and Box D in both vertical and horizontal directions 71

Appendix J-3. 1 : t-test results for box compression strength comparison

ofBox B and Box C in vertical direction 72

Appendix J-3.2: t-test results for box compression strength comparison

ofBox B and Box C in horizontal direction 73

Appendix J-4: t-test results for box compression strength comparison of

Box B and Box D in both vertical and horizontal directions 74

SELECTED BIBLIOGRAPHY 75 List of Tables

Page

Table 1 Standard Corrugated Flutes 12

Table 2 F-flute profiles specifications 13

Table 3 Standard Test Methods Used in This Study 23

Table 4 Summary ofMaterial Evaluation 33

Table 5 Board Analysis 34

Table 6 Summary ofthe Stiffness Values 35

Table 7.1 t-test of stiffness values for vertical direction 36

Table 7.2 t-test of stiffness values for horizontal direction 36

Table 8 Summary ofBox Compression Strength Values and Deflection

in vertical direction testing 38

Table 9 Summary ofBox Compression Strength Values and Deflection

in horizontal direction testing 39

Table 10.1 t-test ofbox compression strength for vertical direction 42

Table 10.2 t-test ofbox compression strength for horizontal direction 42

XI List of Figures

Page

Figure 1 Manufacturing Process Flowchart 22

Figure 2 The Structure ofthe Fiber Direction in Stiffness Testing 28

Figure 3 Drawing ofthe sample box 29

Figure 4 Box Compression Strength Testing 30

xn CHAPTER 1

INTRODUCTION

In recent years, the art ofrigid paperboard packaging was not only a tool to protect and contain goods, but also a way to assist in the advertisement and

communication ofthe product. Today's market demands more value-added graphics and

superior box structure. Up until now the folding carton fulfilled this demand, but with the

advance of a new F-flute technology, the rigid paperboard package provides quality with

higher strength at lower weight. In addition, users desire an improved package design, a

reduction in bulge, increased recycled contents, , and a better economic packaging system. In response to these demands, the packaging industry has introduced

F-flute as the high-end graphics and high-impact package with innovative design.

F-flute is the newest growth segment in the corrugated industry. The application

provides for packages with lower fiber content but still with continued performance.

F-flute has recently gained widespread attention as the transitional medium between

corrugated containers and folding cartons. For the past several years, folding cartons and

corrugated containers were two distinct industries and each ofthese groups had a clearly

defined mission. Folding cartons supplied the high graphics on precision cartons, whereas

corrugated containers supplied basic, heavy duty shipping containers. As a result ofthe merger ofthe two technologies, F-flute combines the strength of corrugated with the quality printing and structural design option available only from folding cartons. Due to its structural integrity, F-flute has had an impact on areas where heavyweight folding cartons and rigid boxes were originally used, as well as in other packaging areas including plastics and expanded polystyrene.

During its period ofdevelopment, F-flute introduced an attractive packaging material similar to box board yet structurally superior with a smooth surface for excellent graphics. F-flute is quickly gaining recognition for its stacking strength, low weight, stiffness, insulation and shock absorbing properties. At the same time innovative methods of applying graphics is improving as well. The process oflabeling onto a doubleface and litho-laminating on a single face is being developed for a higher degree of efficiency and flexibility. The advances in automation and high speeds give F-flute the ability to gain widespread attention as the material of choice for carton industry.

Currently, there are few quantitative studies to support the arguments that F-flute provides better packaging attributes and applications. Therefore, this research provides quantitative performance data and a comprehensive understanding ofF-flute box in order to compare it with heavyweight folding carton.

The purpose ofthis study is to compare the structural integrity of two types ofF- flute boxes versus two types ofheavyweight folding cartons in terms of stiffness and compression strength. The stiffness value is a useful indicator ofthe quality of a container. It serves as a measurement ofthe potential performance ofthe finished container. Also, the stacking ability ofthe containers is determined, in great part, by the stiffness ofthe wall. Compression strength is most widely used as a measure offinal box performance because ofits relationship to the box stacking performance. It also can be used as an indicator ofthe overall quality ofthe materials and the efficiency ofthe box manufacturing process.

This endeavor will increase the knowledge ofmanufacturers in the area oflight weight corrugated board applications. Furthermore, users and buyers will become more aware oftheir packaging choices and be able to maximize their efforts in providing the

optimal package. CHAPTER 2

REVIEW OF RELATED LITERATURE

The following developments in the packaging industry have led to the introduction ofF-flute. The market requirements are changing and high quality graphics are becoming more important for packaging. The fastest growing market interest at the moment is focused on the value-added aspect ofproducts. F-flute is establishing itself as a special flute profile which is capable ofprotecting the contents from the manufacturers to the

retailers' retailers and acting as an informative salesman for the product on the shelves.

F-flute is a very small corrugated flute design with the smallest caliper combined board. It is typically 0.030 inch in height without facings and has about 128 flutes per foot. This is 43 % shorter in height and with 50% more flutes per foot than E-flute (0.053

inch high and about 95 flutes per foot). F-flute originated in Europe in 1987. It has been

used for primary containers for glassware, specialty packaging, point-of -purchase displays

E-flute.1 and is presently being used more than Anything presently being produced with

F-flute.2 E-flute can be converted to F-flute has emerged as the preferred grade for a number ofpackaging applications. F-flute is a further progression toward the invasion of

Success," 1 Jim Curley, "F-flute International Board Industry October

1993: 38.

2 Curley 40. market.3 corrugated into the folding carton The advent ofmicroflute board is going to open a lot of avenues for sharp operators on either side to be in the traditional small box

industry.4 F-flute is viewed as an opportunity by both sides ofthe board converting fence.

As the demand for this product grew, the folding carton industry began to identify market segments where printing technology could be successfully joined with a corrugated

product.5 container to produce a Therefore, market segmentation offolding cartons and corrugated containers is no longer clearly defined. There is going to be an integration between what has been historically folding carton application and what has been corrugated application. Folding carton seem to be more interested than

F-flute.6 corrugated producers in the opportunities with

Market," 3 Tricia Hyland, "F-flute Inches Its Way into Folding Carton Paperboard Packaging May 1993: 28

4 Converters." Jackie Schultz, "A World of Change is ahaed for Carton Paperboard Packaging August 1995: 20.

5 future?" Robert L. Nebeling, "Is F flute in your Paperbox World Presentation

September 10. 1994 New Orleans. LA 1994: 2.

Success," 6 Jim Curley, "F-flute International Paper Board Industry October

1993: 38. From a graphic standpoint, litho-laminating and direct printing are both good printing process for F-flute. F-flute has more flutes per foot, therefore it has fewer highs and lows which gives a much smoother printing surface for direct printing. Also it has a much smoother look for either laminating or running preprint because the glue and the

board.7 flute lines have less effect on the overall surface ofthe

Over the next five years decorated corrugated, especially preprint and single face , will be the fastest growing industry segment as printing and surface of linerboard improves in the future. This will likely lead to the development of additional grades ofcontainer board products which, like F-flute will be easily adapted to current

applications.8 processing technologies and printing

" According to the presentation Litho Laminating & F-flute Market Projections

" 1993-2000 made by Mr. Robert L. Nebeling, the best information available that relates

market.9 to the growth and potential ofF-flute is tied to the laminating Though his study is based on information gathered informally and not to be treated as a definitive market survey, the information is helpful in demonstrating the market potential ofF-flute.

However, presented information showed the following:

7 value," Susan M Clites, "Corrugated Containers take on added Tappi Journal

October 1993: 17.

8 "Forecast'95," Gary L Stanley, Boxboard Containers December 1994: .28.

9 Robert L Nebeling, Litho Laminated&F-flute Market Projection 1993-2000 The laminating shipments of a billion square feet (Appendix A-l) for

folding carton and corrugated producers are approximately 3% of total

corrugated shipments and are growing at a rate in excess of 10% per year.

These optimistic projections have been supported by actual results in the

last three to four years. The market for E, B and C flute laminated has

been favored with vigorous growth for the past several years. The annual

rate of growth for E, B, and C flute product is projected to level out to

around 3% by the end ofthe decade.

