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possible, dosing should be based on the known weight of the animal. (J375.1.w1)
However, it is not always possible to weigh an elephant: either scales of
sufficient size and sturdiness are not available, or it is not possible to
get the elephant onto such scales. It is therefore necessary to estimate
the elephant's weight.
Taking linear measurements of elephants for weight estimation:
- Body length:
- Note: "body length" is defined differently in
different texts. Mammalogists generally refer to the "head
and body length" of an animal, from the nose tip to the base
of the tail; those lengths are given in the species pages. This is
NOT the same as the various "body length" measurements
used for weight estimation.
- This is taken from the base of the forehead to the base of the
tail. (J287.13.w1)
- Taken from the point of the shoulder to the point of the
buttocks. (J12.59.w1)
- Body length was measured from the base of the skull to the base of the tail.
(J287.13.w1)
- From the point of the shoulder to the tuber iscii in cm.
(J2.28.w4)
- Measure the total length excluding the trunk from the
midpoint of a line drawn between the inner corners of the eyes,
along the spinal ridge (with the tape flat along the skin) to the
tip of the tail (end of the last tail vertebra, with the tail held
out from the body). Measure the tail length from the
highest point of the anal folds on either side of the tail to the
end of the last tail vertebra, with the tail held out from the
body. The head and body length is then calculated as total
length minus tail length. (P502.1.w12)
- Shoulder height:
- Have the elephant stand on flat ground, preferably level cement,
otherwise compacted soil or clay. (P502.1.w12)
- Place a straight pole with an attached sliding perpendicular arm
next to the elephant and bring the arm to rest against the highest
point of the shoulder. Note the height of the pole at this point
(the pole may have measurements inscribed on it, or may be
measured using a tape measure). (P502.1.w12)
or
- Sight across the elephant's shoulder to a calibrated vertical
post. For accuracy, a leveling beam is laid horizontally (as
indicated by a spirit level i.e. a carpenter's level) across the
shoulders. Alternatively, the beam is laid across the shoulders to
a vertical calibrated post on either side, the value on each side
is noted and the average is taken as the height (add the two
measured values and divide by two). (P502.1.w12)
or
- Balance a beam across the elephant's shoulders, using a spirit
level (carpenter's level) to ensure it is horizontal. Suspend a
cloth tape measure from this and read the distance to the ground,
taking care that the beam is truly horizontal when the tape is
read. (P502.1.w12)
- Note: A simply-constructed apparatus for measuring elephants consists
of a long vertical pole, with a sliding upper section, attached at
the top to a perpendicular cross arm can be used, with a measuring
tape attached along the upper section of the vertical pole and a
plumb bob attached, via a short hanger, to the lower part of the
vertical pole; this is used to ensure that the pole is properly
vertical when the height measurement is read. (B10.49.w21)
- Note: elephants unfamiliar with this apparatus will tend to
crouch down slightly as they feel the cross arm on their
shoulders, giving a height reading lower than the true value.
(B10.49.w21)
- Shoulder height may be estimated by measuring the circumference of a foot while it is weight bearing, and multiplying by two
(J287.13.w1).
