Estimating Supplemental Concentrate Needs

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Use this Supplemental Concentrate Needs Calculator to calculate the amount of a given supplement to meet requirements of metabolizable energy (ME) and metabolizable protein (MP) for different types of goats consuming various basal dietary forages. Enter the data into the table and then click the Calculate Supplemental Concentrate Needs button. The results will be displayed in the table at the bottom of the page.

Goats are raised in many different types of production systems; but, feeding components can be grossly categorized into two types: 1) basal forage plus supplemental concentrate (BFSC) and 2) totally mixed diet or ration (TMR). Most meat, cashmere, and Angora production systems entail the first type of feeding system, with greatest prevalence of TMR for dairy production systems.

With BFSC, concentrate is supplemented to provide needed energy and protein not supplied by basal forage alone. Therefore, to determine the composition and feeding level of supplemental concentrate, it is necessary to know energy and protein characteristics of forage, as an estimate of forage intake is needed also.

Feed tags for supplements typically list the CP concentration. Likewise, the CP concentration in basal forage can be determined by a commercial laboratory, or perhaps this can be estimated based on past levels in similar forage. For simplicity, the CP concentration in forage along with an assumed factor for converting CP to metabolizable protein (MP; MP concentrate (%) = 64.0 + (0.16 × rumen undegraded protein concentration, % of total CP) will be used.

A number of measurements are necessary to most accurately determine the rumen undegraded protein concentration (UIP) in forages and supplemental concentrates. However, as noted for calculation of MP requirements, knowledge of the general type of feedstuff can allow an adequate estimate of the UIP concentration for most practical purposes. For example, many fresh forage diets would probably have a UIP concentration of 20% (on a total CP basis), which means that 80% of the CP is degraded in the rumen. Dried forages would have a slightly higher UIP level (e.g., 30% for grasses). In general, as the dietary level of concentrate increases, the UIP level increases. Since not a large number of feedstuff UIP concentrations have been determined with goats, below is a table with UIP levels for cattle (Preston, 2000) that can be used until more values determined with goats become available. Typically, feed tags list the major ingredients, which then can be used along with the table below, to derive a reasonable estimate of the UIP concentration. However, default UIP values of 20% for the basal forage and 40% for the supplemental concentrate have been used in the input box below.

