Principal dimensions of pulses seed
The effect of moisture content on the principal dimensions of pulses seed is shown in Table 1. The average values for chickpea’s length, breadth, thickness and geometric mean diameter were ranged from 8.893±0.569 to 11.063±0.495 mm, 7.021±0.506 to 7.387±0.430 mm, 6.767±0.459 to 7.125 ±0.462 mm and 7.482±0.386 to 7.847±0.388 mm, respectively; for pigeon pea, the mean values varied from 5.882±0.424 to 6.108±0.408 mm, 4.646±0.391 to 4.867±0.321 mm, 3.873±0.226 to 4.135±0.321 mm and 4.278±0.201 to 4.955±0.232 mm, respectively. However, the average length, thickness sand GMD of lentils ranged from 4.114±0.394 to 4.465±0.33 mm, 2.31±0.154 to 2.56±0.153 and 3.387±0.257 to 3.739±0.202 mm, respectively. All the mean principal dimensions were significantly (p≤0.05) increased for chickpea, pigeon pea and lentil an increase in moisture content from 9.98% to 20.40% (db) (Table 1). The linear regression equations between moisture content and principal dimensions of pulses were developed (Table 2). As moisture content increased the moisture migration take place in the intercellular space of seed and resulted expansion and swelling. Similar results have been reported by (
Singh and Kotwaliwale, 2010) for Pigeon pea,
(Konak et al., 2002) for chickpea and
(Kiani Deh Kiani et al., 2008) for red bean grain all showed similar trends. The linear relationship between different pulses and moisture content (M
c) are presented as follows:
Shape of pulses seed
The shape of the seed, in terms of sphericity, was studied. It was espied that the average values of sphericity for chickpea, pigeonpea and lentil seeds were not significant (p≤0.05) and increased from 84.359±5.416 to 84.905±3.175%, 80.42±4.572 to 81.406±4.614% and 75.115±3.384 to 75.828 ± 3.387, respectively [Fig 1(ii)] while moisture level increased 9.98 to 20.40% (db). The sphericity increased with moisture content might due to higher rate of expansion in breadth and thickness compared to length due to moisture absorption. Similar findings were reported for yellow lentil and soybean by
Isika and Izlia (2016) and
Kakade et al., (2019), respectively. The variation in sphericity (ö) with moisture content (M
c) of pulses can be represented by the following equation:
1000 Seed weight
The experimental value obtained for thousand seed weight for chickpea, pigeonpea and lentil seeds M1000 increased linearly from 180.95±0.11 to 232.37±0.07 g, 62.52±0.55 to 77.42±0.39 g and 21.09±0.042 to 23.66±0.146 g, respectively [Fig 1 (i)] for chickpea, pigeonpea and lentil (p<0.05) when the moisture content was increased from 9.98 to 20.40% d.b. These values were smaller than results reported for lentil (
Bagherpour, 2010) and pigeonpea (
Sangani and Davara, 2013). A linear equation was fitted between thousand grain mass (M
1000) and moisture content can be represented as.
Bulk density
The bulk density of pulses at various moisture levels were found to be statistically significant at the 5% level. The mean values of bulk density was varied from 793.19±1.92 to 752.46 ± 4.16 kgm
-3,828.10±2.02 to 772.61±3.86 kg m
-3 and 882.58±2.01 to 797.28±3.86 kg m
-3, respectively [Fig 1(iii)] for chickpea, pigeonpea and lentil, respectively, at 9.98 to 20.40% (db) moisture levels. It was observed that increasing the moisture content resulted in decreased bulk density for all three pulses. The decline in bulk density of pulses probably due to increase in volumetric expansion in the seed is greater than seed mass. Similar trend was reported for rice bean and pigeonpea by
Bhusan and Raigar (2020) and
Singh and Kotwaliwale, (2010). Negative linear equations were obtained for the bulk density (rb) of chickpea, pigeonpea and lentils are represented in Equations (16) and (18):
True density.