The recent introduction ofF-flute (Appendix A-2) has increased the

potential for corrugated laminating application. There are projections that

"F" flute (not including fast food application) will be between 20 to 25% of

the total laminating market by the end of this decade and will add around

4% per year to the laminated market annual growth rate. It is also

predicted that a major portion of F-flute growth will come from product

that are currently being packaged in folding cartons.

" According to an East Coast box maker, Customers want more E-and F-flute boxes for small product structural support which has been predominantly the domain of

carton."10 the folding

10 board." Charles Huck, "Corrugating roll: lifeline to running quality Boxboard

Containers. September 1994: 34. However, it is very likely that the development of equipment and manufacturing techniques to produce high quality cartons from lightweight will influence the package design for lightweight F-flute packaging in other markets. F-flute has the potential in many growth areas ofpackaging. It is presently in the early state ofmarket

litho- development. Today the majority of F-flute production (other than fast food) is in laminated product.

Laminated corrugated board

Theoretically, laminated board is the replacing of an outer liner ofkraft paper with

a printed board (replacing doubleface lamination).The purpose is to combine the best

aspect ofhigh quality graphics with strength and recyclability.

The laminator is a machine used to attach a printed sheet or preprinted liner to

single face which can be applied in both a sheet to web process or web to web process.

The laminator consists ofroll stand for single face, a sheet feeder slitter, a glue unit, a knife, a laminator unit, a belt press, package delivery and a control panel. Some

laminators have a water spray unit to control the warp ofthe laminated sheet by adding

moisture to the single face. Also, with the advanced technology in equipment and machinery, there are in-line productions of single face web with lamination of sheets or web. There are also die-cutters inline and with special equipment, two webs can be run at

one time. board." The printed corrugated board is also called "decorated corrugated The

advantage of decorated corrugated board is that it improves the overall appearance ofthe package. The corrugated board can be printed or decorated in many ways. Ink can be

printing." applied directly onto the flat corrugated sheet. This is called "direct A linerboard can also be printed by flexographic printing prior to making a corrugated

"pre-printing" board. This is called a the liner. The printed sheet can be attached to a

"litho-laminating." singleface corrugated board after offset printing is called

For the F-flute market, these three printing options are possible; however, the majority (70%) ofF-flute boards in the market are litho-laminates followed by preprinted liner (25%) and others (5%).

Direct Printing

Direct printing refers to the printing of corrugated board that has already been formed. It is applied by box-making machines in corrugated plants, printer-slotters or

machines.11 other More than 80% of direct printing is flexography, the remainder is letterpress printing. Direct printing is a practical, and inexpensive process, but it is limited in terms ofprint quality. However, great strides have been made and the quality has been improved in recent years.

V Nelson REldred, Package Printing (New York: Jelmar, 1993) 38 Preprinting-liners

The liner is printed before it is fed into the corrugator. This provides a smooth surface for printing. With the development ofpaper surface technology and flexographic printing, preprinted liners become comparable to litho-laminated. However, there is still a need for further improvement in this area. For preprinted liner, flexography is by far the most common printing process used. However, gravure printing can also be used to print the linerboard.

Litho-laminating

Litho-laminating is the lamination of printed paper or board to complete the corrugated board. Laminates are usually printed by sheetfed offset, unlike preprinted liners which are printed by flexographic printing. Litho-laminating is one ofthe

industries' corrugated and folding carton s fastest growing technologies. It also is the most

board.12 commonly used technology in offset printing on corrugated The process is to preprint in lithography on the lightweight paperboard and then laminate printed sheets to a single face board such as F-flute. In manufacturing the single face board, F-flute uses linerboard from 23 lb. to 42 lb. and corrugated medium from 23 lb. to 26 lb. Liner weights are continuously being increased and decreased so these figures can vary. Top quality printing is possible including full color halftone designs. Litho-laminating of corrugated

12 Gunilla Jonson, Corrugated Board Packaging UK:Pira International 1993: 87.

10 container is essentially a short run operation which takes advantage of quick make-ready

jobs.13 process before printing and low cost for short-run

F-flute Structure:

Corrugated board is categorized in three ways: first, by the thickness and spacing ofthe individual flutings ofthe corrugated layer and the fluting medium, second by the

g/m2 weight in ofthe facing layers and the liner, and third by the quality ofthe paper

used.14 The most widely used forms in the packaging industry are known simply as A, B,

C, E, and F. Dimensions offlutes quoted by different sources vary slightly, but the Fibre

Box Association gives these guidelines as follows (Table 1). The F-flute structure has approximately 96 flutes per feet or 315 flutes per meter. The flute height is 0.045 inches or 0. 1 14 centimeters. The take up factor (T.U.F.) which is the ratio ofthe length of medium divided by the length of singleface liner board for a given length of combined board is 1.23.

13 Nelson REldred, Package Printing (New York: Jelmar, 1993) 39.

14 Ran Coddard, Packaging Materials (UK: Pira International, 1990) 45.

11 Table 1: Standard Corrugated Flutes

Type Flutes/Length Approx. Height T.U.F.

A-flute (33+/-3)/ft. 0.184 in. 1.54

(110+/-10)/m. 0.467 cm.

B-flute (47+/-3)/ ft. 0.097 in 1.32

(155+/-10)/m. 0.246 cm.

C-flute (39+/-3)/ ft 0.142 in 1.43

(130+/-10)/m.. 0.361 cm

E-flute (90+/-4)/ ft 0.062 in. 1.27

(295+/-15)/m. 0.157 cm.

F-flute (96+/-4)/ ft 0.045 in. 1.23

(315+/-15)/m. 0.114 cm.

Source: Fibre Box Association.

Specifications for these flutes are not standardized but are approximate values.

The height can vary as much as 10% from the lowest to the highest within each flute

designation.15 The actual value depends on the flute contour, corrugator roll profiles, and the corrugator roll wear. These variables result in wide take-up factor variations.

15 Howard A Bessen, Design and Production of Corrugated Packaging and

Displays. (New York: Jelmar, 1990) 138

12 In addition, rolls can be made from bare metal or be chrome plated, which could also add

ratio.16 as much as six mm. to the flute height and slightly effect on take-up

As noted earlier, the profile ofF-flute varies with different manufacturers. The following information shows different F-flute profiles from different manufacturers specifications. (Table 2)

Table 2: F-flute profiles specification

Manufacturer Flutes/ft. Roll Type Height T.U.F.

Bobst 128.1 Unchromed Roll 0.0295 in. 1.2348

Chromed Roll 0.0305 in. 1.2513

Agnati 128 Unchromed Roll 0.030 in. -

Chromed Roll 0.035 in. -

MHI 135 - 0.030 in. 1.256

Source: Bobst Group Inc. and Fibre Box Association

16 Howard A Bessen, Design and Production of Corrugated Packaging and

Displays. (New York: Jelmar, 1990) 138

13 Properties of F-flute

The many uses ofE-flute in high-end graphic packaging and point-of-purchase displays is well proven around the world. Now, the smaller F-flute is continuing that trend. Compared to paperboard folding cartons, the new flute has been praised for its stacking ability, low weight and stiffness, as well as for its insulating and shock absorbing

properties.17

F-flute has all the benefits of a folding carton combined with the strength of corrugated. F-flute provides greater protection since the corrugated structure ofF-flute offers a stiffer and more rigid package. In terms ofbox performance, F-flute packaging offers superior compression strength in addition to greater bulge resistance. This means

even greater product protection.

In a range ofhigh-end graphics, F-flute board's printing capability is approaching that offolding carton. Because the medium is almost as smooth and flat as the folding

capabilities.18 carton stock, it is capable of 80-90% offolding carton's printing The specialty features available with F-flute include: windows, hanger tabs, moisture barrier capabilities and handles. A large variety ofprintable substrates are available such as kraft,

17 discussed," Ted Vilardi and Michael Brunton, "Litho laminator development

Folding Carton Industry July-August 1993: 49.

18 Tricia Hyland, "F-flute Inches Its Way into Folding Carton Market,"

Paperboard Packaging May 1993: 28.