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Feedstuff Total CP, % DM UIP, % of total CP TDN, % DM
Alfalfa cubes 18 30 57
Alfalfa, dehydrated,17% CP 19 60 61
Alfalfa, fresh 18 18 61
Alfalfa hay, early bloom 19 16 59
Alfalfa hay, midbloom 17 18 58
Alfalfa hay, full bloom 16 20 54
Alfalfa hay, mature 13 30 50
Alfalfa silage 18 16 55
Alfalfa silage, wilted 22 22 58
Alfalfa leaf meal 28 15 69
Alfalfa stems 11 44 47
Ammonium chloride 163 0 57
Ammonium sulfate 132 0 0
Bahiagrass hay 8 37 51
Bakery product, dried 12 30 90
Barley silage 12 20 59
Barley silage, mature 12 25 58
Barley straw 4 70 43
Barley grain 12 28 84
Barley grain, steam rolled 12 40 84
Beet pulp, wet 9 35 76
Beet pulp, dried 7 44 75
Beet pulp, wet, with molasses 10 25 77
Beet pulp, dried, with molasses 10 34 76
Bermudagrass, Coastal, dehydrated 16 40 62
Bermudagrass hay, Coastal 10 20 56
Bermudagrass hay 10 18 53
Bermudagrass silage 10 15 50
Birdsfoot trefoil, fresh 21 20 66
Birdsfoot trefoil hay 16 22 57
Blood meal 92 80 66
Bluegrass, Kentucky, fresh, early bloom 15 20 69
Brewers grains, wet 28 52 85
Brewers grains, dried 28 58 84
Bromegrass, fresh, immature 15 22 64
Bromegrass hay 10 30 55
Bromegrass haylage 11 26 57
Canarygrass hay 9 26 53
Canola meal, solvent 40 30 71
Citrus pulp, dried 7 38 79
Clover, ladino, fresh 25 20 69
Clover hay, ladino 21 25 61
Clover, red, fresh 18 21 64
Clover hay, red 15 26 55
Clover hay, sweet 16 30 53
Corn, whole plant, pelleted 9 45 63
Corn fodder 9 45 67
Corn stover, mature (stalks) 5 30 59
Corn silage, milk stage 8 18 65
Corn silage, mature, well eared 8 26 72
Corn grain, whole 9 58 87
Corn grain, rolled 9 52 87
Corn grain, flaked 9 57 93
Corn grain, high moisture 10 38 93
Corn and cob meal 9 52 82
Corn cobs 3 50 48
Corn screenings 10 52 91
Corn gluten feed 23 25 81
Corn gluten meal, 41% CP 46 60 85
Corn gluten meal, 60% CP 67 62 89
Cottonoseed, whole 22 38 95
Cottonseed, whole, delinted 23 39 95
Cottonseed hulls 4 45 45
Cottonseed meal, mechanical, 41% CP 45 51 80
Cottonseed meal, solvent, 41% CP 48 40 77
Diammonium phosphate 115 0 0
Distillers grain, wet 28 55 90
Distillers grain, barley 30 56 77
Distillers grain, corn, dry 28 62 90
Distillers grain, corn, wet 29 55 90
Distillers grain, corn with solubles 29 53 90
Distillers corn stillage 22 55 92
Distillers grain, sorghum, dry 32 62 85
Distillers grain, sorghum, wet 32 55 85
Distillers grain, sorghum with solubles 31 53 85
Distillers dried solubles 29 0 88
Fat, animal, poultry, vegetable 0 0 205
Feather meal, hydrolyzed 86 75 69
Fescue, Kentucky 31, fresh 15 20 64
Fescue hay, Kentucky 31, early bloom 18 22 65
Fescue hay, Kentucky 31, mature 11 30 52
Fish meal 66 60 74
Grass hay 10 30 58
Grass silage 11 24 61
Hominy feed 11 48 89
Lespedeza, fresh, early bloom 16 50 60
Lespedeza hay 14 60 54
Linseed meal, solvent 39 38 76
Meadow hay 7 23 50
Meat and bone meal, porcine/poultry 56 24 72
Molasses, beet 9 0 75
Molasses, cane 5 0 75
Molasses, cane, dried 10 0 74
Molasses, citrus 10 0 77
Molasses, wood, hemicellulose 1 0 76
Monoammonium phosphate 70 0 0
Oat hay 10 25 54
Oat silage 12 21 60
Oat straw 4 40 48
Oat grain 13 19 76
Oat groats 18 15 91
Oat middlings 17 20 90
Oat hulls 4 25 40
Orchardgrass, fresh, early bloom 14 23 65
Orchardgrass hay 10 27 59
Peas, cull 25 22 86
Peanut meal, solvent 50 28 77
Potatoes, cull 10 0 80
Potato waste, wet 7 0 82
Potato waste, dry 8 0 85
Potato waste, wet with lime 5 0 80
Potato waste, filter cake 5 0 77
Poultry byproduct meal 62 49 79
Poultry litter, dried 25 0 64
Poultry manure, dried 28 22 38
Prairie hay 7 37 50
Rice grain 8 30 79
Rice bran 14 30 68
Rice hulls 3 45 13
Rye grass hay 10 40 58
Rye grass silage 14 25 59
Rye grain 12 21 82
Sanfoin hay 14 60 61
Sorghum silage 9 30 59
Sorghum grain (milo), ground 11 57 82
Sorghum grain (milo), flaked 11 62 91
Soybeans, whole 40 28 93
Soybeans, whole, extruded 40 35 93
Soybeans, whole, roasted 40 48 93
Soybean hulls 12 28 77
Soybean meal, solvent, 44% CP 49 32 84
Soybean meal, solvent, 49% CP 54 32 87
Spelt grain 13 27 75
Sudangrass hay 9 30 57
Sudangrass silage 10 28 58
Sunflower seed, meal, solvent 38 27 65
Sunflower seed, meal with hulls 31 35 57
Sunflower seed hulls 4 65 40
Timothy, fresh, pre-bloom 11 20 64
Timothy hay, early bloom 11 22 59
Timothy hay, full bloom 8 30 57
Timothy silage 10 25 59
Triticale grain 14 25 85
Turnip roots 12 0 86
Urea, 46% N 288 0 0
Vetch hay 18 14 58
Wheat, fresh, pasture 20 16 71
Wheat hay 9 25 57
Wheat silage 12 21 59
Wheat straw 3 60 42
Wheat straw, ammoniated 9 25 50
Wheat grain 14 23 88
Wheat grain, hard 14 28 88
Wheat grain, soft 12 23 88
Wheat grain, flaked 14 29 89
Wheat grain, sprouted 12 18 88
Wheat bran 17 27 70
Wheat middlings 19 22 82
Wheat mill run 17 28 75
Wheat shorts 20 25 80
Wheatgrass, crested, fresh, early bloom 11 25 60
Wheatgrass, crested, fresh, full bloom 10 33 55
Wheat grass, crested, hay 10 33 54
Whey, dried 14 15 82

