Abstract
Microplot experiments were conducted in 1989 and 1990 to determine the relationship between yield of peanut (Arachis hypogaea) and inoculum density ofMeloidogyne arenaria race 1. Nine inoculum densities were used, ranging from 0-200 eggs/100 cm³ soil (1989) or from 0-100 eggs/100 cm³ (1990), and each density was replicated 10 times. In 1989, higher final densities (mean of 1,171 juveniles [J2]/100 cm³ soil) were obtained in plots inoculated with 0.5 to 50 eggs/100 cm³ soil than in plots inoculated with 100 to 200 eggs/100 cm³ (313 J2/100 cm³ soil). In 1990, final densities of M. arenaria reached high levels (≥ 1,111 J2/100 cm³ soil) in all inoculated plots. Pod yield and dry weight of foliage at harvest were negatively correlated (P ≤ 0.05) with inoculum density in both seasons. In 1989, the relationship between pod weight (y) and initial density (x) was described by Seinhorst's equation, with y = 0.088 + 0.91(0.90)⁽x⁻¹⁾ and r² = 0.826. In 1990, the relationship was y = 0.22 + 0.78(0.97)⁽x⁻¹⁾ and r² = 0.794. These equations suggest tolerance limits of approximately 1 egg/100 cm³ soil, which may require specialized methods, such as bioassay, for detection.
Keywords: Arachis hypogaea, bioassay, damage function, Meloidogyne arenaria, nematode, peanut, root-knot nematode, Seinhorst's equation, threshold, tolerance limit
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