- Another study found that this
was approximately correct if a front foot was measured, but underestimated the height by 1.4 - 5.8%
(B23. 77.w12 )
- Chest girth:
- Wrap a measuring tape around the elephant immediately behind the
front legs. Make sure the tape is totally flat, not twisted, and
that it is pulled snugly around the elephant. Read the girth midway
between the maximum and minimum readings obtained as the elephant
breathes. (P502.1.w12)
- Neck girth:
- Measure with a tape around the middle of the neck, pulling the
tape taut to take up slack skin hanging from the neck. (P502.1.w12)
- Forefoot circumference:
- Measure with a tape measure, round the forefoot at the widest
point, starting on the lateral side of the foot. Note: This
can be difficult to measure accurately, particularly in nervous
animals. Measure the right fore, unless there is e.g. a toenail
deformity. The same forefoot should be measured for circumference,
width and length. (P502.1.w12)
- Forefoot width:
- The maximum width should be measured using calipers. The same
forefoot should be measured for circumference, width and length. (P502.1.w12)
- Forefoot length:
- The maximum length should be measured using calipers. The same
forefoot should be measured for circumference, width and length. (P502.1.w12)
Estimating body weight from linear measurements
- There are a number of weight-estimating formulae which have been
developed for elephants. However, their usefulness is reduced by
variations in the conformation of elephants. (B10.49.w21)
- Based on 20 elephants of various ages:
- W (weight in kg) = 8.2g + 18.4ng - 3927 ( where g = chest girth
in cm, taken just behind the elbows, and ng = neck girth, measured
by tightly encircling the elephant's neck with the tape. (J12.59.w1)
- W (weight in kg) = 12.8 (g + ng) - 4281. (J12.59.w1)
- W = 10-4 x 2.4313 l.2g2.6. (J12.59.w1)
- Two formulae provided for elephants in India: (J359.7.w3)
- Weight in kg, W = 12.8 (g+ng) - 4281 (g = girth - chest
circumference just behind the forelimb, in cm); ng = neck girth in
cm). (J359.7.w3)
- Weigh in pounds (lb) W = I x g2/300 x 1.25 (I = length from the
anterior tip of the shoulder to point of hip in inches; g
= girth in inches). (J359.7.w3)
- A formula for weight estimation in Indian elephants was determined as W (weight in kg) = -1010 + 0.036 x body length (in cm) x girth (in cm), where body length was measured from the base of the skull to the base of the tail and girth was measured behind the shoulder. This was calculated by measuring elephants of both sexes from several organisations in India.
(J287.13.w1)
- This formula was found in another study to underestimate weights by 32.2 - 38.6%.
(B23.77.w12)
- A formula for weight estimation in domesticated Asian elephants in Sri Lanka was: y =
-22.39 + 18.9x, where "y" was the shoulder height in cm and "x" the body weight in
kilograms. (J350.16.w1)
- This formula was found in another study to underestimate the weight of elephants by 9.0 - 27 %.
(B23.77.w12)
- Another formula for body weight estimation in domesticated Asian elephants in Sri Lanka
was calculated using the chest girth: chest girth = -60.6 + 28.9x (where x is the cube root of body weight in kg).
(J350.16.w1)
- This formula was found in another study to overestimate bodyweight by 21.2 - 52.8%.
(B23.77.w12)
- Note: American circus elephants are heavier than are Sri Lankan working
elephants. (J350.16.w1, reported in (B23.77.w12))
- A study based on body measurements of 75 Asian elephants in North America
(eight bulls and 67 cows, one to 57 years old, from nine herds in zoos
and circuses) produced a set of regression equations to predict weight in elephants of different age classes based on girth
measurements; slightly better results were obtained for most age
classes by using other measurements as well. The formulae were as follows:
(J2.28.w4)
- Elephants of all ages 1 to 57 years: 18.0 × (heart girth in cm) -
3,336 = body weight in kg (R² = 0.90)
- or 11.5 × (heart girth in cm) + 7.55 × (body length
from the point of the shoulder to the tuber iscii in cm) +
12.5 × (pad circumference of a weight-bearing forefoot in cm)
- 4,061 = body weight in kg (R² =94)
- Elephants 1 to 13 years: 17.9 × (heart girth in cm) - 3,408
= body weight in kg (R² = 94).
- or 12.4 × (heart girth in cm) + 9.33 × (body length
from the point of the shoulder to the tuber iscii in cm) -
3,351 = body weight in kg (R² =0.96)
- Elephants 18-28 years: 15.5 × (heart girth in cm) - 2,481 = body weight in
kg (R² = 0.78).
- or 11.4 × (heart girth in cm) + 6.89 × (body length
from the point of the shoulder to the tuber iscii in cm) +
22.8 × (pad circumference of a weight-bearing forefoot in cm)
- 5,250 = body weight in kg (R² =0.90)
- Elephants 29-39 years: 19.4 × (heart girth in cm) - 3,786 = body weight in
kg (R² = 0.78).
