Benefits From More Accurate Estimation of Saleable Meat Yield
Stephen T Morris
Institute of Veterinary, Animal & Biomedical Sciences
Massey University
INTRODUCTION
There is no doubt that an important determinant of the price per-kilogram
value of a beef carcass to the beef processor is the percentage
yield of saleable meat (SMY%) from that carcass, and because of
this, most systems of beef carcass classification include assessments
of this characteristic (Kempster et al 1982). Usually such assessments
are indirect through the measurement of characteristics, such as
fat depths, that are related to SMY%. The current export classification
system for beef carcasses in New Zealand, for example, requires
that carcasses be allocated to classes specified by fat depth ranges
and by subjective muscling scores (NZMPB 1996), but results are
not reported in terms of SMY%.
The terms "to grade" or "to classify" are largely
synonymous. Systems which have attempted to sort carcasses into
groups which differ in "quality" and give names to groups
which imply differences in quality (first, versus second and third;
choice and prime versus standard, utility and manufacturing) are
regarded as grading systems. In contrast, systems that sort carcasses
on the basis of more objective information (species, carcass weight,
age, sex, fat thickness or some other measurements of fatness, conformation,
post-mortem treatment etc) and where possible use measurements rather
than subjective assessment, and label carcasses with symbols and
names not implicit of quality, are regarded as classification systems.
The New Zealand beef carcass classification system has some elements
of both classification and grading. However, world trends undoubtedly
are moving towards the use of classification systems as it is becoming
increasingly apparent that objective measurements can provide more
useful information for both purchasers and suppliers of beef.
YIELD OF SALEABLE MEAT
The most important saleable component of the carcass is the muscle
(red meat). A proportion of the fat is also considered edible -
this proportion will vary from market to market and from consumer
to consumer within any market. The muscle plus saleable fat comprise
the proportion of the carcass that could be sold for consumption
(the saleable meat). For beef this is the carcass yield. The remaining
fat trim and bone are not saleable as food items and must be considered
by-products. However, for sheepmeat and goatmeat, the bone is often
sold to the consumer in the cut, although even for these meats the
proportion sold boneless is likely to increase with time.
While all grading/classification systems which include fatness
classes as one of the grading criteria have an element of yield
grading in the system - as fat class increases the meat yield decreases
- some systems have as their main objective the prediction of carcass
muscle content or yield of saleable meat. While the New Zealand
beef carcass classification system includes an element of saleable
meat yield prediction these is still a tremendous amount of overlap
between adjacent grades. A similar situation applies to New Zealand
export lamb grading system.
There are likely to be benefits for both beef processors and producers
if the saleable SMY% of carcasses are taken into account when determining
the price paid per kilogram of carcass to the producer. For the
average producer this will not lead to any change in the average
price per kilogram of carcass weight, but the more accurate feedback
of SMY% values for cattle processed should make the identification
of the types of animals and management practices that lead to higher
yielding carcasses more effective in the longer term. For processors
the availability of more accurate SMY% information when establishing
price schedules will permit the setting of large differentials between
high and low carcasses, and over time this should result in an increase
in the average SMY% of the carcasses being processed.
Before investing in improved systems to evaluate and report SMY%,
it is important to determine how large the benefits from this information
are, and how they are affected by various factors such as the accuracy
with which SMY% of the carcass can be estimated, as it is unrealistic
to assume yield can be exactly predicted for all individual carcasses.
SOURCES OF THE BENEFITS
The three main beneficiaries from an improved accuracy of SMY%
estimation are the processor, the producer who is finishing the
cattle, and the bull breeder. Possible benefits for each of these
players in the industry include increased premiums for better yielding
cattle, more accurate feedback on SMY% of animals to the owner,
and management advantages within the processing plant. There appear
to be few short-term "direct" benefits to the processor
for knowing the SMY% of the carcass more accurately. However, longer-term
benefits arise from the fact that carcasses with a high SMY% can
be rewarded more precisely and with higher premiums, so that there
will be a stronger incentive for producers to deliver cattle that
excel in this trait. As a result the average SMY% of carcasses should
improve over time.
