Linear regression analysis of probit mortality versus several concentrations of nucleo- polyhedrosis virus of Neodiprion sertifer resulted in the equation Y = 2.170 + 0.872X. An LC50 was calculated at 1758 PIB/mL Also, the incubation time of the virus was dependent on Its concentration

Coppel, H. C

Mohamed, M. A

Podgwaite, J. D

English

Valparaiso University

The Great Lakes Entomologist Volume 15 Number 2 - Summer 1982 Number 2 - Summer 1982 Article 2 June 1982 Bioassay of the Nucleopolyhedrosis Virus of Neodiprion Sertifer (Hymenoptera: Diprionidae) M. A. Mohamed University of Wisconsin H. C. Coppel University of Wisconsin J. D. Podgwaite Northeastern Forest Experiment Station Follow this and additional works at: https://scholar.valpo.edu/tgle  Part of the Entomology Commons Recommended Citation Mohamed, M. A.; Coppel, H. C.; and Podgwaite, J. D. 1982. "Bioassay of the Nucleopolyhedrosis Virus of Neodiprion Sertifer (Hymenoptera: Diprionidae)," The Great Lakes Entomologist, vol 15 (2) Available at: https://scholar.valpo.edu/tgle/vol15/iss2/2 This Peer-Review Article is brought to you for free and open access by the Department of Biology at ValpoScholar. It has been accepted for inclusion in The Great Lakes Entomologist by an authorized administrator of ValpoScholar. For more information, please contact a ValpoScholar staff member at scholar@valpo.edu. 1982 THE GREAT LAKES ENTOMOLOGIST 93 BIOASSA Y OF THE NUCLEOPOL YHEDROSIS VIRUS OF NEODIPRION SERTIFER (HYMENOPTERA: DIPRIONIDAE)I M. A. Mohamed,2 H. C. Coppel,2 and J. D. Podgwaite3 ABSTRACT Linear regression analysis of probit mortality versus several concentrations of nucleo­polyhedrosis virus of Neodiprion sertifer resulted in the equation Y = 2.170 + 0.872X. An LC<o was calculated at 1758 PIB/mL Also, the incubation time of the virus was dependent on Its concentration. Most insect viruses possess the potential of causing 100% mortality when employed against some pest species populations (Bailey 1973). However, Franz (1964) pointed out that such a result is not always desirable. For instance, if the virus proves persistent and capable of being transmitted by the target species, one would ideally like a small section of the population to survive, serving as a focus for future epizootics. Not only would this serve to reduce the environmental load of virus, if continuous application of virus was planned, but it would also serve to ensure that predator and parasitoid popUlations would remain intact. Though studies on mortality as a function of virus concentrations are only one of many aspects ensuring proper usage of these pathogens, they give us some predictive basis to achieve some f the aforementioned results. This paper reports on two aspects of the nucleopolyhedrosis virus (NPV) of Neodiprion sertifer (Geoffroy): first, the LCso ; and second. mortality as a function of time at fixed concentrations. METHODS AND MATERIALS Eggs of N. sertifer were obtained from red pine plantations which had no previous history of the presence of NPV of this species. Shoots with egg masses were trimmed and clipped under water. They were then transferred to waxed I-pt ice cream containers containing water. The units were then covered with lantern globes, the bases of which were sealed with tape and the tops covered with cheese cloth to permit adequate ventilation. The eggs were allowed to hatch and the units were monitored until the larvae were in the second instar. Each pine shoot was cut at regular intervals, and immersed in fresh water to prevent fungal growth. Fresh shoots of red pine were trimmed to a standard size so that they could fit into the lantern globes. These shoots were then transferred to water filled, wax-coated, I-pt, ice cream containers and were then sprayed with known concentrations of purified polyhedral inclusion bodies (PIB) obtained from diseased larvae of N. sertifer. The foliage was sprayed from several angles with a hand-held atomizer using short bursts to ensure that a fine mist covered all the needles. One ml ofeach of the following concentrations ofPIB/ml of distilled IResearch supported by the College of Agricultural and Life Science, University of Wisconsin­Madison, in part by the Wisconsin Department of Natural Resources through the School of Natural Resources, and in part through funds provided by the USDA Forest Service, Northeastern Forest Ex­periment Station, cooperative study 45()()'FS-NE-2202.77. 2Dep-.rrtment of Entomology, University f Wisconsin, Madison, WI 53706. 3Northeastem Forest Experiment Station, Hamden, CT 06514. 