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Australia's nutrition transition 1961–2009: a focus on fats

Published online by Cambridge University Press:  30 June 2015

Shaan S. Naughton
Affiliation:
Centre for Chronic Disease Prevention and Management, College of Health and Biomedicine, Victoria University, PO Box 14428, Melbourne, Victoria 8001, Australia
Michael L. Mathai
Affiliation:
Centre for Chronic Disease Prevention and Management, College of Health and Biomedicine, Victoria University, PO Box 14428, Melbourne, Victoria 8001, Australia Florey Neuroscience Institutes, The University of Melbourne, Melbourne, Australia
Deanne H. Hryciw
Affiliation:
Department of Physiology, The University of Melbourne, Melbourne, Australia
Andrew J. McAinch*
Affiliation:
Centre for Chronic Disease Prevention and Management, College of Health and Biomedicine, Victoria University, PO Box 14428, Melbourne, Victoria 8001, Australia
*
* Corresponding author: A. J. McAinch, fax +61 3 9919 2465, email andrew.mcainch@vu.edu.au
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Abstract

Since the 1960s, Australian diets have changed considerably, influenced by a burgeoning multicultural cuisine, increase in urbanisation and food technology advances. This has been described as a ‘nutrition transition’, resulting in the adoption of a Western diet pattern, with a shift away from unrefined foods towards a diet higher in both plant-derived high PUFA and total fats and refined carbohydrates. Utilising the 1961–2009 annual food supply data from the UN FAO, the present study investigated changes in the intake of macronutrient and specific fatty acid in the Australian population, including that of the PUFA linoleic acid (LA), due to its hypothesised role in inflammation and risk for obesity. Cumulative change over time for the contribution of specific nutrients to total available energy (TAE) was calculated, as was linearity of change. Over the time period analysed, the cumulative change in TAE from carbohydrate was − 9·35 and +16·67 % from lipid. The cumulative change in TAE from LA was +120·48 %. Moreover, the cumulative change in the contribution of LA to total PUFA availability was +7·1 %. Utilising the average g/d per capita of LA from selected dietary sources, the change in the contribution of specific foodstuffs was assessed, with total plant oils having a cumulative change of +627·19 % to LA availability, equating to a cumulative change of +195·61 % in contribution to total LA availability. The results of the present study indicate that LA availability in Australia has increased over the previous five decades as a result of the availability of increased plant oils, as has total fat, possibly contributing to the increasing rates of obesity and obesity-associated co-morbidities.

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Copyright © The Authors 2015 
Figure 0

Fig. 1 Macronutrient contribution to total available energy (TAE). The contribution of carbohydrate (), lipid () and protein () to TAE expressed as average annual percentage for the period 1961–2009 with linear regression showing 95 % CI bands. For carbohydrate: Y= − 0·1941X+433·7, slope = − 0·19 ± 0·01, R2 0·88 (P≤ 0·0001). For lipid: Y= 0·2192X − 397·3, slope = 0·22 ± 0·01, R2 0·91 (P≤ 0·0001). For protein Y= − 0·02517X+63·62, slope = − 0·02 ± 0·002, R2 0·697 (P≤ 0·0001). X = calendar year.

Figure 1

Table 1 Cumulative change of selected macronutrients and fatty acids*

Figure 2

Fig. 2 Specific fatty acid contribution to total available energy (TAE). Contribution of oleic (), palmitic (), linoleic () and other () fatty acids to TAE expressed as average annual percentage for the period 1961–2009 with linear regression showing 95 % CI bands. For oleic acid: Y= 0·1230X − 232·0, slope = 0·12 ± 0·005, R2 0·94 (P≤ 0·0001). For palmitic acid: Y= − 0·02159X+55·46, slope = − 0·02 ± 0·004, R2 0·42 (P≤ 0·0001). For linoleic acid: Y= 0·03503X − 61·51, slope = 0·03 ± 0·003, R2 0·7 (P≤ 0·0001). For other fatty acids: Y= 0·08396X − 161·9, slope = 0·08 ± 0·007, R2 0·76 (P≤ 0·0001). X = calendar year.

Figure 3

Fig. 3 Linoleic acid contribution to total available PUFA. Contribution of linoleic acid to the total available PUFA expressed as an average annual percentage for the period 1961–2009 with linear regression showing 95 % CI bands. Y= 0·05964X − 37·75, slope = 0·003 to 0·12, R2 0·8 (P≤ 0·05). X = calendar year.

Figure 4

Fig. 4 Linoleic acid content in animal products. Linoleic acid availability from major animal source expressed as average annual g/d per capita of linoleic acid for the period 1961–2009. , Eggs; , pork; , poultry; , milk; , lamb; , beef.

Figure 5

Fig. 5 Plant-derived linoleic acid intake. Linoleic acid availability from major plant oil expressed as average annual g/d per capita of linoleic acid for the period 1961–2009. , Olive oil; , cottonseed oil; , rapeseed oil; , soya oil; , safflower oil; , palm oil; , sunflower oil.

Figure 6

Table 2 Cumulative change of selected linoleic acid (LA) sources*

Figure 7

Fig. 6 Combined animal and plant oil contribution to grams of available linoleic acid. Cumulative total of major plant oil (coconut, cottonseed, groundnut, maize, palm, rapeseed, sesame seed, soya, sunflower seed, olive and safflower oils) () and major animal source (milk, poultry, pork, beef, lamb and eggs) () linoleic acid availability expressed as average annual g/d per capita for the period 1961–2009 with linear regression showing 95 % CI bands. For cumulative total of major plant oil: Y= 0·2955X − 576·2, slope = 0·29 ± 0·025, R2 0·75 (P≤ 0·0001). For cumulative total of major animal source: Y= 0·002106X − 1·774, slope = 0·002 ± 0·001, R2 0·05 (P≤ 0·0001). X = calendar year.

Figure 8

Table 3 Cumulative change of linoleic acid from plant oils and major animal product contribution to total linoleic acid availability*

Figure 9

Fig. 7 Combined animal and plant oil contribution to total linoleic acid (LA). Cumulative plant oil (coconut, cottonseed, groundnut, maize, palm, rapeseed, sesame seed, soya, safflower, sunflower seed and olive oils) () and major animal source (milk, poultry, beef, pork, lamb and egg) () contribution to total LA expressed as average annual percentage of total available LA for the period 1961–2009 with linear regression showing 95 % CI bands. For cumulative plant oil: Y= 0·8621X − 1657, slope = 0·86 ± 0·097, R2 0·63 (P≤ 0·0001). For cumulative major animal source: Y= − 0·3373X+684·5, slope = − 0·34 ± 0·03, R2 0·74 (P≤ 0·0001). X = calendar year.