Fig 1(iv) depicted the affects moisture levels on true density of chickpea, pigeonpea and lentil, which increased linearly from 1281.17±10.05 to 1248.37±12.43 kg m
-3, 1363.15±3.05 to 1315.53±7.66 kg m
-3 and 1304.14±3.95 to 1242.05±5.01 kg m
-3, respectively as a result of increasing the moisture content from 9.98 to 20.40% db. The decreasing trend of true density may be attributed to the possible higher weight increase of seeds in comparison to their volume expansion with moisture gain and discrepancies could be due to the cell structure and the volume and mass increase characteristics of seeds as moisture content increases. Similar trends of results have also been reported by
Chowdhury et al., (2001) for gram and
Sahoo and Srivastava (2002) for okra seed. The relationship between the moisture content and true density presented in eqs (19)-(21).
Porosity
The porosity of chickpea, pigeonpea and lentil as a function of moisture content was observed from given Fig 1(v), significantly increased from 38.08 to 39.72%, 39.25 to 41.26% and 32.32 to 35.80% respectively with an increase in moisture level. A similar trend for the porosity was also obtained by
Vashishth et al., (2020) for horse gram seeds and
Kakade et al., (2019) for soyabean. The linear relationships for porosity of pulses are presented below :
Angle of repose
It was observed from Fig 1(vi), angle of repose for chickpea, pigeonpea and lentil increased with increasing the moisture content. The mean value angle of repose for chickpea, pigeonpea and lentil seeds were 23.87, 24.78 and 25.31°C at 9.98% (db). The percentage increase observed in the angle of repose was 22.99, 11.10 and 8.67% for chickpea, lentil and pigeonpea. The increasing rate of the angle of repose was not significant for chickpea and pigeonpea seeds. The increase in the angle of repose on moisture absorption was due to the moisture which surrounds the surface of seed cause increase in stickiness of the kernel surface of pulses, which in turn increases stability and reduces flowing ability. The variation is somewhat similar to feba bean
(Haciseferogullari et al., 2003) and
Konak et al., (2002) for chickpea. A linear equation was fitted between the angle of repose (q) of pulses seed and moisture content (M
c) is given as follows.
Static coefficient of friction
It was espied that the coefficient of friction of pulses increased with an increasing moisture content for all structural surfaces (Table 3). The static coefficient of friction between a seed and a surface is lower for all three pulses on stainless steel compared to galvanized iron and mild steel due to the smooth and hard nature of stainless-steel surface. The rough and soft nature of galvanized iron and mild steel results in a higher static coefficient of friction. The experimental data of coefficient of friction of chickpea at various moisture levels were resulted significantly (p≤0.05) increased for stainless steel sheet while in GS and MS showed statically insignificant. Similar trend observed by
Pandiselvam et al., (2014) for onion seed and
Gharibzahedi et al., (2011) for red lentil. The changes in coefficient of friction with changes in moisture content of pulses seeds on different surfaces followed linear relationships represented in Table 4.
Germination
The germination of seeds decreased linearly from 98.6±1 to 79.23±1.1, 99.24±0.8 to 88.53±1.07 and 97.38±0.6 to 76.82±1.11 for chickpea, pigeonpea and lentil with increased moisture content [Fig 2(ii)]. The decline rate of germination for all three pulses were more at higher moisture content (20.40%) which may be due to ageing occurred or seed may not receive enough oxygen, leading to seed rot and reduced germination. Maintaining optimal moisture content is crucial to ensure seed viability, maximize germination and minimize seed decay. The linear relationships for germination of pulses are presented below:
Mechanical properties
Hardness of pulses
The estimated mean values of hardness for chickpea, pigeonpea and lentil seeds were found significantly decrease with the increase in moisture content (Fig 2(i)). This may be due to the decreased surface roughness at higher moisture values. The seed may have become more susceptible to rupturing at high moisture levels, which may have caused the lower forces at increasing moisture content. The calculated results are higher to those reported by
Konak et al., (2002); Unal et al., (2008) for mung bean and
Bagherpour et al., (2010) for lentil. The variation in hardness in N with moisture content of pulses can be represented by the following equation: