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Nutritional ecology of obesity: from humans to companion animals

Published online by Cambridge University Press:  21 November 2014

David Raubenheimer*
Affiliation:
The Charles Perkins Centre and School of Biological Sciences, The University of Sydney, Sydney, NSW, Australia Faculty of Veterinary Science, University of Sydney, Sydney, NSW, Australia
Gabriel E. Machovsky-Capuska
Affiliation:
The Charles Perkins Centre and School of Biological Sciences, The University of Sydney, Sydney, NSW, Australia Faculty of Veterinary Science, University of Sydney, Sydney, NSW, Australia
Alison K. Gosby
Affiliation:
The Charles Perkins Centre and School of Biological Sciences, The University of Sydney, Sydney, NSW, Australia
Stephen Simpson
Affiliation:
The Charles Perkins Centre and School of Biological Sciences, The University of Sydney, Sydney, NSW, Australia
*
* Corresponding author: D. Raubenheimer, email david.raubenheimer@sydney.edu.au
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Abstract

We apply nutritional geometry, a framework for modelling the interactive effects of nutrients on animals, to help understand the role of modern environments in the obesity pandemic. Evidence suggests that humans regulate the intake of protein energy (PE) more strongly than non-protein energy (nPE), and consequently will over- and under-ingest nPE on diets with low or high PE, respectively. This pattern of macronutrient regulation has led to the protein leverage hypothesis, which proposes that the rise in obesity has been caused partly by a shift towards diets with reduced PE:nPE ratios relative to the set point for protein regulation. We discuss potential causes of this mismatch, including environmentally induced reductions in the protein density of the human diet and factors that might increase the regulatory set point for protein and hence exacerbate protein leverage. Economics – the high price of protein compared with fats and carbohydrates – is one factor that might contribute to the reduction of dietary protein concentrations. The possibility that rising atmospheric CO2 levels could also play a role through reducing the PE:nPE ratios in plants and animals in the human food chain is discussed. Factors that reduce protein efficiency, for example by increasing the use of ingested amino acids in energy metabolism (hepatic gluconeogenesis), are highlighted as potential drivers of increased set points for protein regulation. We recommend that a similar approach is taken to understand the rise of obesity in other species, and identify some key gaps in the understanding of nutrient regulation in companion animals.

Information

Type
Full Papers
Copyright
Copyright © The Authors 2014 
Figure 0

Fig. 1 Protein–carbohydrate nutrient space for a hypothetical animal and five foods. The intake target (labelled IT) represents the amounts and balance of the two nutrients that are required by the animal over a specified period. ● in (a) show the amounts of the two nutrients in different food items (FIa, FIb and FIc), and the dashed radials (termed nutritional rails) represent the balance of the nutrients in each food. In (b), where there are no points representing specific food items, the nutritional rails represent the balance of the nutrients in the food type – i.e. without specifying a quantity of the food. The solid arrows (Ti, Tii and Tiii) show the trajectory over which the animal's nutritional state changes as it eats, each being parallel to the nutritional rail for the food being eaten. Food items FIa and FIb contain the same balance of the nutrients as IT – i.e. these foods are nutritionally balanced with respect to protein and carbohydrate. The rail for food c, by contrast, does not pass through IT – i.e. this food in nutritionally imbalanced, and on its own does not allow the animal to reach IT. However, because foods c and d fall on opposite sides of IT, the animal can ‘navigate’ to the target by combining its intake from the two foods – i.e. these foods are nutritionally complementary with respect to nutrients. The sequences of arrows in (b) show two routes, among many possible alternatives, that the animal could take to IT. In (c), the options available to the animal when confined to a single imbalanced food type (food c) are shown. By feeding to intake point Ii, it gains the required amount of carbohydrate but suffers a shortfall of protein (P − ); at point Iii, it satisfies its protein needs but over-ingests carbohydrate (C++), and at point Iiii, it experiences both a moderate shortage of protein and a moderate excess of carbohydrate. The way that the animal resolves this trade-off between over-ingesting some nutrients and under-ingesting others when restricted to nutritionally imbalanced diets is known as a rule of compromise. (d) To measure rules of compromise, an experiment is performed involving several groups of animals each of which is confined to a food that has a different balance of nutrients and is thus represented by a different nutritional rail. Such an experiment will yield an array of intake points the shape of which reveals the rule of compromise. The vertical array indicates the strategy represented by intake point Iii in (c) (i.e. prioritise protein), and the horizontal array represents the strategy at Ii (prioritise carbohydrate). The third array shows an instance where the intake array is asymmetrical – i.e. the response is different for foods containing surplus protein (a negative line) and surplus carbohydrate (an arc). The former, known as the equal distance rule, corresponds with eating to the point on the respective rails where the deficit of one nutrient equals the surplus of the other. The arc, known as the closest distance rule, corresponds with eating to the point on the respective rails that minimises the geometric distance to IT (modified from Simpson & Raubenheimer(18)).

Figure 1

Fig. 2 Schematic illustration of protein intake regulation and its influence over the intake of non-protein energy. Under strict protein prioritisation (i.e. protein intake is maintained constant), a 1·5 % decrease in the proportion of energy from protein (from 14 to 12·5 %) will result in a 14 % increase in the amount of carbohydrate and fat eaten. Conversely, a 1·5 % decrease in dietary protein density will correspond with a 11 % decrease in non-protein energy eaten. Modified from Simpson & Raubenheimer(22). P, protein; C, carbohydrate; F, fat. (A colour version of this figure can be found online at http://www.journals.cambridge.org/bjn).

Figure 2

Fig. 3 (a) Plot of protein (PE) v. non-protein energy (nPE) intakes taken from an analysis of thirty-eight ad libitum studies differing in dietary macronutrient composition, participant age and BMI, study design (menu (), study shop () and diet regimen ()) and study duration(24). The variance along the nPE axis (Y-axis) is much greater than along the PE axis (X-axis) indicating a regulation of protein that is much stronger than the regulation of nPE. This regulation of PE intake drives increased nPE intake when the proportion of protein in the diet is reduced (dashed reference lines represent 10, 15, 25 and 40 % protein diets) to maintain a relatively constant protein (—). (b). Right-angled mixture triangle(48) showing the relationship between macronutrient distribution (% energy) and energy intake (increasing from dark blue to red). Percentage protein and fat increase along the X and Y axes, respectively. Percentage carbohydrate decreases with distance from the origin, with the grey diagonals (carbohydrate isolines) each representing a fixed percentage carbohydrate (the value given in square brackets). For reference, the points plotting the macronutrient composition of the diets with the lowest protein (●), lowest fat (○) and lowest carbohydrate () are shown, together with the respective (%P:F:C) coordinates. The polygon shows the range of macronutrient ratios recommended in the human diet for reducing the risk of chronic disease: protein = 10–35 %, fat = 20–35 % and carbohydrate = 45–65 %(31).

Figure 3

Fig. 4 Estimated macronutrient intakes of Palaeolithic hunter–gatherers compared with the recommended macronutrient distributions Acceptable Macronutrient Distribution Range (AMDR) for modern humans (yellow polygon, as in Fig. 3(b)). The blue, red and green polygons show estimated possible ranges of proportional macronutrient intakes under four different foraging models presented by Kuipers et al.(46), and the broken-lined black polygon shows the estimated range of intakes from the model of Cordain et al.(44). Together, these models encompass a wide range possible ecological and behavioural (e.g. selective v. non-selective feeding) scenarios. The coloured ‘X's show the expected median intakes under the four models of Kuipers et al.(46), and the ■ shows the macronutrient composition for the estimated ‘average Palaeolithic diet’ of Eaton & Konner(120). The pink region shows a range of dietary compositions that are not possible for humans, owing to constraints on the maximum rate at which protein can be physiologically processed(44). Modified from Raubenheimer et al.(121).

Figure 4

Fig. 5 Schematic showing the effect on protein leverage of an increase in the protein coordinate of the intake target, as might come about through decreased protein efficiency. The X-axis represents protein energy (PE) and the Y-axis represents energy from carbohydrates and fat (nPE). The dashed radial shows the macronutrient composition of a food that has a lower PE:nPE ratio than intake target IT1. The arrow labelled PL1 (protein leverage) denotes the extent to which surplus intake of carbohydrate and fat is leveraged by the mismatch between the PE:nPE ratio of the food relative to target IT1. For the same food, protein leverage is greatly exacerbated (PL2) for a small change in the protein coordinate of the intake target (IT1 increases to IT2).

Figure 5

Fig. 6 Relationship between macronutrient composition and the cost ($US) of 106 supermarket foods. Cost increases from dark blue to red. The graph shows that the cost of food increases with food protein density, but is unaffected by fat and carbohydrates. Modified from Brooks et al.(91).

Figure 6

Fig. 7 Timeline of the rise of atmospheric carbon dioxide. Also shown are key reference points discussed in the present study in the timeline of the rise in obesity. Modified from IPCC (Inter-governmental Panel on Climate Change)(95). NHANES, National Health and Nutrition Examination Survey. (A colour version of this figure can be found online at http://www.journals.cambridge.org/bjn).

Figure 7

Fig. 8 Relationship between dietary carbohydrate:protein ratio (expressed in radians) and body composition in locusts. The red lines show the composition of the self-selected diet (intake target) and corresponding body composition. The vertical broken green line shows the dietary composition corresponding to a 54 % increase in the carbohydrate:protein ratio relative to the intake target, with the horizontal broken line showing the expected body composition associated with the increased carbohydrate:protein ratio. Modified from Raubenheimer & Simpson(29). (A colour version of this figure can be found online at http://www.journals.cambridge.org/bjn).