FACTORS INFLUENCING THE ACCURACY OF ESTIMATION
The accuracy of estimating SMY% will be largely determined by the
predictor or group of predictors used. Note that the New Zealand
beef carcass classification system contains indirect assessment
of saleable meat yield through the measurement of fat depths and
subjective muscling scores but results are not reported in terms
of SMY%. Other systems use eye muscle area and hot side carcass
weight to give more accurate predictions of SMY% than fat depth
alone. The Japanese grading system estimates SMY% by using a multiple
reggression equation which includes four carcass measurements, namely
rib eye area, rib thickness, cold left side carcass weight, and
subcutaneous fat thickness. A detailed description of the strengths
and weaknesses of alternative predictors of SMY% can be found in
Morgan Jones 1995.
A standard definition for saleable meat is required in order to
effectively evaluate alternative predictors of SMY%, and also as
a common language between processors and producers. The definition
needs to be tight in terms of fat-trim levels and anatomical descriptions
of the cuts, but it need not correspond exactly to normal commercial
practice. In fact it could not always match commercial practice
because cuts are prepared to many different specifications, but
it would be desirable if all specifications used could be calibrated
in terms of the standard. High levels of SMY% estimation accuracy
will not be attainable if the item being estimated is not closely
defined.
PRICE DIFFERENTIALS
To determine how the accuracy of SMY % estimation influenced the
premiums that could be paid for superior carcasses, a population
of 1,000 carcasses all having the same weight (275kg), but with
varying SMY% (average = 66%; SD = 3) was simulated, and then 5 predicted
SMY% values were calculated for each carcass corresponding to those
expected when the linear regression relationship between predicted
and actual SMY% had an RSD (a measure of accuracy) of 2.5, 2, 1.5,
1, and 0.5 (Purchas et al 1997). The characteristics of the actual
SMY% values obtained (ie when RSD = 0), together with the predicted
SMY% values for the 5 levels of accuracy are shown in Table 1, for
one simulated population of 1,000 carcasses.
Table 1. Characteristics of the actual SMY% and the predicted
values of SMY% at five different levels of accuracy (different RSD
values) for a simulated population of one thousand 275kg carcasses
(Purchas et al 1997).
| |
Predicted
SMY% when RSD is: |
Actual
SMY% |
| 2.5 |
2.0 |
1.5 |
1.0 |
0.5 |
| Overall Statistics: |
|
|
|
|
|
|
| Average |
66.05 |
66.14 |
66.09 |
66.16 |
66.19 |
66.18 |
| Standard deviation |
1.69 |
2.31 |
2.64 |
2.86 |
2.97 |
3.03 |
| Minimum |
61.2 |
59.4 |
57.5 |
53.9 |
54.6 |
53.9 |
| Maximum |
71.1 |
73.0 |
73.5 |
75.7 |
75.6 |
75.3 |
| Regression relationship with actual SMY% as Y: |
| Intercept |
0.39 |
1.12 |
0.17 |
-0.51 |
-0.48 |
0.00 |
| Slope |
0.996 |
0.984 |
0.999 |
1.008 |
1.007 |
1.000 |
| R2 |
0.31 |
0.56 |
0.76 |
0.90 |
0.97 |
|
The most important effect of a lower accuracy of SMY% estimation
(ie higher RSD values) is the decreased variation and lower range
of the predicted values. The effect of this is that more carcasses
will be classed as being close to the average and fewer will be
classed as having particularly low or particularly high SMY% values,
thereby reducing the opportunity to reward producers for superior
SMY%. This is demonstrated in Table 2 where the number of carcasses
that fall into various predicted SMY% ranges as shown. Values are
shown for a situation where predicted SMY% is divided up into four
percentage-point ranges so that there are a total of 5 steps and
where the division is into 2 percentage point ranges so that there
are 8 steps. The price values given in the last column of Table
2 were calculated based on the assumptions that there was fixed
killing and processing cost per carcass of $150 and that the price
paid per kilogram of saleable meat was $4.03. (Purchas et al 1997).
These did not vary appreciable with changes in RSD value used except
that the total money paid out for the 1,000 carcasses would have
been the same regardless of the accuracy of the classification system,
but with more accurate estimation of SMY% (ie lower RSD values)
all carcasses would have been paid for at the extremes of the price
range, and the price differential between the top and bottom group
of carcasses with regard to actual SMY% would have been greater.
Larger price differentials give stronger market signals for breeders
and producers.
