Chapter 2 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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South Asian Rice Production, 1988 | |||
Area, 106 ha. |
kg./ha. |
106 tons | |
| Bangladesh | |||
| India | |||
| Nepal | |||
| Pakistan | |||
| Source: FAO Production Yearbook 1988. | |||
|
South Asian Wheat Production, 1988 | |||
Area, 106 ha. |
kg./ha. |
106 tons | |
| Bangladesh | |||
| India | |||
| Nepal | |||
| Pakistan | |||
| Source: FAO Production Yearbook 1988. | |||
|
South Asian Coarse Grain Production, 1988 | |||
Area, 106 ha. |
kg./ha. |
106 tons | |
| Bangladesh | |||
| India | |||
| Nepal | |||
| Pakistan | |||
| Source: FAO Production Yearbook 1988. | |||
Despite the increasing use of farm machines, the single most important energy input for agriculture and related rural activities, food for draft animals, has not yet become a part of national or international energy accounting.
Many studies have shown the great importance of draft animals to agriculture and rural transportation; indeed, this is evident even to a casual observer of rural Asia. Yet, the primary energy needs of draft animals and the constraints that animal energy or peak power availability might pose for agriculture are not yet a systematic part of energy accounting or energy policy making. In fact there are considerable uncertainties as to the numbers of draft animals, the total amount of draft power which they represent, the total amount of energy inputs which are required, and the total energy output which these animals provide to rural agriculture and transportation. As Lawrence and Pearson have observed:
In spite of the obvious economic importance of these [draft] animals they have been the subject of relatively few scientific studies compared with beef or dairy cattle and basic data relating to their work output and food requirements are often inadequate, lacking or inaccurate.2
A number of widely varying estimates of food intake per draft animal can be found in the literature. We have made a survey of the literature to come up with a plausible range to use for the purposes of this study. Such literature as does exist poses considerable problems for its use for deriving overall figures. For instance, one of the principal unknowns is the average weight of draft animals. Another set of unknowns relates to the distribution of weights of animals in various parts of South Asia. But, a considerable portion of the scientific literature on draft animals consists of measurements on a few tropical animals. The relation of the weight and feed requirements of this set of laboratory animals, such as the one at the Center for Tropical Veterinary Medicine in Scotland to the average draft animals is unknown. Thus, while there are many measurements of feed intake under laboratory conditions, their usefulness for deriving national and regional data is limited to providing a check on such field data as there are, and to helping determine the efficiency of draft animal work. (See Chapter 3.)
Makhijani and Poole cite a figure of 25 million Btu or about 26 Gigajoules per animal per year for food intake of draft animals in India.3 Parikh uses a figure of 3.8 million kilocalories or about 16 Gigajoules per year for draft animals in Bangladesh.4 Bangladeshi animals are, on average, probably smaller than those in most other parts of South Asia, however. The lower feed requirements in Bangladesh may also be due to a larger proportion of draft animals being cows, as compared to other South Asian countries.
Baldwin cites a considerably higher requirement of 2.5 to 3 kilograms per day of dry matter per 100 kilograms of live weight. For a 350 kilogram bullock, the lower figure of 2.5 kilograms per day amounts to about 3.1 tons per year. At 13 gigajoules per ton, we get an annual energy requirement of about 40 gigajoules per animal.5 This figure is approximately the same as that given by Thomas and Pearson for Brahman oxen.6 A.R. Rao has published a detailed analysis of the bioenergetics of bullocks used for draft power in Haryana, India. His estimate of the energy inputs to a bullock working an average number of days for a farm which uses only animal draft power (176 days) is about 30 gigajoules per year.7
Table 4 (below) shows estimates of the contributions of various sources of energy in South Asian countries. There is considerable uncertainty about energy intake per draft animal. We have used a range of 20 to 40 gigajoules per animal per year for feed requirements. Only direct food intake of draft animals is included in Table 4.
Table 4 shows that, even when all urban use of modern energy forms and cooking and heating applications of traditional energy are included, primary energy for draft animals is among the most important uses of energy.8 It constitutes at least 15% of all energy use if we take the lower estimates of intake per animal. If we use the higher figure of 40 gigajoules per animal per year, draft animals account for up to 35% of energy requirements.
Draft animals play an even larger role if we consider rural energy requirements. Table 5 (below) shows estimates of rural energy use in South Asia. The primary energy intake of draft animals is in the range of 25% to 60% of total rural energy use.