14 uncoated, mottled white, and clay coated. The coating finishes available include: aqueous, varnish, ultra violet, and spot (matte and gloss coating). F-flute is going to bring a whole new aspect to the corrugated industry because customers are going to look at cartons that need to be erected and filled on a high speed cartoning line typically served by the folding carton industry.

The F-flute converts into a package with lower fiber content, with reduced box weigh while maintaining good performance. Thereby, it not only creates a rigid box with less fiber content and less material volume, but also it is an environmentally friendly structure that is easily recyclable.

Compression Strength

The compression strength is a direct measure ofthe stacking strength of the container. It also can be said that the compression strength constitutes a general measure

box.19 ofthe performance potential of a finished There are two reasons why the compression strength is considered to be the most prominent indicator ofthe final box

performance.20

19 Hakan Markstrom, Testing Methods and Instruments for Corrugated Board.

(Stockholm: Lorentzen & Wettre, 1992) 9

20 R. C. McKee, J.W. Gander, and J.R. Wachuta, "Edgewise Compression Strength

Board." ofCorrugated Paperboard Packaging November 1961: 70

15 (1) Compression strength is directly related to the stacking performance.

(2) Box compression strength values represent the overall quality ofthe materials and the quality ofits manufacture.

There are several methods to evaluate box compression strength. Compression testing ofthe empty box has been widely used to measure compression strength. It is

"all-around" quality.21 probably the best method for evaluating the final box

According to Markstrom (1992), the box compression test is acknowledged to be the best test which corresponds to practical performance in the stacking of the final box.

The box compression test is a pure top to bottom compression test. In accordance with

TAPPI standard: T804 OM-89 (Compression Test ofFiberboard Shipping Containers), the empty sealed boxes are compressed between flat parallel plates which is fixed platen in

a compression tester. The force and the strain are recorded continuously until a

compressive failure occurs. The maximum force attained is reported as the compression

strength of the box. The test is carried out in a standardized atmosphere, 23.0+/-1.0 C

and 50+/-2 % RH.

21 Gorge G. Maltenfort, Corrugated Shipping Containers: An Engineering

Approach. (New York: Jelmar, 1988) 269

16 Stiffness (Flexural Stiffness, Bending Stiffness)

The stiffness or flexural rigidity ofpaper and paperboard is its ability to resist an

packaging.22 applied bending force like the one used in Stiffness is defined as the relationship between the applied bending moment and the deflection within the elastic

region.23 Stiffness is measured by the force required to bend a strip ofpaper through a specified angle.

A physical characteristic ofpaperboard which differentiates it from paper is its greater stiffness. Stiffness is extremely important in the paperboard packaging applications, including products such as rigid boxes, folding cartons, and corrugated containers. Packages must resist deformation or bulging when being filled and when the contents settle. Folding cartons and corrugated containers must also withstand bending and buckling when loaded by the containers stacked above them. Therefore, stiffness is an

testing.24 important criterion in specifications and in acceptance There are several methods of determining bending stiffness properties. Most ofthe instruments available for

22 William H. Bureau. What the Printer Should Know about Paper. (Pensylvania:

Graphic Arts Technical Foundation, 1995) 126

23 Hakan Markstrom, Testing Methods and Instruments for Corrugated Board.

(Stockholm: Lorentzen & Wettre, 1992) 26

24 Test," H. W. Verseput, "Precision ofthe Taber Stiffness Tappi Journal June

1969: 1136

17 measuring bending stiffness in the laboratory are the Taber, Gurley and Clark stiffness testers.

In accordance with TAPPI standard T489 OM-92, Stiffness of Paper and

Paperboard (Taber-Type Stiffness Tester), the Taber stiffness tester measures the bending

15 moment required to bend the free end of a paper specimen through an angle ofusually

from the vertical. The bending moment is measured in Taber units (grams force -

centimeter).

18 CHAPTER 3

METHODOLOGY

The objective ofthis research was to compare and investigate the structural integrity oftwo types ofF-flute boxes and two types ofheavy weight folding cartons in terms ofmaterial stiffness and box compression strength. To obtain quantitative data for this comparison the materials to be tested must first be evaluated to verify their specifications.

Limitations and Delimitations

This study would test only the specific types ofboard identified.

Test materials would be conditioned to equilibrium state in a standard

atmosphere before the test as prescribed in ASTM standard conditioning

procedure.

The testing would be conducted at ambient temperature and relative humidity

which would be controlled.

Influencing factors which were not included in this study were the effect of

printing, coating, and the different used.

19 Assumptions

1. The first assumption was that laboratory testing was representative of field

testing.

2. The second assumption was that the moisture content of all specimens is

approximately equal. Sufficient time would be allowed for the samples to

reach conditioning temperature and humidity to reduce variability.

Equipment and Materials

1. Two types ofheavyweight paperboard

2. Two types ofF-flute combined board

3. Basis weight Tester: Mettler, model # AE163.

4. Thickness Tester: Micrometer, model # 549

5. Taber-Stiffhess Tester: Teledyne Taber V-5, model # 150-B

6. Compression Strength Tester: Model TM 49005

The test materials used in this study were supplied by The Stone Container

Corporation (USA) and the Image Pac, a division ofMacMillan Bathurst (Canada). A

description ofthe test materials as follows:

combined board with lightweight liners identified as the 1 . Two types ofF-flute

following.

Board A: Printed linerboard with a thickness of 10 pt. (Basis weights of

g/m2 medium and inner liner are 127 and 161 g/m2, respectively).

20 Board B: Printed linerboard with a thickness of 15 pt. (Basis weights of

g/m2 medium and inner liner are 127 and 161 g/m2, respectively).

2. Two types ofheavyweight paperboard identified as the following.

Board C: Paperboard with a thickness of28 pt.

Board D: Paperboard with a thickness of 34 pt.

The F-flute boards were converted and the F-flute boxes and heavyweight folding cartons were die cut and formed at the Image PAC, Toronto, Canada. The light weight were laminated onto the F-flute single faces by the Asitrade single face laminator to made F-flute boards. Then the F-flute combined boards and heavyweight

paperboards were then moved to a Bobst die-cutter. Once die-cut the sheets were moved to the laboratory to be set up and glued by hand with hot melt glue (Swift serial no. 20545). The process flowchart is depicted in Figure 1.

Test Methods

The testing which was conducted in this study was performed according to the following American Society for Testing and Materials (ASTM) and Technical Association ofPulp and Paper Industry (TAPPI) standards. (Table 2)

21 Figure 1: Manufacturing Process Flowchart

Light Weight Paperboard

_

Asitrade Singleface Laminator I

Heavy Weight Paperboard Tl

I Bobst Die-Cutter \]

Die-Cut Board |

Set-up & Glued in the laboratory

Source: Image Pac, a division ofMacMillan Bathurst, Toronto, Canada.

22 Table 3: Standard Test Methods Used in This Study

Test Method Title

Standard Practice for Conditioning Paper and Paper ASTM: D685-93 Products for Testing

Standard Test Method for Grammage ofPaper and ASTM: D646-92 Paperboard (Weight Per Unit Area)

Standard Test Method for Thickness ofPaper and ASTM: D645-92 Paperboard

Stiffness ofPaper and Paperboard TAPPI: T489-OM92 (Taber-Type Stiffness Tester)

TAPPI: T804-OM89 Compression Test ofFiberboard Shipping Containers

Experimental Procedure

This research was performed in the laboratory at Image Pac. All test materials

were conditioned and then evaluated for their standard basis weight and thickness. After

the materials evaluation, the two types ofF-flute boards and the two types ofheavyweight

paperboards were evaluated for stiffness values. Then the two types of F-flute boxes and

the two types ofheavyweight folding cartons were evaluated to determine their box

compression strength values.

23 Preconditioning

All test materials and boxes were conditioned. The preconditioning atmosphere was 10 to 35 % relative humidity (% RH) and the temperature was 22 to 40

C. The conditioning atmosphere was 50.0 +/-2.0 %RH and the temperature was 23.0+/-

1.0 C for 48 hours. The testing atmosphere was the same as the conditioning atmosphere.

Material Evaluation

Five sheets each ofthe conditioned individual component materials were examined

for their standard basis weight and thickness properties.

