A field experiment was conducted during
kharif 2018 and 2019 at Research farm of All India Coordinated Research Project on Groundnut, Bhubaneswar, Khurda District, Odisha, to study the performance of groundnut (
Arachis hypogaea L.) in different millet based intercropping systems under rainfed conditions. The experiment was carried out in a randomized complete block design and each treatment was replicated thrice. The soil of the experimental plot was uniformly leveled and well drained. It was sandy loam in texture, low in organic carbon content (0.35%), medium in available nitrogen (389 kg/ha) and phosphorus (17 kg/ha), low in available potassium (82 kg/ha) and slightly acidic in reaction (pH 5.49). The crop received rainfall of 1121.4 mm in 50 rainy days and 1207 mm in 62 rainy days during the crop growth period in
kharif 2018 and 2019, respectively. The mean maximum and minimum temperature were 32.4°C and 23.8°C in 2018 and 32.5°C and 25.5°C in 2019, respectively during the crop growth period. The millets assessed in the intercropping systems are finger millet (
Eleusine coracana L.) foxtail millet (
Setaria italica L.) and little millet (
Panicum sumatrens L
.) in 4:2 and 2:1 row proportions. The treatments included in the experiment were T
1: Sole groundnut, T
2: Sole little millet, T3: Sole finger millet, T
4: Sole foxtail millet, T
5: Groundnut + little millet (4:2), T
6: Groundnut + little millet (2:1), T
7: Groundnut + finger millet (4:2), T
8: Groundnut + finger millet (2:1), T
9: Groundnut + foxtail millet (4:2) and T
10: Groundnut + foxtail millet (2:1). The varieties tested in this experiment were Dharani (Groundnut), Arjuna (Finger millet), OLM-217 (Little millet) and DHFt-109-3 (Foxtail millet). Groundnut and all the three millets were sown at 30 cm × 10 cm both in sole crop and intercropping system. Under intercropping systems with 4:2 row proportion, 2 rows of millet was sown after each 4 rows of groundnut and in 2:1 row proportion, 1 row of millet was sown after each 2 rows of groundnut. For groundnut, nutrients were applied @ 20:40:40 kg/ha N, P
2O
5, K
2O in the form of urea, SSP and MOP, respectively along with 5 t of farm yard manure. Gypsum was applied @ 500 kg/ ha in 2 equal splits
i.e. at time of sowing and during the time of earthing up. For millets, the recommended dose of 60 kg N, 30 kg P
2O
5 and 30 kg K
2O/ ha was applied through urea, SSP and MOP for finger millet, 40 kg N, 20 kg P2O5 kg/ha for little millet and 40 kg N, 20 kg P
2O
5 20 K
2O kg/ha for foxtail millet, respectively.
Ten plants were tagged for recording plant height and branch number at different stages of crop. Five randomly selected plants were used to record the dry matter production at different stages of groundnut. The plants were uprooted and oven dried separately at 70°C for 48 hours and the dry weight (g/plant) was recorded.
Groundnut pod equivalent yield (GPEY) of intercropping system was calculated by taking into account the pod yield of component crops and the prevailing market price of both millets and groundnut expressed in terms of kg/hectare. Using different formulae proposed by many researchers, Intercropping efficiencies were deduced from measured yield.
Groundnut pod equivalent yield (GPEY)
Land equivalent ratio
Land equivalent ratio (LER) was worked out by using the formula of
Willey (1979).
LER = LER groundnut + L millet = (Ysg/Yig) + (Ysm/Yim)
Where,
Ysm = Yield of sole millet.
Yim = Yield of intercrop millet.
Ysg = Yield of sole groundnut.
Yig = Yield of intercrop groundnut.
Area time equivalent ratio
ATER provides more realistic comparison of the yield advantage of intercropping over mono-cropping in terms of time taken by component crops in the intercropping systems
(Hiebsch and McCollum 1987). ATER was calculated using the following formula:
ATER = (ATER groundnut + ATER millet)
ATER groundnut = (Yig/Ysg) × (Tg/Ti)
ATER millet = (Yim/Ysm) × (Tm/Ti)
Where,
Tg = Duration of growth cycle of groundnut.
Tm = Duration of growth cycle millet.
Ti = Duration in days of the species with the longest growing period.
Aggressivity
Aggressivity as proposed by
Gilchrist (1965) and competitive ratio by
Willey and Rao (1980) were two indices used to determine the intercrops competition.
Aggressivity of millet =
[Ym ÷ (Ysm × Zm)] - [Yig ÷(Ysg × Zg)]
Aggressivity of groundnut =
[Yg ÷ (Ysg × Zg)] - [Yim ÷(Ysm × Zm)]
Where,
Zm = Proportion of millet in intercrop.
Zg = Proportion of groundnut in intercrop.
Competition ratio
Competition ratio of groundnut = (LER groundnut / LER millet) × (Zm/Zg)
Competition ratio of millet = (LER millet / LER groundnut) × (Zg/Zm)
Relative crowding coefficient
De Wit (1960) introduced the relative crowding coefficient (RCC or K) in plant competition theory. The K was calculated as.
K = K groundnut × K millet
K groundnut = (Yig × Zm)/[(Ysg -Yig) × Zg]
K millet = (Yim × Zg)/[(Ysm -Yim) × Zm]
Data collected for various studies were subjected to the analysis of variance (ANOVA) appropriate to the design as given by
Gomez and Gomez (1984). The significant differences between treatments were compared with the critical difference at 5% level of probability.