We must remember that Tables 4 and 5 show only the direct annual intake of draft animals which actually work on the fields. It does not include the intake of young animals and cows which must be maintained in order for a system of draft animals to exists. However, both draft animals and the other animals needed for the system provide other benefits, such as dung for manure or fuel, leather, and milk. A detailed discussion is given in Chapter 3.
Energy Use Per Person in South Asia, Gigajoules per year, 19851 | ||||
| Country | Modern | Traditional2 | Draft animals3 | Total (rounded) |
| Bangladesh | ||||
| India | ||||
| Nepal | ||||
| Pakistan | ||||
|
Notes for Table 4: 1. Sources for the data on modern and traditional fuels. Modern fuels: World Resources 1988-89. For traditional Fuels: Bangladesh, Parikh, Table 11.5; India, Makhijani and Poole, page 23; for Nepal, Soussan, p. 51; for Pakistan, we have assumed that traditional fuel use per person is the same as that for India. 2. We use a range of 20 to 40 Gigajoules of primary energy per year per standardized draft animal. We equate cattle and buffaloes, though buffaloes probably provide more draft power and consume more food. Parikh uses an equivalent of 2 bullocks = 1 buffalo (Parikh; p. 345-6.) The rough and very approximate nature of the data and the lack of information on what proportion of buffaloes are actually used in agriculture means that only order of magnitude idea can be had from these figures in any case. For further discussion on draft animal energy requirements, see the text of this study. 3. Animal population data are taken from the FAO's Production Yearbook. This does not separate draft animals from other animals. Parikh cites a range of 30% to 50% for the proportion of cattle which are draft animals as the range that prevails in Asia (Parikh; p. 333). In surveys of several villages in Karnataka, N. Somasekhara reports ratios of 34% to 45% for the proportion of cattle which are draft animals (Somasekhara; page 29). Singh et al. cite a figure of only 63 million draft animals but give no source (Singh et al. Table 13). We assume that one-third of the cattle are draft animals. 4. 1987 figures for cattle and buffaloes from Table 88, FAO 1988 Production Yearbook. Population figures extrapolated to 1987 from World Resources 1988-89. The data are as follows:
Bangladesh: cattle 22.6x106; buffaloes 1.9x106; total 24.5x106. Population = 105x106.
| ||||
Energy Use Per Person in Rural South Asia, Gigajoules per year, 19851 | ||||
| Country | Modern | Traditional | Draft animals | Total (rounded) |
| Bangladesh | ||||
| India | ||||
| Nepal | ||||
| Pakistan | ||||
|
Notes for Table 5: 1. All figures, except the totals are rounded to one significant figure. Totals are rounded to the nearest gigajoule. 2. We assume that 10% of the modern energy is consumed in rural areas where about 70% of the total population lives. We assume that 80% of the traditional energy and all the draft animal energy is used in rural areas. The overall uncertainty in the data on draft animals is such that using more refined assumptions about these parameters will not significantly improve the accuracy of the estimates in this table. 3. We have not included energy intake of animals needed for the draft animal system which do not take direct part in field work. See Chapter 3. | ||||
Another revealing way of examining the importance of draft animals is to compare the energy intake of draft animals with the total use of modern energy in agriculture.
Consider the data for India as an example. The total use of modern energy in India in 1986 was 6160 petajoules.9 Makhijani and Poole estimated that about 10% of modern energy use in India in the early 1970s was in rural areas, most of it for agriculture.10 Goldemberg, Johansson, Reddy and Williams estimate that about 9.1% of modern energy in India was used in agriculture.11,12 Using the latter estimate of 9.1% for modern energy use in agriculture in India, we get a figure of about 560 petajoules, compared to about 1,800 to 3,600 petajoules for draft animals. Thus, draft animals consumed roughly three to six times as much primary energy as all commercial energy in agriculture in India.13 We shall see in Chapter 3 that when the feed requirements of the non-working young and the cows needed for reproduction are taken into account, inputs to the system of draft animals in India are five to eight times greater than modern energy inputs.
It is clear from the data that we have cited and analyzed that the energy intake of draft animals is of fundamental importance to rural life in South Asia (and a number of other parts of the Third World) and to agricultural production.
As is well known, actual energy intakes are not the only consideration. There are other very crucial aspects to the understanding of the role of draft animals, the needs for mechanical power, and the implications for agricultural and energy policy. They are:
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