Stiffness Testing

A total often samples from each board type ( Board A, Board B, Board C, and

Board D) were tested for stiffness. The boards were tested in two fiber directions; five samples were tested with the grain ofthe liner parallel to the length (vertical) ofthe sample and five samples were tested with the grain ofthe liner parallel to the width

(horizontal) ofthe sample. ( Figure 2)

24 Board Identification

g/m2 1. Board A : 10 pt. board/ 127 g/m2/ 161

2. Board B : 1 5 pt. board/ 127 g/m2/ 1 6 1 g/m2

3. Board C : Heavyweight paperboard 28 pt.

4. Board D : Heavyweight paperboard 34 pt.

The F-flute and boxes the heavyweight folding cartons were made with the

following specification.

"AT2" Container design : Molson Breweries, 12-341 ml. .

mm.* Box Dimension (O.D.) : 256 193 mm.* 222 mm.

in.* (L*W*D) : 10.08 7.60 in. * 8.74 in.

Box Style : Die-Cut and End Load Container.

The drawing ofthis container is shown in Figure 3.

Box Compression Strength Testing

Ten samples of each box type (Box A, Box B, Box C and Box D) were tested for the box compression test (BCT). The box compression test was performed in two flute directions for F-flute box; flutes running parallel to the length ofthe box (normal box orientation - flutes horizontal) and flutes running parallel to the depth ofthe box (box in an upright orientation-flutes vertical). And two grain directions for folding carton; one with grain parallel to the length ofthe carton (normal box orientation - grain horizontal))

25 and one with grain parallel to the depth ofthe box (box in an upright orientation-grain vertical). See Figure 4.

Box Identification

g/m2 1. Box A : F-flute box made from 10 pt. board/ 127 g/m2/ 161

g/m2 2. Box B : F-flute box made from 15 pt. board/ 127 g/m2/ 161

3. BoxC : Heavyweight folding carton made from 28 pt. board.

4. Box D : Heavyweight folding carton made from 34 pt. board.

Box compression testing was performed using a fixed platen. The fixed platen was used because only the difference in the quality ofbox material were examined in this study.

Ifthe compression test is performed using the floating platen, the compression strength value will also reflect the variations ofthe quality ofthe box fabrication process.

The testing room was conditioned at 23.0+/-1.0 C, 50+/-2 % RH. Force was pre-loaded to 50 pounds manually by the machine operator prior to each sample tested. During testing, one box at a time was placed centrally between the plates ofthe compression strength tester, after which it was loaded to failure. The maximum force and deflection

that were attained were recorded.

Data Analysis

The statistical analysis for this study used Microsoft Excel (Version 4) software.

A confidence level of 95% was chosen.

The t-test analysis was applied to test for the significant difference of stiffness

values and box compression strength values between two types ofF-flute and two types of

26 heavyweight folding cartons. In order to select the type oft-test needed to analyze the data, the F-test was applied to determined the equity ofvariance in each pair in the comparison. Ifthe F-test showed significantly different variance, the Two-Samples

Assuming Unequal Variances t-test would be used. On the other hand, Two-Samples

Assuming Equal Variances t-test would be used when the result ofthe F-test was not found to be different in variances.

27 Figure 2: The Structure of the Fiber Direction in Stiffness Testing

F-flute Board F-flute Board Fiber Direction: Vertical Fiber Direction: Horizontal

Heavy Weight Paper Board Heavy Weight Paper Board Fiber Direction: Vertical Fiber Direction: Horizontal

28 Figure 3: Drawing of the sample box

29 Figure 4: Box Compression Strenght Testimg

F-flute box

Horizontal Vertical

Heavy weight folding carton

Horizontal Vertical

30 CHAPTER 4

THE RESULTS AND DISCUSSION

In this study the stiffness value oftwo types ofF-flute boards were compared to two types ofheavyweight paperboards and the compression ofboxes made from F-flute

boards were compared to boxes made from heavyweight paperboards.

The summary ofthe basis weight and thickness ofthe materials; lightweight (10 pt. and 15 pt.) paperboard, the heavyweight (28 pt. and 34 pt.) paperboard, the corrugated board components (inner liner and corrugated medium) used in this study are shown in

Table 4. The actual data is shown in Appendix C-l for basis weight and Appendix C-2 for thickness.

Board analysis of each component for the two types of F-flute board and the two

types ofheavyweight paperboard is shown in Table 5. The actual data is shown in

Appendix C-3.

Stiffness (Flexural Stiffness, Bending Stiffness)

The average and standard deviation of stiffness values ofthe F-flute boards and

heavyweight paperboard are summarized in Table 6.

The stiffness values which were recorded from the experiment are shown in

Appendix D.

31 Based on the F-test: two-samples for variances, the Two-Samples Assuming

Unequal Variances t-test was selected because

: The comparison ofBoard A and Board C showed significantly different variances in both vertical and horizontal directions. (Appendix E-l)

: The comparison ofBoard A and Board D showed significantly different variances in both vertical and horizontal directions. (Appendix E-2)

: The comparison ofBoard B and Board C showed significantly different variances in both vertical and horizontal directions. (Appendix E-3)

: The comparison ofBoard B and Board D showed significantly different

variances in both vertical and horizontal directions. (Appendix E-4)

The t-test was then applied to test for the significant difference of stiffness values.

The results from the analysis are shown in appendices F-l - F-4 ( vertical and horizontal

directions), respectively.

: At a confidence level of95%, Board A experienced significantly higher stiffness

than Board C in both vertical and horizontal directions. (Appendix F-l)

= : Since ^calculated) from vertical corrugation 5.9593 and ^calculated) from

= horizontal corrugation = 13.0470 were larger than t(critical) 2. 1318, it can be concluded

that Board A and Board D had significantly different stiffness values. (Appendix F-2)

: The results from the analysis showed the significantly different stiffness values in

both directions testing in comparison ofBoard B and Board C. (Appendix F-3)

: Significant differences between Board B and Board D were found in both

directions testing. (Appendix F-4)

32 Table 4: Summary of Material Evaluation

Physical Properties Testing for Basis Weight and Thickness

Basis Weight* Thickness* Material Type (g/m2) (Pt-)

10 pt. light weight paperboard 215.2 10.06 (outer liner for F-flute board)

15 pt. light weight paperboard 282.8 15.56 (outer liner for F-flute board)

28 pt. weight paperboard heavy 539.0 28.88 (board for folding carton)

34 pt. weight paperboard heavy 635.8 34.30 (board for folding carton)

g/m2 127 128.2 8.90 (corrugated medium)

161 g/m2 Kraft paper 158.4 8.42 (inner liner for F-flute board)

* An average of 5 test samples.

33 Table 5: Board Analysis

F-flute board:

* Basis Weight of Components Board A Board B

Outer liner 215.2 g/m2 282.8 g/m2

Corrugated Medium 128.2 g/m2 128.2 g/m2

Inner Liner 158.4 g/m2 158.4 g/m2

g/m2 g/m2 Total weight from 3 layers 501.8 569.4

* g/m2 g/m2 Total weight of combined board 546.0 617.8

* Thickness of combined board 0.050 in. 0.055 in.

g/m2 Board A: F-flute board made from 10 pt. board/ 127 g/m2/ 161

g/m2 Board B: F-flute board made from 15 pt. board/ 127 g/m2/ 161

Heavyweight Paperboard

Board C Board D

g/m2 g/m2 Basis Weight * 539.0 635.8

Thickness * 0.029 in. 0.034 in.

Board C: 28 pt. heavyweight paperboard

Board D: 34 pt. heavyweight paperboard

* An average of 5 test samples.

34 Table 6: Summary of the Stiffness values.

STIFFNESS (G-CM) Fiber Direction

Vertical Horizontal

Board Type Avg* s** Avg* s**

Board A 1808 133.12 1458 186.06

F-flute board : 10 pt. outer liner

Board B 2200 386.78 1722 307.28

F-flute board : 15 pt. outer liner

Board C 1004 34.35 261 11.70 Heavy weight paperboard : 28 pt.

