Source of information
Data collected from ICAR-NRCC, Bikaner spanning six consecutive years (2018-2023), from four breeds
viz. Bikaneri (520), Jaisalmeri (373), Kachchhi (419) and Mewari (402) making a total of 1714 Indian Dromedary camels (
Camelus dromedarius).
Hair-fibre attributes
Annual clipping weights for quantitative analysis with fibre diameter and medullation (%) for qualitative analysis. The hair-fibre showed varying distribution, density (higher at hump), colour and quality based on animal’s body (Fig 1). Weight was measured using digital weighing balance and kept in a polythene bag after proper skirting (removal of dust and other vegetable matters). The qualitative analysis was done at TMTC division of ICAR-CSWRI, Avikanagar.
Descriptive statistics estimated from the standardized and classified data by R software v.4.2.0 (
R core team, 2022). The least square means and effect of various factors were estimated by General Linear model (
SPSS v.22, 2013).
Statistical model:
Yijklmno = µ + Ci + Bj + Sk + Al + Shm + Yn + Interaction effect + eijklmno
Y
ijklmno = Observation of oth animal.
µ = Overall mean.
C
i, B
j, S
k, A
l, S
hm and Y
n = Effect of ith coat colour (i=1,2,3,4,5,6,7). jth breed (j=1,2, 3, 4), kth sex (k=1,2), lth age (l=1-5 for wool weight; l=1-4 for wool quality), mth shearing (m=1,2,3,4) and nth Year (n=1-6 for wool weight; n=1,2 for wool quality) respectively; YB, YC, YS, YA and YSh-interaction of year with breed, coat colour, sex, age and shearing, respectively;
e
ijklmno = Random error, N (0, σ
2e).
The Bayesian analysis was performed with repeatability model using BLUPF90
(Misztal et al., 2002) to estimate (co) variance, heritability, repeatability and correlation with the pedigreed camels (Table 1). Data renumbered using RENUMF90, followed by estimation using GIBBS1F90 and POSTGIBBSF90. The desired distribution attained by 99,900 Gibbs samples (10,00000 rounds, 1,000 burn-in and 10 thinning interval) and visualized by trace plot and histogram.
Repeatability model
The model considered all fixed (breed, sex, coat colour, age group, year and shearing) and random (animal) effects.
Y = Xβ+Zµ+Wp+e
Y, β, µ and p = Vector of observed traits, fixed effects, additive genetic random effects and random animal permanent environmental effects, respectively.
X, Z and W = Incidence matrix of fixed effects, additive genetic effects and permanent environmental effects, respectively. e = Random error, N (0, σ2e).