Handling in the distribution chain, from the point of filling the bag to delivery at the end user, subjects the sack to various stresses.The nature of this handling will influence the sack specification required to ensure product protection. It is possible to predict sack performance, and thereby select the optimum construction for any particular requirement.
Drop Tests
Provide a reliable guide for comparing one sack construction with another when reviewing specifications.
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here.
Tensile Energy Absorption (T.E.A.)
This is the measurement of the tensile and stretch properties of paper and, as such, indicates the capacity of the paper to absorb energy before failing. A comparison of total balanced T.E.A. values for various paper grades.
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here.
Paper quality and directional stresses
Machine directional stretch (M.D) runs the length of a multi wall paper sack and is built into the paper during manufacture. A cross-directional stretch (C.D.) runs across the width of a multi-wall paper sack, and is achieved by means of a free shrinkage zone dryer, which is also part of the paper manufacturing process.
Extensible Kraft
Extensible Kraft
has a high machine directional stretch (M.D) of up to 8%. M.D stretch runs the length of a multi-wall paper sack and a cross-directional stretch (C.D) of 6% to 8%.
Semi-Extensible Kraft
Semi-Extensible Kraft has a low M.D. stretch of 1% to 4%. Balanced T.E.A. is a weighted average incorporating both M.D. and C.D. properties and is therefore the single quality measurement best suited to determine paper performance, and hence determine multi-wall sack constructions.The high T.E.A. values of modern extensible kraft grades versus natural kraft enable multi-wall sacks to be produced with fewer plies, which substantially reduces packaging costs.
| A rule of thumb guide for selecting optimum sack construction |
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Determine mass to be packed and sack dimensions. |
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Evaluate handling conditions to which the sack will be subjected. |
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Determine from the graph (above), the total balanced T.E.A. value required for the specific sack mass and handling conditions. |
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Determine the best combination of paper type and number of plies from the table of total balanced T.E.A. values. |
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Drop-testing full sacks according to standard procedures in laboratory conditions, to simulate handling stresses, will provide a reliable guide to anticipate sack performance in the market place. |
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Optimum sack construction is that which provides adequate protection for the contents, and should be verified via field trials prior to finalisation of specifications. |