To estimate the need for supplemental concentrate, an estimate of forage intake is needed. The feed intake calculators can be used for this, unless there is already knowledge of how much of a particular type of forage is consumed by class of goat of interest. The next factor to be considered is potential associative effects. An associative effect can be defined as a response, such as in total feed intake, digestibility, performance, etc., when mixtures of feedstuffs are consumed that are not as would be expected based on consumption of the feedstuffs alone. Associative effects can be positive or negative. That is, in some instances feed intake, for example, might be greater or less than expected. An example of a positive associative effect is when a very low protein forage (e.g., 4 or 5% CP in weathered and(or) mature prairie hay) is fed and a high-protein supplemental concentrate (e.g., soybean meal) is given, resulting in an increase in forage intake. An example of a negative associative effect is when a moderate to low digestibility forage (e.g., TDN concentration of 40-50% is supplemented with a moderate to high level (e.g., 0.75-2.0% BW) of concentrate high in cereal grains like corn. In this case, the supplemental concentrate elicits a decrease in forage intake, or there is ‘substitution' of concentrate for forage.

There has not been a great deal of research on associative effects with goats compared with cattle or sheep. Thus, it is not possible to use a well accepted method of addressing the issue. Nonetheless, because associative effects are known to occur in goats, equations to predict associative effects between basal forages and supplemental feedstuffs for goats were developed based on survey of goat nutrition studies to improve diet formulation with the Langston University Interactive Nutrient Calculation system.

A literature survey of goat nutrition studies with ad libitum forage intake with or without supplementation was conducted, resulting in a database with 135 treatment mean observations, representing measures from 503 animals and derived from 26 publications. The database was divided into three datasets based on forage CP concentration (Low: < 6%, Moderate: 6 – 10%, and High: > 10%). The datasets were used to develop equations addressing positive and negative associative effects. Change in forage ME intake relative to metabolic BW (MEIMBWFOR; kJ/kg BW0.75) due to supplementation was predicted based on potential variables of supplement ME intake also scaled to metabolic BW (MEIMBWSUP; kJ/kg BW0.75), forage OM digestibility (OMDIGFOR; %), CP concentration (PTCPFOR; %), and NDF concentration (PTNDFFOR; % DM), supplement CP concentration (PTCPSUP; %) and ME concentration (MECSUP; MJ/kg), and quadratic functions of these variables (MEIMBWSUP2, OMDIGFOR2, PTCPFOR2, PTNDFFOR2, PTCPSUP2, and MECSUP2). Model development for each dataset was conducted by two analytical methods, stepwise regression and the Least Absolute Shrinkage Selection Operator (LASSO). Equations employing both methods were developed, with stepwise regression accounting for greatest variation:

Low:
MEIMBWFOR = -1859 + (1.13 * MEIMBWSUP) - (0.00284 * MEIMBWSUP2) + (63.8 * OMDIGFOR) - (0.433 * OMDIGFOR2) - (1.62 * MECSUP2) + (10.0 * PTCPSUP) - (0.0282 * PTCPSUP2)

Moderate:
MEIMBWFOR = 1732 - (0.579 * MEIMBWSUP) + (40.9 * PTCPFOR) - (62.4 * OMDIGFOR) + (0.601 * OMDIGFOR2)

High:
MEIMBWFOR = 563 - (0.00191 * MEIMBWSUP2)

Similar variables were selected with both analytical methods for each dataset, but variables selected differed among datasets. Although goodness of fit measures were relatively high for each dataset, they ranked Low > Moderate > High, suggesting greatest robustness for Low and complexity in influencing factors for High. In conclusion, equations to predict associative effects between basal forages and supplements consumed by goats developed for basal forage with low, moderate, and high CP concentrations should be useful in diet formulation.