Board D 1446 27.02 370 12.25 Heavy weight paperboard : 34 pt.

Avg.* = Average of 5 samples

S** - Standard Deviation of 5 samples

7.5 NOTE: The F-flute samples were deflected to due to the fact that at

15 the the samples would buckle at the clamp jaws.

The Range Weight used for all materials for the test was the

2000 unit weight.

Therefore the actual instrument readings for the F-flute samples

were multiplied by a factor of40 to accommodate for thickness

and the actual reading for the heavy weight paperboard

samples were multiplied by 20.

35 The results from the analysis showed that at the confidence level of 95 %, significant difference in average stiffness between F-flute boards and heavy weight paperboards were found in all types of comparisons shown in Table 7. 1 for vertical directions and Table 7.2 for horizontal directions, respectively.

Table 7.1: t-test of stiffness values.

For vertical direction

Board Board Board Board t-test for Two-Sample A&C A&D B&C B&D

t-calculated 13.0771 5.9593 6.8872 4.3484

t-critical 2.1318 2.1318 2.1318 2.1318

Significantly Different Yes Yes Yes Yes

Table 7.2: t-test of stiffness values.

For horizontal direction

Board Board Board Board t-test for Two-Sample A&C A&D B&C B&D

t-calculated 14.3617 13.0407 10.6269 9.8307

t-critical 2.1318 2.1318 2.1318 2.1318

Significantly Different Yes Yes Yes Yes

36 Box Compression Strength

The compression strength data are shown in Appendix G for the vertical

corrugation and Appendix H for the horizontal corrugation.

The average and standard deviation of the maximum force and deflection ofthe box compression strength ofthe F-flute boxes and folding cartons are summarized in

Table 8 and Table 9 for the vertical corrugation and horizontal corrugation, respectively.

I- - Based on the F-test: two -samples for variances, appendix 1 1-4 showed the summary ofthe variance analysis for the comparison ofbox compression strength of F- flute box and heavyweight folding carton in both vertical and horizontal directions as follow:

: The comparison ofBox A and Box C in vertical direction showed that

F(calculated) = 2. 1018 was not larger than F(critical) = 6.3882 so t-test: Two-Samples

Assuming Equal Variances would be used to determine the significant of difference in compression strength. On the other hand, in horizontal direction, F(caicuiated) = 10.00 was larger than F^-tcai) = 6.3882 so t-test: Two-Samples Assuming Unequal Variances would be used to analyze the data. (Appendix 1-1)

: From the results, Box A and Box D showed no significantly difference in both vertical and horizontal directions, then t-test: Two Samples Assuming Equal Variances would be used for determining the significant of difference in compression strength.

(Appendix 1-2)

37 Table 8: Summary of Box Compression Strength Value and Deflection

: Vertical Direction Testing

Maximum Force Deflection (lbs) (inch)

Box Type Avg* s** Avg* s**

10 pt. board + F-flute single face 139.8 4.76 0.17 0.03 (Box A)

15 pt. board + F-flute single face 168.2 3.63 0.17 0.03 (BoxB)

28 pt. Folding Carton 103.60 3.29 0.14 0.02 (BoxC)

34 pt. Folding Carton 142.80 2.28 0.20 0.04 (BoxD)

Note: Avg*. = Average of 5 samples

S ** = Standard Deviation of 5 samples

Pre load was 50 pounds.

38 Table 9: Summary of Box Compression Strength Value and Deflection

: Horizontal direction Testing

Maximum Force Deflection (lbs) (inch)

Box Type Avg* s** Avg* s**

10 pt. board + F-flute single face 180.0 5.66 0.20 0.00 (Box A)

15 pt. board + F-flute single face 224.0 18.22 0.17 0.03 (BoxB)

28 pt. Folding Carton 103.2 1.79 0.22 0.03 (BoxC)

34 pt. Folding Carton 146.4 11.26 0.30 0.00 (BoxD)

Note: Avg*. = Average of 5 samples

S ** = Standard Deviation of 5 samples

Pre load was 50 pounds.

39 : Significant differences were not found in the comparison between variances of

Box B and Box C in vertical direction testing so t-test: Two Samples Assuming Equal

Variances would be used for determining the significant ofdifference in compression

strength. However, in horizontal direction, Significant differences was found so t-test:

Two Samples Assuming Unequal Variances would be used. (Appendix 1-3)

: From the results, Box B and Box D showed no significantly different in both vertical and horizontal direction, then t-test: Two Samples Assuming Equal Variances would be used for determining the significant of difference in compression strength.

(Appendix 1-4)

Then the student's t-test was applied to test for the significant different ofbox

compression strength. The results from the analysis are shown in appendices J-l - J-4 for

vertical direction and horizontal direction.

: As the result from the F-test revealed that variance between Box A and Box C

was not found to be different so t-test for two sample assuming equal variance was used

for determining the significant of difference in compression strength. At a confidence level

of 95%, Box A experienced significantly greater compression strength than Box C in

vertical directions shown in Table 10.1 ( Refer to Appendix J-l . 1)

: The average compression strength ofBox A and Box C in horizontal direction was compared, using t-test: Two-Sample Assuming Unequal Variance. The result from the analysis showed that Box A and Box C had significantly different compression

strength as showed in Table 10.2. (Refer to Appendix J-1.2) : Since t m = (calculated) vertical direction I -1.27 1 =1.27 was not larger than

= ^critical) 1-8595, it can be concluded that the test was not significantly different in compression strength in vertical direction testing between Box A and Box D as shown in

= Table 10. 1. On the other hand, t (calculated) m horizontal direction 5.9621 exceeded t

(critical) ~ 1-8596, it shows that the box compression strength had significant different between Box A and Box D, in horizontal direction as shown in Table 10.2.

(Refer to Appendix J-2)

: Using t-test: Two-Sample Assuming Equal Variances, the result oft-test was significantly different in compression strength in vertical direction between Box b and Box

C in vertical direction as shown in Table 10.1.(Refer also to Appendix J-3.1)

: The result from t-test: Two-Sample Assuming Unequal Variances found that

comparison of compression in horizontal direction between Box B and Box C had

as shown in Table 10.2. (Refer also to Appendix J-3 significantly different .2)

: For the comparison between Box B and Box D, the result showed in both vertical and horizontal directions testing had significantly different compression strength as shown in Table 10.1 and Table 10.2, respectively. (Refer also to Appendix J-4)

41 The summary ofthe results ofthe t-test are shown in Table 10 below.

Table 10.1: t-test of Box Compression Strength

For vertical direction

Box Box Box Box t-test for Two-Sample A&C A&D B&C B&D

t-calculated 13.9853 | -1.2700 | 29.4857 13.2407

t-critical 1.8595 1.8595 1.8595 1.8595

Significantly Different Yes No Yes Yes

Table 10.2: t-test of Box Compression Strength

For horizontal direction

Box Box Box Box t-test for Two-Sample A&C A&D B&C B&D

t-calculated 28.9451 5.9621 14.7537 8.1009

t-critical 2.1318 1.8595 2.1318 1.8595

Significantly Different Yes Yes Yes Yes

42 Discussion

From the experiment in vertical testing provided the lower compression strength value than horizontal testing due to the design ofthe test box, compression strength values could not be compared between vertical direction and horizontal direction in each pair of comparison. This box design has a zipper strip on the top ofthe box. When switched from horizontal direction to vertical direction, this zipper strip reduced the compression

strength.

43 CHAPTER 5

CONCLUSIONS

Conclusion on Stiffness

From this study, it can be concluded that there was significant difference in

stiffness values between two types ofF-flute board and two types ofheavy weight

paperboard. As the results, Board A was 804 g.cm (approximately 80%) higher stiffness than Board C in vertical testing and 1 197 g.cm. (approximately 458%) higher in

horizontal testing. Also Board A was 362 g.cm (approximately 25%) higher stiffness than

Board D in vertical testing and 1088 g.cm. (approximately 294%) higher in horizontal

testing. In the comparison between Board B and Board C, the results shown that in the

vertical testing Board B was 1 196 g.cm. (approximately 1 19%) and in the horizontal

testing Board B was 1461 g.cm. (approximately 560%) higher stiffness than Board C.

