Development of Polymer Banknotes
Polymer banknotes were developed to increase the security of Australia's paper currency against counterfeiting. In 1967 forgeries of the Australian $10 note were found in circulation and the RBA was concerned about an increase in counterfeiting with the release of colour photocopiers that year. In 1968 the RBA started collaborations with the CSIRO and funds were made available in 1969 for the experimental production of distinctive papers.
The insertion of an optically variable device (OVD) created from diffraction gratings in plastic as a security device inserted in banknotes was proposed in 1972. The first patent arising from the development of polymer banknotes was filed in 1973. In 1974 the technique of lamination was used to combine materials; the all-plastic laminate eventually chosen was a clear, BOPP laminate, in which OVDs could be inserted without needing to punch holes. The BOPP substrate is processed through the following steps:
- Opacifying - two layers of ink (usually white) are applied to each side of the note, except for an area(s) deliberately left clear for creating an OVD;
- Sheeting - the substrate is cut into sheets suitable for the printing press;
- Printing - traditional offset, intaglio and letterpress printing processes are used; and
- Overcoating - notes are coated with a protective varnish.
BOPP is a non-fibrous and non-porous polymer. Compared to paper banknotes, banknotes made using BOPP are more durable, harder to tear, more resistant to folding, more resistant to soil, waterproof (and washing machine proof), easier to machine process, and are shreddable and recyclable at the end of their lives.
Read more about this topic: Polymer Banknote
Famous quotes containing the words development of and/or development:
“I hope I may claim in the present work to have made it probable that the laws of arithmetic are analytic judgments and consequently a priori. Arithmetic thus becomes simply a development of logic, and every proposition of arithmetic a law of logic, albeit a derivative one. To apply arithmetic in the physical sciences is to bring logic to bear on observed facts; calculation becomes deduction.”
—Gottlob Frege (1848–1925)
“On fields all drenched with blood he made his record in war, abstained from lawless violence when left on the plantation, and received his freedom in peace with moderation. But he holds in this Republic the position of an alien race among a people impatient of a rival. And in the eyes of some it seems that no valor redeems him, no social advancement nor individual development wipes off the ban which clings to him.”
—Frances Ellen Watkins Harper (1825–1911)