1Mohamed et al.: Bioassay of the Nucleopolyhedrosis Virus of <i>Neodiprion SertifePublished by ValpoScholar, 198294 THE GREAT LAKES ENTOMOLOGIST Vol. 15, No.2 water were used: 0, 25, 100, 250, 2500, and 25000. These concentratons were prepared by serial dilution from a stock solution of2.5 x 108 PIB/m!. Each concentration was replicated twice. The foliage was allowed to dry for an hour, at which time 50 second instar larvae were transferred onto it with sterile forceps. A total of 12 units was thus employed. Larvae were monitored daily for 21 days  until larvae reached the prepupal stage. Larvae that showed symptoms f NPV-induced death or at did not respond to gentle probing were removed daily and stored singly at O°C. These were later examined for the presence of inclusion bodies. The daily and cumulative mortalities were recorded for further analysis. RESULTS AND DISCUSSION The results of the mortality induced at various concentrations are shown in Figure I. No mortality was observed in the controls ,0 PIB/m1) and subsamples of larvae that died from exposure to PIB at the various concentrations were shown to b virally induced through examination f macerates with bright field microscopy of 600X. The percent mortality was transformed to probit values and plotted against log concentrations f PIB. Using Finney's 6.00 5.75 5.50 5.25 5.00 4.75 >­f­ 4.50 ...Ja:: f­ 4.25tI:: 0 r:: f­ 4.00 co 0 tI:: 3.75a... 3.50 3.25 5.0 LOG CONCENTRATION PIB/ML Fig. \. Regression line fit on a plot of percent mortality versus log concentration of nUcleopolyhedrosis inclusion bodies of Neodiprion sertijer. 2The Great Lakes Entomologist, Vol. 15, No. 2 [1982], Art. 2https://scholar.valpo.edu/tgle/vol15/iss2/21982 THE GREAT LAKES ENTOMOLOGIST 95 (1964) method, the regression equation Y 2.170 + 0.872X was calculated. The slope of the equation, 0.872, S,E, ± 0.11, was significant at P < 0,005, df 3. The Chi-square test for heterogeneity resulted in X2 9.76 3df, 0.02 < pva!. < 0,05. From this fit an LCso and its 5<;(; fiducial limits were calculated as 1757.92 (1625.55-1901.07). The LCso reported here compares favorably with Dubois' (1976) value of 1210 PIB/ml using NPV decontaminated by sodium omadine and washed with distilled water. The data were extrapolated to LC2 , or the concentration required to kill one larva, and gave a value with 5% fiducial limits of 6.76 (6.25-7.31) PIB/mi. A plot of daily mortality, averaged over two replicates, at three different doses is hown in Figure 2. The incubation time before the virus expresses itself seems dependent on dosage, taking nine days at 250 and 2500 PIB/ml, and seven days at 25000 PIB/ml. It could also be inferred that the rate of mortality is greatest at the highest concentration when compared to that at 250 and 2500 PIB/ml. The data also show that the peak mortality period was 10-12 days at 25000 PIB/mI, 14-16 days at 2500 PIB/ml, and 16-18 days at 250 PIB/ml. These data are consistent with Bird's observations (Cunningham and Entwistle 1981) that as concentra­tion decreased the time for the expression of 100% mortality increased. Though extrapolation of laboratory results to fie d situations is a hazardous undertaking, it nevertheless furnishes a basis for mortality predictions, For instance, the regression equa­10. 8. 7. >­I­6. 5. Il. 181m I I \ I I IJ 1.1. , I 4. 2. 1 • I '\I I \ I / \\ )'?I ([) (!) \ I \I I \ \ I (l) I 1/\I I f-I / / TIME(oRY5J ~ 1\ t 1\ 1\ I \ II \ I \ I I I \ I \ I \ I \ J \ I \ I \ I \ " \ t \ 9i\ Fig. 2. Plot of percent mortality versus time induced at three concentrations of nucleopolyhedrosis virus of Neodiprion sertifer. 3Mohamed et al.: Bioassay of the Nucleopolyhedrosis Virus of <i>Neodiprion SertifePublished by ValpoScholar, 198296 THE GREAT LAKES ENTOMOLOGIST Vol. 15, No.2 tion for the probit mortality versus concentration predicts an LC99 of 7.59 x 105 PIB/ml which compares favorably with 100% mortality observed in field plots sprayed with virus at a concentration of 4.6 x 105 PIB/ml  Also, from our field studies, peak mortality was ob­served after 15 days which is well within the range observed in the laboratory at 2500-25000 PIB/m!. Thus, depending on our concern, whether it be preserving beneficials, minimizing en­vironmentalload of the virus, or fUrnishing future sources for virus epizootics, it is possible to manipUlate the NPV of N. senifer to achieve these ends. ACKNOWLEDGMENT The authors gratefully acknowledge the technical assistance of Odette Mohamed. LITERATURE CITED Bailey, L. 1973. Control of invertebrates by viruses. p. 533-553, in A. S. Gibbs (ed.). Virus and invertebrates. North-Holland Publishing Co., London. Cunningham, T. C., and P. F. Entwistle. 1981. Control of sawflies by baculovirus. p. 379-407, in H. D. Burges (ed.) Microbial control of pests and plant diseases 1970-1980. Academic Press, New York. Dubois, N. R. 1976. Effectiveness of chemically decontaminated Neodiprion sertifer poly­hedral inclusion body suspensions. J. Econ. Entomol. 96:93-95. Finney, D. J. 1964. Probit analysis. Cambridge Univ. Press, New York. Franz, J. M. 1964. Microorganisms in the biological control of insects. p. 256-266, in M. P. Starr (ed.). Global impacts of applied microbiology. John Wiley and Sons, New York. 4The Great Lakes Entomologist, Vol. 15, No. 2 [1982], Art. 2https://scholar.valpo.edu/tgle/vol15/iss2/2

Bioassay of the Nucleopolyhedrosis Virus of \u3ci\u3eNeodiprion Sertifer\u3c/i\u3e (Hymenoptera: Diprionidae)

https://scholar.valpo.edu/cgi/viewcontent.cgi?article=1417&amp;context=tgle

Bioassay of the Nucleopolyhedrosis Virus of \u3ci\u3eNeodiprion Sertifer\u3c/i\u3e (Hymenoptera: Diprionidae)

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