The results in comparison between Board B and Board D also shown the same, Board B

was 754 g.cm. (approximately 52%) and 1352 g.cm. (approximately 365%) higher

stiffness than Board D in vertical and horizontal testings, respectively. Therefore,

hypothesis one which stated that F-flute board provides significantly higher stiffness than

heavyweight paperboard is accepted.

According to the board analysis, the result indicated that in the same amount of

fiber (basis weight), the F-flute board is substantially thicker and more rigid than the heavy

weight paperboard. It was also concluded that the F-flute boards have a considerable

stiffness advantage over the heavy weight paperboard at the same amount offiber.

44 Conclusion on Box Compression Strength

Over all the comparison ofthe compression strength ofF-flute boxes and heavyweight folding cartons was found to be different, in both directions; vertical and horizontal, under the conditions ofthis study. Only one comparison had no significant difference in box compression strength and that was the comparison between the F-flute box with the 10 pt. outer liner (Box A) and heavyweight folding carton made from 34 pt. paperboard (Box D). Statistically the data indicates Box A provided the same compression strength value as Box D.

As the results from the horizontal direction testing, Box A was 76.8 lbs

(approximately 74%) higher compression strength than Box C and Box A was 33.6 lbs

(approximately 23%) higher compression strength than Box D. In the comparison between Box B and Box C, the result showed that Box B was 120.8 lbs. (approximately

1 17%) higher compression strength than Box C. Also the comparison between Box B and

Box D found that Box B was 77.6 lbs. (approximately 53%) higher compression strength than Box D.

The results from the vertical direction testing showed that Box A was 36.2 lbs

(approximately 35%) higher compression strength than Box C and Box B was 64.6 lbs

(approximately 62%) higher compression strength than Box C. In the comparison between Box B and Box D, the result showed that Box B was 25.4 lbs. (approximately

18%) higher compression strength than Box D. Only .the comparison between Box A and

Box D was found that Box A was 3 lbs. (approximately 1.4%) lower compression

45 strength than Box D. However, in statistical analysis can concluded that Box A provided the same compression strength value as Box D.

Therefore, the second hypothesis which stated that F-flute box provides

significantly stronger compression strength than heavyweight folding carton is accepted.

It can be concluded that F-flute boxes have a considerable advantage over the heavyweight folding cartons in term of compression strength.

Summary

From the experimental finding, F-flute provides stronger structural integrity than

heavyweight folding carton in term of stiffness and box compression strength. As a result,

it is feasible to substitute heavyweight folding cartons with F-flute boxes in the packaging

industry.

Discussion

Also from the experimental findings, F-flute made from 10 pt. and 15 pt. outer

liners provided higher stiffness and stronger compression strength than both the folding

F- cartons made from 28 pt. and 34 pt. paperboard. Therefore, it can be concluded that

flute made from 10 pt. outer liner can be substituted for not only folding cartons made

from 28 pt. paperboard but also for folding cartons made from 34 pt. paperboard. This

result means that F-flute boxes provide better performance with lower fiber content.

From the environmental view point, F-flute requires less fiber to manufacture

which mean less raw materials used, and less fiber entering the waste stream. F-flute is a

corrugated board, so it can be easily recycled.

46 CHAPTER 6

RECOMMENDATIONS

As F-flute box made from 10 pt. outer liner provides better structural integrity than a folding carton made from 28 pt. paperboard, it is feasible that the outer liner of

F-flute can be decreased to an even lighter weight paperboard.

Therefore, future research may be investigate the correlation between the different basis weight combinations ofF-flute and the structural integrity between F-flute boxes and folding cartons. Also may be investigate in term ofpercentage ofthe recycled content in

F-flute board and the structural integrity ofthe box.

47 Appendix A- 1

LAMINATING MARKET GROWTH 1993 - 2000

OF

E\B\C\ LAMINATED

48 o o o

^_ 2

L_- d CD CO z m o

__

z

;1;V^.:ii:iy: ; ; ; Appendix A-2

LAMINATING MARKET GROWTH 1993 - 2000

OF

E\B\C\ LAMINATED

WITH

F -FLUTE LAMINATED

49 o o o CM

CO

o

m

_Q

''.-* '*- -~-'""- Appendix B:

Drawing Dimension

of

the Test Box

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o o o o vo rr rr tN rr rr in VO 00 rr VO '-H ,-H ^^ CN * ' ^H ^H o

, , __. o o rt tN o tN vo CN o 00 OS VO VO rr OS *-* r_l tN tN 11 ^~l ^ VO ON > o VO tN o o 00 rr CN r- vo 0\ r- OS VO rr T3 ' 11 > ' 3 tN tN *R o tN "p o ,"1 o VO NO VO VO OO t 00 VO ii r- 1 < CO 1 rr 1H u tN tN CN Vl Vl 5 o u_ O On V VO tN tN rr rr VO X rr 1, CO On rr 1 H * b tN tN "--1 >' ' CN m *-> M 00 +2 X X X oo

Ui 4-J 4-* O S3 CL CL, 3 H o

J--H 00 rr 73 S ON Ui tN CO o S3 u 00 o ** 4__ 3 "3 CJ u u 3 3 rt rt | S CN < O O O o X Q, e u, < CL, CQ CL, U Q ii H 3 "3 in 3 CL, T3 Q. u i u, rt rt 8 -3 rt rt rt Q, CL, !. u O O o in rt O 4- o CQ 3 CQ -3 CQ _3 CQ X u, u 00 CQ rt a op O o '53 '53 cn 03 X X it ii 3 S 3 u ii a. 3 O C *- a "3 3 3 u. rt r rt cu CU 35 CP ii cu o i Q, cu o X u o < Pv U Appendix E-l: F-test: Two-Sample for Variances

: For determining difference in variances between Board A and

Board C in vertical and horizontal directions.

Result of F-test: Two- Sample for Variance

Vertical Direction Horizontal Direction

Board A Board C Board A Board C (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 1808 1004 1458 260.6

Variance 17720 1180 34620 136.8

Observations 5 5 5 5

df 4 4 4 4

F 15.0170 253.0702

P (F<=t) one-tail 0.0112 4.64E-05

F Critical one-tail 6.3882 6.3882

= : Level of significance a 0.05

55 Appendix E-2: F-test: Two-Sample for Variances

: For determining difference in variances between Board A and

Board D in both vertical and horizontal directions.

Result of F-test: Two- Sample for Variance

Vertical Direction Horizontal Direction

Board A Board D Board A Board D (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 1808 1446 1458 370

Variance 17720 730 34620 150

Observations 5 5 5 5

df 4 4 4 4

F 24.2740 230.8

P (F<=t) one-tail 0.0046 5.57E-05

F Critical one-tail 6.3882 6.3882

Level of significance : a = 0.05

56 Appendix -3: F-test: Two-Sample for Variances

: For determining difference in variances between Board B and

Board C in both vertical and horizontal directions.

Result of F-test: Two- Sample for Variance

Vertical Direction Horizontal Direction

Board B Board C Board B Board C (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 2200 1004 1722 260.6

Variance 149600 1180 94420 136.8

Observations 5 5 5 5

df 4 4 4 4

F 126.7797 690.2047

P (F<=t) one-tail 0.0002 6.27E-06

F Critical one-tail 6.3882 6.3882

= : Level of significance a 0.05

57 Appendix E-4: F-test: Two-Sample for Variances

: For determining difference in variances between Board B and

Board D in both vertical and horizontal directions.

Result of F-test: Two- Sample for Variance

Vertical Direction Horizontal Direction

Board B Board D Board B Board D (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 2200 1446 1722 371

Variance 149600 730 94420 150

Observations 5 5 5 5

df 4 4 4 4

F 204.9315 629.4667

P (F<=t) one-tail 7.05E-05 7.54E-06

F Critical one-tail 6.3882 6.3882

: Level of significance : a = 0.05

58 Appendix F-l: A t-test analysis:

Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in stiffness values

between Board A and Board C. The results show in both vertical and

horizontal directions.

