Pratylenchus jaehni, Inserra, Duncan, Troccoli, Dunn, Dos Santos, Kaplan & Vovlas 2001, Inserra, Duncan, Troccoli, Dunn, Dos Santos, Kaplan & Vovlas, 2001
publication ID |
https://doi.org/ 10.11646/zootaxa.4079.2.2 |
publication LSID |
lsid:zoobank.org:pub:162312D2-32D7-4246-B5E8-7844BA349F79 |
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https://doi.org/10.5281/zenodo.6063084 |
persistent identifier |
https://treatment.plazi.org/id/404887B6-FF9D-2448-A9B3-FDFB1A86FBC9 |
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Pratylenchus jaehni |
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12. P. jaehni Inserra, Duncan, Troccoli, Dunn, Dos Santos, Kaplan & Vovlas 2001
(Divsalar et al. 2011) 9♀: L= 470 (403–533) µm; a = 24.2 (22.8–26.6); b = 5.7 (5–6.5); b´ = 3.9 (3.2–4.4); c = 21.6 (16.8–23.8); c´ = 2.3 (1.8–3.3); St = 14.5 (14–15) µm; V = 79.4 (78.6–80.1)
4♂: L = 505 (500–510) µm; a = 28.8 (27–30.4); b = 5.7 (5.6–5.9); b' = 4 (3.9–4.1); c = 19 (18.7–20.4); c' = 2.5 (2.3–2.6); St = 14.5 (14–15) µm; Spicules = 17.3 (17–17.6) µm
Associated plant and locality. Orange (Mazandaran).
References. Divsalar et al. 2011 [F], 2012.
Remarks. The Iranian population of P. jaehni (Divsalar et al. 2011) closely corresponds to the original description (Inserra et al. 2001). It is characterized by having a labial region with two annuli, lateral fields with four lines, longitudinal and interrupted striations present in central band, stylet≤15µm, oval spermatheca filled with sperm, hemispherical tail with rounded terminus and precence of males. One slide collected from Mazandaran (Noshahr and Chalus city) was kindly sent by the authors and examined in present study. The Iranian population was determined to be close to P. l oo s i and P. coffeae . It differs from these two species by the length of the stylet and stylet knobs (less than 15 and 2.7 µm respectively vs more than 15 and 2.7 µm), V factor (less than 79 vs more than 79), shorter overlapping of oesophageal glands vs longer in others and tail terminus rounded vs smooth in P. coffeae and pointed in P. loosi .
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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