Table 2. The distribution of carcasses between predicted SMY% classes
when the accuracy of prediction in terms of RSD values ranged from
0 to 2.5 percentage points. Results are shown for when the predicted
SMY% range is divided into 5 steps (4 percentage points per step)
or 8 steps (2 percentage points per step) (Purchas et al 1997).
| Predicted SMY% range |
Number of carcasses per 1000
when RSD is: |
Price |
| 2.5 |
2.0 |
1.5 |
1.0 |
0.5 |
0.0 |
($/kg carcass) |
| Five steps in the range of predicted SMY%: |
| <60- |
0 |
3 |
7 |
18 |
23 |
23 |
1.83 |
| >60 - 64 |
110 |
202 |
223 |
236 |
237 |
233 |
1.98 |
| > 64 - 68 |
765 |
599 |
536 |
492 |
493 |
490 |
2.11 |
| > 68 - 72 |
125 |
191 |
227 |
230 |
220 |
227 |
2.25 |
| > 72 |
0 |
5 |
7 |
24 |
27 |
27 |
2.39 |
| Eight steps in the range of predicted SMY%: |
| <60 |
0 |
3 |
7 |
18 |
23 |
23 |
1.83 |
| >60 - 62 |
10 |
34 |
52 |
54 |
70 |
77 |
1.92 |
| >62 - 64 |
100 |
170 |
169 |
184 |
167 |
156 |
2.00 |
| > 64 - 66 |
372 |
302 |
260 |
243 |
238 |
247 |
2.07 |
| > 66 - 68 |
393 |
297 |
276 |
249 |
255 |
243 |
2.15 |
| > 68 - 70 |
111 |
157 |
167 |
178 |
162 |
160 |
2.23 |
| > 70 - 72 |
14 |
40 |
60 |
52 |
58 |
67 |
2.30 |
| > 72 |
0 |
5 |
7 |
24 |
27 |
27 |
2.39 |
Price per kg of carcass assuming a fixed processing cost of $150/carcass
and returns of $4.03/kg of saleable meat.
Table 3 gives an indication of the size of the price differentials
that could be offered to producers who produce carcasses at either
end of the SMY% range. The average price per kilogram of carcass
has been calculated for the best 5% and poorest 5% of carcasses
sorted according to their predicted SMY%. These results are compared
with price differentials for the top and bottom 10% and the top
and bottom 20%. The calculations were made separately for situations
where carcasses were sorted into five or eight step wise classes
and also where the carcasses were not sorted into groups (ie a "smooth"
system operated). The premium that could be offered for the top
5% relative to the average is one of half the differential between
the top and bottom 5%. The results presented in Table 3 indicate
that a producer consistently finishing cattle in the top 5% should
be receiving an average premium of $68.75 per head (25c/kg) over
the average producers for carcasses of 275kg when the accuracy (RSD
= 0.5) is very high and a smooth payout system is used. For a moderate
level of accuracy (RSD = 2.5) the premium would be about $38/head
(14 cent/kg premium).
Table 3. Changes in the price differential (c/kg) between groups
of carcasses at the top and bottom end of the predicted SMY% range
when RSD values ranged from 0 to 2.5. Differentials are shown for
two systems of stepwise payment and for a smooth system (Purchas
et al 1997).
| |
Price differential (c/kg)
when RSD value is: |
| 2.5 |
2.0
|
1.5
|
1.0
|
0.5
|
0.0 |
| Five classes (steps of 4 percentage points): |
| Top 5% - Bottom 5% |
8.1 (208)a |
10.3 (206) |
20.1 (202) |
33.0 (196) |
40.3 (192) |
41.5 (191) |
| Top 10% - Bottom 10% |
7.3 (208) |
8.5 (207) |
18.1 (203) |
28.5 (197) |
33.5 (195) |
34.2 (195) |
| Top 20% - Bottom 20% |
5.1 (209) |
7.4 (207) |
13.5 (205) |
21.5 (201) |
27.2 (198) |
30.6 (196) |
| Eight classes (steps of 2 percentage points: |
| Top 5% - Bottom 5% |
10.2 (206) |
11.6 (205) |
23.9 (200) |
34.8 (195) |
45.1 (189) |
47.0 (188) |
| Top 10% - Bottom 10% |
8.9 (207) |
9.3 (207) |
20.7 (202) |
30.1 (197) |
37.4 (192) |
42.1 (190) |
| Top 20% - Bottom 20% |
6.5 (208) |
8.0 (207) |
15.5 (204) |
23.1 (200) |
29.6 (196) |
32.5 (195) |
| Smooth System (no steps): |
| Top 5% - Bottom 5% |
28.4 (197) |
37.5 (193) |
42.3 (191) |
48.5 (187) |
50.3 (186) |
50.9 (186) |
| Top 10% - Bottom 10% |
24.0 (200) |
32.3 (195) |
36.5 (193) |
40.5 (191) |
42.4 (190) |
43.1 (190) |
| Top 20% - Bottom 20% |
19.1 (202) |
26.1 (198) |
29.5 (197) |
32.1 (195) |
34.0 (194) |
34.6 (194) |
| aValues in brackets are prices (c/kg of carcass)
for the bottom 5., 10, or 20% |
The above simulation study indicates that as accuracy of estimation
of SMY% increases, the benefit in terms of the size of the premiums
that could be paid for superior carcasses increased, but at a decreasing