In most practical supplementation settings, associative effects will be minor and not worth considering. However, they will be considered here when sgnificant, perhaps resulting in change in projected forage intake and need for supplemental concentrate.

In some settings MP or CP will be relatively more limiting than energy. However, goats appear relatively more efficient in recycling nitrogen than cattle or sheep, which suggests that the likelihood of MP being more limiting than ME is at least slightly less for goats. Also, it is important to note that with low-quality forage, both ME and ME may be limiting, and frequently supplemental concentrate given to correct a ME deficiency will be more than adequate to also correct for a MP shortfall. Nonetheless, this should be tested, with use of whichever estimate of supplemental concentrate used (i.e., based on ME vs MP) that is greater. The corresponding estimate of forage intake is employed as well.

If the combination of the particular animal forage, and supplemental concentrate conditions results in an unrealistically high proportion of concentrate in the diet, then a change in one of these three factors is warranted. For example, perhaps the forage is simply too low in quality whatever the supplemental concentrate for relatively high animal requirements for ME and(or) MP. Or, a supplemental concentrate with a much higher level of ME and(or) MP could be warranted.

In this regard, this calculator also displays the concentrations of MP and CP in the supplement necessary to exactly meet the need when the amount of supplement is being based on ME. Likewise, the optimal ME concentration in the supplement is listed when the supplement amount was determined by the MP requirement. If no value is listed in a box then supplemental concentration was based on this factor (ME or MP) or, forage alone without supplemental concentrate satisfied the requirement.

In addition to calculation of MP intake, the requirement for and intake of rumen degraded intake protein (DIP) are estimated. In most instances, however, because MP intake is determined as the sum of microbial protein and feed protein passing from the rumen intact, when MP intake is adequate so too will intake of DIP be.

To estimate the dietary ME concentration of the basal forage as well as supplemental concentrate, often feed tags list the Total Digestible Nutrient (TDN) concentration. Likewise, most commercial feed laboratories estimate the TDN concentration based on analyses, such as for crude protein (CP) and various fiber fractions.

As an example of this calculator, the following conditions can be used.

Parameter Value
Age Mature
BW (kg) 50
ADG (g/d) 0
Me: Biotype Indigenous
Gender Female
Forage MEC (MJ/kg) 8
MP: Forage CP (%) 5.5
Concentrate TDN (%) 80
Concentrate CP (%) 20
Forage UIP (% CP) 20
Concentrate UIP (% CP) 40

The feed intake calculator with optional adjustments should be used. With 5.5% CP in the basal forage, the amount of supplement is based on MP rather than ME. Total ME intake is 8.03 MJ, which is slightly greater than the requirement of 7.95 MJ. Hence, the optional ME concentration in the supplement is 11.00 MJ, slightly less than the assumed concentration of 12.08 MJ/kg. Very importantly, since the basal forage had a CP concentration of 5.5% (less than 6%) and the supplement CP level was above 15% (i.e., 20%), the supplement had a positive associative effect on basal forage intake (initial projected intake of 1.62% BW without supplementation compared with 1.79% BW when the supplement was given).

Conversely, with a basal forage CP concentration of 7%, the amount of supplement is based on ME rather than MP. MP intake now is slightly greater than the requirement (i.e., 55.24 vs 43.11 g). This results in optimal MP and CP concentrations in the supplement markedly less than assumed. This example brings out the importance of knowing forage composition in order to design appropriate supplementation strategies.

The ME concentration can be calculated with these simple formulas:
ME (MJ/kg) = TDN (%) × 0.15104 and
ME (Mcal/kg) = TDN (%) × 0.0361.

Enter concentrate TDN (%)
ME (MJ/kg)
ME (Mcal/kg)
Enter forage TDN (%)
MJ/kg
Mcal/kg
1. Choose class of goat growing
mature
lactating
Angora
2. Enter body weight (kg)
3. Enter average daily gain (g/day)
4. Enter ME requirement (MJ)

or use

5. Enter MP requirement (g)

or use

6. Enter estimate of intake of forage without supplementation (% BW)

or use

(maintenance energy based on body weight alone)
or

(adjusted maintenance energy)