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

Board A Board C Board A Board C (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 1808 1004 1458 260.6

Variance 17720 1180 34620 136.8

Observations 5 5 5 5

Pearson Correlation 0.2099 0.2982

Pooled Variance 3.5 3.5

df 4.5304 4.0316

t 13.0771 14.3617

P (t<=t) one-tail 9.87E-05 6.83E-05

t Critical one-tail 2.1318 2.1318

: Confidence interval is 95%

The results are statistically significant.

59 Appendix F-2: A t-test analysis:

Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in stiffness values

between Board A and Board D. The results show in both vertical and

horizontal directions.

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

Board A Board D Board A Board D (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 1808 1446 1458 370

Variance 17720 730 34620 150

Observations 5 5 5 5

Pearson Correlation -0.0028 -0.6802

Pooled Variance 3.5 3.5

df 4.3290 4.0347

t 5.9593 13.0470

P (t<=t) one-tail 0.0020 9.96E-05

t Critical one-tail 2.1318 2.1318

: Confidence interval is 95%

The results are statistically significant.

60 Appendix F-3: A t-test analysis:

Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in stiffness values

between Board B and Board C. The results show in both vertical and

horizontal directions.

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

Board B Board C Board B Board C (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 2200 1446 1722 260.6

Variance 14900 730 94420 136.8

Observations 5 5 5 5

Pearson Correlation -0.3247 0.3850

Pooled Variance 3.5 3.5

df 4.0631 4.0116

t 6.8872 10.6269

P (t<=t) one-tail 0.0012 0.0002

t Critical one-tail 2.1318 2.1318

: Confidence interval is 95%

The results are statistically significant.

61 Appendix F-4: A t-test analysis:

Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in stiffness values

between Board B and Board D. The results show in both vertical and

horizontal directions.

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

Board B Board D Board B Board D (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 2200 1446 1722 370

Variance 149600 730 94420 150

Observations 5 5 5 5

Pearson Correlation 0.6698 -0.0797

Pooled Variance 3.5 3.5

df 4.0390 4.0127

t 4.3484 9.8307

P (t<=t) one-tail 0.0061 0.0003

t Critical one-tail 2.1318 2.1318

: Confidence interval is 95%

The results are statistically significant.

62 Appendix G: Actual Top to Bottom Compression Strength.

: Vertical Direction.

Peak Force (lbs.) Deflection (in.)

Box A : F-flute box: 10 pt. outer liner. + F-flute single face.

sample #1 144.0 0.15

sample #2 133.0 0.15

sample #3 137.0 0.20

sample # 4 144.0 0.20

sample #5 141.0 0.15

Box B : F-flute box: 15 pt. outer liner. + F-flute single face.

sample #1 162.0 0.15

sample #2 171.0 0.20

sample # 3 170.0 0.20

sample #4 170.0 0.15

sample #5 168.00 0.15

Box C : Heavy weight folding carton: 28 pt.

sample #1 104.0 0.15

sample #2 104.0 0.15

sample #3 106.0 0.15

sample #4 106.0 0.15

sample #5 98.0 0.10

Box D : Heavy weight folding carton: 34 pt.

sample # 1 142.0 0.20

sample # 2 146.0 0.25

sample # 3 144.0 0.20

sample #4 140.0 0.15

sample # 5 142.0 0.20

63 Appendix H: Actual Top to Bottom Compression Strength

: Horizontal Direction

Peak Force (lbs.) Deflection (in.)

Box A : F-flute box: 10 pt. outer liner. + F-flute single face.

sample # 1 174.0 0.20

sample #2 182.0 0.20

sample #3 186.0 0.20

sample #4 184.0 0.20

sample #5 174.0 0.20

Box B : F-flute box: 15 pt. outer liner. + F-flute single face.

sample #1 230.0 0.15

sample # 2 200.0 0.20

sample # 3 250.0 0.20

sample #4 218.0 0.15

sample #5 222.0 0.15

Box C : Heavy weight folding carton: 28 pt.

sample #1 106.0 0.20

sample # 2 104.0 0.25

sample # 3 102.0 0.20

sample # 4 102.0 0.25

sample # 5 102.0. 0.20

Box D : Heavy weight folding carton: 34 pt.

sample # 1 140 0.30

sample # 2 150 0.30

sample # 3 162 0.30

sample # 4 148 0.30

sample # 5 132 0.30

64 Appendix 1-1: F-test: Two-Sample for Variances

- For determining difference in variances between Box A and Box C

in both vertical and horizontal directions

Result of F-test: Two- Sample for Variance

Vertical Corrugation Horizontal Corrugation

Box A BoxC Box A BoxC (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 139.8 103.6 180 103.2

Variance 22.7 10.8 32 3.2

Observations 5 5 5 5

df 4 4 4 4

F 2.1018 10

P (F<=t) one-tail 0.2449 0.0233

F Critical one-tail 6.3882 6.3882

Level of significance a = 0.05

65 Appendix 1-2: F-test: Two-Sample for Variances

- For determining difference in variances between Box A and Box D

in both vertical and horizontal directions

Result of F-test: Two- Sample for Variance

Vertical Corrugation Horizontal Corrugation

Box A BoxD Box A BoxD (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 139.8 142.8 180 146.4

Variance 22.7 5.2 32 126.8

Observations 5 5 5 5

df 4 4 4 4

F 4.3654 3.9625

P (F<=t) one-tail 0.0913 0.1055

F Critical one-tail 6.3882 6.3882

Level of significance a = 0.05

66 Appendix 1-3: F-test: Two-Sample for Variances

For determining difference in variances between Box B and Box C

in both vertical and horizontal directions

Result of F-test: Two- Sample for Variance

Vertical Direction Horizontal Direction

BoxB BoxC BoxB BoxC (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 168.2 103.6 224 103.2

Variance 13.2 10.8 332 3.2

Observations 5 5 5 5

df 4 4 4 4

F 1.2222 103.75

P (F<=t) one-tail 0.4252 0.0003

F Critical one-tail 6.3882 6.3882

Level of significance a = 0.05

67 Appendix 1-4: F-test: Two-Sample for Variances

- For determining difference in variances between Box B and Box D

in both vertical and horizontal directions

Result of F-test: Two- Sample for Variance

Vertical Directionn Horizontal Direction

BoxB BoxD BoxB BoxD (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 168.2 142.8 224 146.4

Variance 13.2 5.2 332 126.8

Observations 5 5 5 5

df 4 4 4 4

F 2.5385 2.6183

P (F<=t) one-tail 0.1945 0.1869

F Critical one-tail 6.3882 6.3882

: Level of significance : a = 0.05

68 Appendix J-l.l A t-test analysis

: Two-Sample Assuming Equal Variances

For determining the significance ofthe difference in compression

strength between Box A and Box C in vertical direction.

Student's t-test Analysis Table

Box A BoxC

(Variable 1) (Variable 2)

Mean 139.8 103.6

Variance 22.7 10.8

Observations 5 5

Pooled Variance 16.75

Hypothesized Mean 0

df 8

t 13.9853

P (t<=t) one-tail 3.31E-07

t Critical one-tail 1.8595

: Confidence interval is 95%

The results are statistically significant.

69 Appendix J-1.2: A t-test analysis

: Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in compression

strength between Box A and Box C in horizontal direction

Student's t-test Analysis Table

Box A BoxC

(Variable 1) (Variable 2)

Mean 180 103.2

Variance 32 3.2

Observations 5 5

Pearson Correlation -0.4941

Pooled Variance 3.5

df 4.7921

t 28.9451

P (t<=t) one-tail 4.24E-06

t Critical one-tail 2.1318

Confidence interval is 95%

The results are statistically significant.

70 Appendix J-2: A t-test analysis

: Using t-test: Two-Sample Assuming Equal Variances for both

Vertical and horizontal directions for comparing Box A & Box D

For determining the significance ofthe difference in compression

strength between Box A and Box D. The results show in both vertical and

horizontal directions.