rate. In specific terms, the improvement as the residual standard
deviation (a measure of accuracy) decreased from 2.5 to 1 was marked,
but there was little further improvement as it was reduced further
from 1 to 0. Potential premiums for superior carcasses were higher
from smooth payment system than for step wise systems, in other
words the step payment systems effectively lower the accuracy. The
latter system means that all carcasses within a range of SMY% value
receive the same price per kilogram. Generally payment on a step
wise basis had an effect on premiums that were similar to the effect
of using less accurate systems of measurement. The current beef
carcass classification system in New Zealand is based on steps in
fat depth, muscling and carcass weight, however, the results of
the study by (Purchas et al 1997) suggest that significant improvements
could be achieved by moving to some form of smooth payment system.
GENETIC SELECTION FOR SALEABLE MEAT YIELD
One method of improving the SMY% of cattle within a breed is by
genetic selection, whereby animals used for breeding purposes are
those with the highest merit for that trait. Such selection is primarily
carried out within the registered or bull-breeding sector of the
beef cattle industry so that overall genetic change is largely determined
by the direction and rate of change within this sector which includes
about 4% of the national beef breeding cow herd (Charteris and Garrick
1996). Within a small fraction of bull-breeding herds ultrasonic
scanning procedures are used to evaluate potential sires for eye
muscle area at the 12/13th rib (EMA), along with fat depths at this
site and over the rump. The data is then combined with pedigree
records and information from other traits to provide estimates of
the genetic merit of animals in the form of estimated breeding values
(EBV's). Thus, the methods of measurement and of analysing data
are ready available to bull breeders, but currently there is little
in the way of monetary incentive for them to select for SMY% because
producers who are buying the bulls seldom see any clear benefits
from paying more for bulls that excel in this trait. Provided appropriate
recompense were forthcoming, the study of (Purchas et al 1997) indicated
that on the basis of current technology (ultrasonic scanning), within
breed genetic improvement in SMY% is possible and is likely to be
particularly important in the longer term.
CONCLUSIONS
Investment and improvement in the accuracy of prediction of SMY%
will be in the best interests of the entire industry.
Appreciable benefits may be obtained by relatively simple modifications
to the current system, such as the use of a smooth payment system,
and predicting SMY% values of individual carcasses, in terms of
a standard SMY% (for feed back purposes).
The benefits of improved accuracy should pass to all sectors of
the industry, so ways of covering the costs involved in a fair manner
need to be considered.
Improved accuracy of estimating SMY% may lead to public-relations
benefits.
Failure to actively monitor, evaluate, (and where appropriate)
implement new developments in the area of beef carcass evaluation
is likely to have a negative impact on the competitive status of
the New Zealand beef industry.
REFERENCES
Charteris, P.L. and Garrick, D.J. 1996. Characterisation of beef
cattle industry structure. Proceedings of the New Zealand Society
of Animal Production 56:386-389.
Kempster, A.J., Cutherbertson, A. and Harrington, G. 1982. Carcass
evaluation in livestock breeding, production and marketing.Granada,
London.
Morgan Jones, S.D. (ed.) 1995. Quality and grading of carcasses
of meat animals. CRC Press, Boca Raton.
NZMPB. 1996. New Zealand meat: Guide to beef carcass classification.
(Pamphlet). New Zealand Meat Producers Board, Wellington.
Purchas, R.W,. Garrick, D.J., Charteris, P.L., Lopez-Villalobos,
N.J. and Dake, D.K. 1997. Benefits from more accurate estimation
of saleable meat yield for beef carcass classification purposes.
Report for the Beef Carcass Classification Review Group, Massey
University, Palmerston North, New Zealand.
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