- or 14.2 × (heart girth in cm) + 13.2 × (body length
from the point of the shoulder to the tuber iscii in cm) -
4,662 = body weight in kg (R² =0.86)
- Elephants 40-57 years: 20.8 × (heart girth in cm) - 4,249 = body weight in
kg (R² = 0.90).
Note: with each of these formulae, the average predicted
weight closely matched the average actual weight and the average error was relatively small,
however there was a considerable error range, particularly for individuals in
the 1-13 year age range (-79% to + 19%) and also in the 18 - 28 year
group (-30% to +13%) .
(J2.28.w4)
- The "all ages formula" was found in another study to overestimate weight by 16.5 - 41.7% while the equation
based on heart girth alone for the "18 to 28 years" group produced overestimates of 9.2 - 35.4%.
(B23.77.w12)
- Weight curves can be calculated for a population of elephants then
used to estimate weights based on a linear measurement such as
shoulder height. (J2.31.w3)
- A study on the pharmacokinetics of oxytetracycline in Loxodonta africana
- African Elephant calves of about 600 - 980 kg
(estimated body weight) measured the actual shoulder heights of
the calves and estimated their body weight from a semilog plot of
mass in kilograms against shoulder height in centimetres, drawn
previously from other calves. This study found that doses of 8.0
mg/kg or 18.0 mg/kg of a long-acting oxytetracycline preparation (Tetravet
20% LA, Kruger-Med Pharmaceutical Ltd., Park Central 2001, South
Africa) gave effective serum concentrations (>0.5 µg/mL) for
at least 48 hours. (J2.31.w3)
The following data has been suggested for African elephant calves:
(D301.App8.w1)
| Shoulder Height (m) |
Body Mass (kg) |
Shoulder Height (m) |
Body Mass (kg) |
| 1.05 - 1.10 |
245 |
1.56 - 1.60 |
745 |
| 1.11 - 1.15 |
275 |
1.61 - 1.65 |
810 |
| 1.16-1.20 |
310 |
1.66 - 1.70 |
880 |
| 1.21 - 1.25 |
355 |
1.71 - 1.75 |
950 |
| 1.26 - 1.30 |
400 |
1.76 1.80 |
990 |
| 1.31 - 1.35 |
440 |
1.81 - 1.85 |
1,050 |
| 1.36 - 1.40 |
490 |
1.86 - 1.90 |
1,140 |
| 1.41 - 1.45 |
550 |
1.91 - 2.00 |
>1,200 |
| 1.46 - 1.50 |
610 |
|
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The following is suggested for estimating age and mass from height for
free-living elephants in South Africa: (D301.App10.w1)
|
Age (years) |
Height (m) |
Mass (kg) |
| 0 |
0.85 |
120 |
| 1 |
1.15 |
300 |
| 3 |
1.30 |
400 |
| 6 |
1.50 |
600 |
| 10 |
1.90 |
1,200 |
| 15 |
2.20 |
1,600 |
| 40 |
2.60 |
2,400 |
Dosage calculations directly from linear measurements:
- Rather than converting linear measurements to weights for dosage
calculations, dosages may be given on the basis of length measurements
directly. The following is suggested: body length (from base of
skull to tail head) plus girth (around the elephant just behind the
front legs, or in a recumbent elephant, twice the distance from the
sternum to the dorsal midline immediately behind the front legs).
(J2.27.w2)
- A study on free-ranging adult male Loxodonta africana
- African Elephant concluded that therapeutic
oxytetracycline concentrations could be maintained for 48 hours
following a single administration of at least 58 mg/cm (sum of
body length plus girth) of a long-acting oxytetracycline
preparation (Tetravet 20% LA, Kruger-Med Pharmaceutical Ltd., Park
Central 2001, South Africa) and recommended a dose of 60 - 80
mg/cm. (J2.27.w2)
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