7.
Enter forage ME concentration (MJ/kg DM)
or
You can use the forage TDN calculator above and the ME concentration will be entered automatically.
8.
Enter supplemental concentrate ME concentration (MJ/kg DM)
or
You can use the concentrate TDN calculator above and the ME concentration will be entered automatically.
9. Enter CP concentration in forage (%)
10. Enter CP concentration in supplemental concentrate (%)
11. Enter UIP concentration in forage (% of total CP)
12. Enter UIP concentration in supplemental concentrate (% of total CP)
13. Enter forage % DM (default is 90%)
14. Enter supplemental concentrate % DM (default is 90%)
To convert from English to metric system,
enter your values here.
They will be automatically entered into the table to the left.
BW
lbs
ADG
lbs/day

    

Final estimate of total DM intake, which is that based on ME or MP, dependent upon the greater estimate of supplemental concentrate intake (kg):
Total DM intake (% BW):
Final estimate of supplemental concentrate DM intake, based on ME or MP (whichever is greater) (kg):
Supplemental concentrate DM intake (% BW):
As fed supplemental concentrate intake (kg):
As fed supplemental concentrate intake (% body weight):
Forage DM intake (kg):
Forage DM intake (% BW):
As fed forage intake (kg):
As fed forage intake (% body weight):
As fed total intake (kg):
As fed total intake (% body weight):
Supplemental concentrate DM intake (% total diet):
Forage DM intake (% total diet):
ME from forage (MJ):
ME from concentrate (MJ):
Total ME intake (MJ):
MP from forage (g):
MP from concentrate (g):
Total MP intake (g):
DIP requirement (g):
DIP from the diet (g):
Optimal supplemental concentrate ME concentration when the amount of supplement needed to meet the MP requirement was greater than that for ME (MJ/kg DM):
Optimal supplemental concentrate TDN concentration when the amount of supplement needed to meet the ME requirement was greater than that for MP (% DM):
Optimal supplemental concentrate MP concentration when the amount of supplement needed to meet the ME requirement was greater than that for MP (% DM):
Optimal supplemental concentrate CP concentration when the amount of supplement needed to meet the ME requirement was greater than that for MP (% DM):
Associative effect:

Sources used in this calculation method are:

Luo, J., A. L. Goetsch, T. Sahlu, I. V. Nsahlai, Z. B. Johnson, J. E. Moore, M. L. Galyean, F. N. Owens, and C. L. Ferrell. 2003. Prediction of metabolizable energy requirements for maintenance and gain of preweaning, growing, and mature goats. Small Ruminant Research 53:231-252.

NRC. 2000. Nutrient Requirements of Beef Cattle, 2000 Update. National Academy Press, Washington, DC.

Nsahlai, I. V., A. L. Goetsch, J. Luo, Z. B. Johnson, J. E. Moore, T. Sahlu, C. L. Ferrell, M. L. Galyean, and F. N. Owens. 2004. Metabolizable energy requirements of lactating goats. Small Ruminant Research 53:253-273.

Sahlu, T., A. L. Goetsch, J. Luo, I. V. Nsahlai, J. E. Moore, M. L. Galyean, F. N. Owens, C. L. Ferrell, and Z. B. Johnson. 2004. Nutrient requirements of goats: developed equations, other considerations and future research to improve them. Small Ruminant Research 53:191-219.

UIP concentrations were derived from:

Preston, R. L. 2000. Typical composition of feeds for cattle and sheep. In: Beef 36(10), 10-20. Intertec Publ. Co. Overland Parks, KS.

For substitution and stimulation calculations, the following were some of the sources reviewed:

Tsukahara, Y., Puchala, R., Goetsch, A.L., 2020. Predicting feedstuff associative effects in goats. J. Anim. Sci. 98 (Suppl. 4), 454. https://doi.org/10.1093/jas/skaa278.790.

Dolebo, A.T., Puchala, R., Gipson, T.A., Dawson, L.J., Sahlu, T., Goetsch, A.L., 2017. Evaluation of a method to predict negative feedstuff associative effects in meat goats consuming diets with different forage sources and levels of concentrate. J. Appl. Anim. Res. 45, 470-479. https://doi:org/10.1080/09712119.2016.1217867

McCollum, F. T., III, and G. W. Horn. 1990. Protein supplementation of grazing livestock: A review. Prof. Anim. Sci. 6(2):1-16.

Moore, J. E., M. H. Brant, W. E. Kunkle, and D. I. Hopkins. 1998. Effects of supplementation on voluntary forage intake, diet digestibility, and animal performance. J. Anim. Sci. 77(Suppl. 2):122-135.