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

Box A BoxD Box A BoxD (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 139.8 142.8 180 146.4

Variance 22.7 5.2 32 126.8

Observations 5 5 5 5

Pooled Variance 13.95 79.4

Hypothesized Mean 0 0

df 8 8

t -1.27 5.9621

P (t<=t) one-tail 0.1199 0.0002

t Critical one-tail 1.8595 1.8595

: Confidence interval is 95%

71 Appendix J-3. 1 : A t-test analysis

: Two-Sample Assuming Equal Variances

For determining the significance ofthe difference in compression

strength between Box B and Box C in vertical corrugation

Student's t-test Analysis Table

BoxB BoxC

(Variable 1) (Variable 2)

Mean 168.2 103.6

Variance 22.713.2 10.8

Observations 5 5

Pooled Variance 12

Hypothesized Mean 0

df 8

t 29.4857

9.48E-10 P (t<=t) one-tail

t Critical one-tail 1.8595

: Confidence interval is 95%

The results are statistically significant.

72 Appendix J-3.2 : A t-test analysis

: Two-Sample Assuming Unequal Variances

For determining the significance ofthe difference in compression

strength between Box B and Box C in horizontal direction

Student's t-test Analysis Table

BoxB BoxC

(Variable 1) (Variable 2)

Mean 224 103.2

Variance 332 3.2

Observations 5 5

Pearson Correlation -0.1841

Pooled Variance 3.5

df 4.0771

t 14.7537

6.14E-05 P (t<=t) one-tail

t Critical one-tail 2.1318

: Confidence interval is 95%

The results are statistically significant.

73 Appendix J-4: A t-test analysis

: Using t-test: Two-Sample Assuming Equal Variances for both

Vertical and horizontal directions for comparing Box B & Box D

For determining the significance ofthe difference in compression

strength between Box B and Box D. The results show in both vertical and

horizontal directions

Student's t-test Analysis Table

Vertical Direction Horizontal Direction

BoxB BoxD BoxB BoxD (Variable 1) (Variable 2) (Variable 1) (Variable 2)

Mean 168.2 142.8 224 146.4

Variance 13.2 5.2 332 126.8

Observations 5 5 5 5

Pooled Variance 9.2 229.4

Hypothesized Mean 0 0

df 8 8

t 13.2407 8.1009

P (t<=t) one-tail 5.05E-07 1.99E-05

t Critical one-tail 1.8595 1.8595

: Confidence interval is 95%

74 SELECTED BIBLIOGRAPHY

Aster, Bart. "Corrugating Process is certain to become faster easier and more

predict." automated, OEMs Paperboard Packaging. August 1993: 24-26.

"NJ Carton Market." , Folding Plant Cornners Litho-laminating Paperboard

Packaging. January 1994: 28-30.

Future." "A Strategic Alliance for the presentation especially prepared for Kodak.

Jamestown/Lithotech.

Backker, Marilyn. The Wiley Encyclopedia ofPackaging Technology USA:

Braun-Brumfield.

Bessen, Howard. A. Design and Production of Corrugated Packaging and

Displays. New York: Jelmar, 1990.

Bristaw, Anthony. J. and Petter Kolseth. Paper Structure and Properties

New York: Marcel Deckker, 1986.

Burerau, William H. What the Printers Should Know about Paper. Pensyvania:

GATF, 1995

value." Clites, Susan. M. "Corrugated Containers take on added Tappi Journal

October 1993: 16-18.

Coddard, Ran Packaging Materials UK: Pira International, 1990.

Success." Curley, Jim. "F-flute International Paper Board Industry October

1993:38,40-41.

75 corrugated" Davey, Keith. "Changing the face of Boxboard Containers

November 1994: 30-33.

Mac." "Dopaco orchestrates F-flute clamshells for Big Packaging Digest

February 1994: 76+.

Dowdy, Shirley, and Stanley Wearden. Statistic for Research New York: John

Wiley & Sons, 1991.

Container." Edwards, John. C. "Mc Donald's Big Mac F-flute corrugated Tappi

Journal September 1994: 32-13 - 32-15.

Eldred, Nelson. R Package Printing New York: Jelmar, 1993.

Norway." "F-flute board from Corrugated Carton Bulletin Vol.4 no. 10 1989: 4-5.

cartons." "F-flute goes for Packaging News June 1994: 45.

"Flute profile-F-flute."Fibre Box Association.

Fibre Box Association Fibre Box Handbook _L:FibreBox Association 1992.

Freund, John E., and Gary A. Simon. Modern Elementary Statistics New Jersey:

Prentice Hall: 1992.

Report." Heslop, Tony and Howard Neft. "Litho Laminating Update Folding

Carton Industry July/August 1994: 42+.

board." "High quality -high strength F-flute Packaging News. May 1991 : 1.

Highton, Peter. Development in Corrugated Technology. UKPira International,

1992.

maker." Howes, Chris "Single-face laminated cartons a new market for carton

Boxboard Containers March 1989: 29-32.

76 board." Huck, Charles. "Corrugating roll: lifeline to running quality Boxboard

Containers. September 1994: 34-37.

"reinforced" business." Huck, Charles. "Plant's folding carton a growing

Boxboard Containers January 1988.

Hyland, Tricia. "Converts Studying F-flute Feasibility in Folding Carton and Fast

Markets." Food Paperboard Packaging July 1993: 41.

"Converters A Closer F-flute." 69 3 , Taking Look At Board Market July

1993: 4.

"F-flute Inches Its into Market." Paperboard , Way Folding Carton Packaging

May 1993: 28-29.

"Preprint Momentum in Corrugated Market." , Gaining Printing

Paperboard Packaging April 1993: 26-27.

Flutes Have Box/Carton Makers for New Markets." , "Specialty Looking

Paperboard Packaging June 1994: 34-36.

2000." "Its promise for AD. Tappi Journal December 1987: 43.

Jonson, Gunilla. Corrugated Board Packaging UKPira International, 1993.

Kline, James. E. Paper and Paperboard Manufacturing and Converting

Fundamental New York: Miller Freeman, 1991.

Future." Kwartler, Eli. "Miniflute: The wave ofThe Board Converter News

27 March 1995: 31-32.

face." "Laminatorjoins quality graphic with single Boxboard Containers July

1989.

77 Maltenfort, Gorge. G. Corrugated Shipping Containers: An Engineering

Approach. New York: Jelmar, 1988

Markstrom, Hakan. Testing Methods and Instruments for Corrugated Board

Stockholm: Lorentzen & Wettre, 1992

McKee, R. C, Gander, J.W. and Wachuta, J.R. "Edgewise Compression Strength

Board." of Corrugated Paperboard Packaging November 1961: 70

Nebeling, R.L. Litho Laminated & F-flute Market Projection 1993-2000 1994.

future?" your Paperbox September 1994 , "Is F flute in World 10,

New Orleans, LA 1994.

F-flute." "Norwich corrugated board launches Board Converter News.

November 15 1993: 1-2.

Performance spec, lighter weights, recycles fiber content are changing what the

be." 21 st. century box will Packaging Strategies November 30, 1993: 4-5.

Packaging." "Redesigned Litho-lamination Ideal For Specialty Paperboard

Packaging February 1994: 40.

Grades." Santelli, Tom. 'End Users Requirements for Board 1994 Papermaker

Conference/Tappi Proceeding. USA:Tappi 1994: 583-587.

Converters." Schultz, Jackie. "A World of Change is ahaed for Carton Paperboard

Packaging August 1995: 19-21.

"Forecast'95." Stanley, Gary. L. Boxboard Containers December 1994: 24-31.

carton." "The corrugated box that print like a Paperboard Packaging February

1986: 24-26.

78 Test." Verseput, H.W. "Precision ofthe Taber Stiffness Tappi Journal June

1969: 1136-1141.

discussed." Vilardi, Ted. and Michael Brunton. "Litho laminator development

Folding Carton Industry July/August 1993: 6-51.

79