Calves

Weights, Heights, Dry Matter Intake, Body Condition Score

Weights, general

Weight is modelled by the Von Bertalanfy function which has three parameters, A, B, and K.

Weight = A*(1 - B*exp(-Kt))**3

where the mean values are A = 633.3 kg, B = 0.601, and K = 0.0036, and t is the age of the cow.

Weights are for non-pregnant, non-lactating cows under healthy conditions. The fetus weight is calculated as

Log10(fetus wt) = 2.932 - 3.347*exp(-0.00406*g)

where g is the number of days pregnant.

Adjustments for diseases are specific to each disease and are described in that section of the website.

Adjustments for cold and heat stress are described in the section on Weather Simulation.

Weights, within lactation

Weights change within lactation due to milk production early in the lactation. Weight at the start of lactation is given by the function in the previous section. Relative changes are given by the factors in the following table, which differ depending on first or later parities.

Week of LactationParity 1Later parities
11.001.00
40.9810.968
70.9810.952
100.9830.950
130.9980.952
161.0020.960
191.0090.968
221.0220.976
251.0310.984
281.0370.992
311.0461.000
341.0561.006
371.0651.013
401.0741.024
431.0871.032
461.1021.048

Weight varies from day to day, due to unknown effects. The standard deviation of these fluctuations is assumed to be 1.5 kg per day. This noise is added to the expected weight.

Heights

Height is modelled by the Von Bertalanfy function which has three parameters, A, B, and K.

Height = A*(1 - B*exp(-Kt))**3

where the mean values are A = 150 cm, B = 0.211, and K = 0.0041, and t is the age of the cow.

Heights do not vary day to day due to environment. Height never decreases until older ages. Before that time the cow will most likely have been culled. Cows will differ in their growth rate. Height is highly correlated to stature.

Heights do not affect diseases, feed intake, milk production, or any financial aspects of the simulation, at this time.

Dry Matter Intake, to first calving

For animals from birth to first calving, dry matter intake can be determined by the following exponential function with two parameters, A and K.

Intake = A*(1 - B*exp(-Kw))

where the mean values are A = 15.36 kg, and K = 0.0022, and w is the body weight of the animal. The standard deviation of intakes from day to day is 1.45 kg.

Dry Matter Intake, within lactations

Within a lactation, dry matter intake is determined from body weight and protein yield with the following formulas.

Intake = (4.6 + 0.011*BW + 12.4*PY)*LAG, for first lactations, and

Intake = (8.4 + 0.006*BW + 12.2*PY)*LAG, for later lactations.

where LAG accounts for a delay due to energy balancing. LAG depends on week of lactation and month of peak milk yield. A table of LAG values is given below.

Week of LactationPeak 1 Peak 2Peak 3
1.77.65.59
2.85.75.66
3.90.81.72
4.94.87.77
5.96.90.81
6.97.92.84
7.99.95.87
81.00.96.89
9 .97.91
10 .98.93
11 .98.94
12 .99.95
13 1.00.96
14 .97
15 .98
16 .99

Adjustments for pregnancy, diseases, and cold or heat stress are given in other sections.

Body Condition Scores

An initial BCS will be genetically determined at the beginning of each lactation. BCS will then change relative to calving date similar to the changes in body weight. BCS is measured on a 1 to 9 scale with a genetic variance of 0.864 and a residual variance of 1.16.

Week of LactationParity 1Later parities
11.001.00
40.9430.943
70.8760.876
100.8100.810
130.8200.820
160.8300.830
190.8410.841
220.8490.849
250.8570.857
280.8650.865
310.8730.873
340.8810.881
370.8890.889
400.8970.897
430.9050.905
460.9130.913