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Attempt to Quantify Molecules of Host Plant Volatiles Evoking an Electroantennographic Response in Anoplophora glabripennis Antennae

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26 June 2025

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27 June 2025

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Abstract
Anoplophora glabripennis, is one of the most devastating wood borers of many broad leaf trees. Our previous results indicated that antennae of A. glabripennis showed electroantennogram (EAG) responses to several host plant volatiles. However, the quantities of active compounds necessary to trigger an EAG response remains unclear. To relate EAG responses with quantities of active molecules, we quantified the level of molecular triggering in the EAG response of A. glabripennis by a series of procedures. First, we used the EAG apparatus to measure EAG responses of A. glabripennis to five concentrations of eight chemicals and obtained dose-response curves. Second, volatiles released after blowing air over filter paper loaded with volatiles for different numbers of times (purging), were collected by solid-phase microextraction and quantified by GC, so we obtained the quantity of chemical released from each purge; the minimum number of molecules in each purge in the EAG was calculated by molar mass for different compounds. For instance, the number of molecules of (Z)-3-hexenol reaching the female antennal segment in EAG was 8.68×108 at 0.01 ng/μL concentration, and 1.39×105 at 0.01 mV potential value. Finally, by comparing sensilla numbers on tested antennal segments with entire antennae, the minimum number of molecules, or molecular flow, of tested compounds required to elicit an electrophysiological response from two antennae of ALB could be estimated either at a minimum concentration (2.49×108 at 0.01 ng/μL concentration of (Z)-3-Hexenol, for female) or at a minimum potentiometric response value (3.99×104 at 0.01 mV potential value).
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1. Introduction

The electroantennogram (EAG) is an electrophysiological technique commonly used to study olfactory responses of insects 1 By measuring the electrical signals from the antennae of insects it is possible to visually detect responses to chemical signals. The EAG can be used for: screening biologically active substances; identifying active chromatographic components; selecting active synthetic compounds; field monitoring of odour concentrations; and as a bio-detector in gas spectrometry2–4. An EAG can provide accurate data on the activity of the insect olfactory system and has been widely used in the study of chemical ecology 5. EAG values can provide valuable information about an insect's perception of a particular chemical, but it does not closely relate to concentration of a chemical (dose) required in a trap to capture an insect in the field; selection of trapping dose is influenced by many factors 6 but amongst them, olfactory response is the primary requirement. As an olfactory detector, the Minimum Detection Limit (MDL) of EAG refers to the lowest concentration of a chemical that can be reliably detected in an EAG system. The MDL of the EAG is usually influenced by the sensitivity of the detection system, and the type of compound tested. Until now, we have not found any research on quantification of the number of molecules necessary to reach the antenna and trigger a response in an EAG experiment 7.
Anoplophora glabripennis (Motschulsky) (Coleoptera: Cerambycidae) is a forest pest native to East Asia 8. Its preferred host trees mainly belong to the genera Populus, Acer, Salix and Ulmus 912. Adult A. glabripennis lay their eggs under the bark of the tree trunk and larvae burrow into the trunk and branches, resulting in weakening or death of the trees 13. Damage caused by A. glabripennis has had serious consequences in China and North America, resulting in huge economic losses and ecological destruction of local ecosystems and urban landscapes 14.
Volatiles play a crucial role in the complex system of insect-plant interactions. Volatiles released by plants constitute important chemical cues for insects to perceive their environment 15. Numerous studies have clearly demonstrated that these volatiles influence a wide range of insect behaviours, including host location, oviposition choice and foraging activity 16,17. Our previous results showed that antennae of A. glabripennis had obvious electrophysiological (EAG) responses to the volatiles (E)-2-hexenal, hexyl acetate, (Z)-3-hexenol acetate, 1-hexanol, (Z)-3-hexenol, β-caryophyllene, salicylaldehyde 18 and 3-carene 19. As a longhorn beetle, the long antennae of A. glabripennis adults are constantly waved to detect odours in the air for mating and feeding purposes. However, the number of molecules of these active compounds that are needed to trigger an antennal response is not known.
In this paper we estimated the minimum number of molecules necessary to trigger EAG responses in A. glabripennis using a series of procedures:
① Established a standard curve of dose-peak area of eight volatiles under constant GC conditions; ② Used the EAG apparatus to determine the EAG response of A. glabripennis adults to five concentrations of eight volatiles to obtain dose-response curves and estimate values for the electrical potential at particular doses or the possible dose at selected electrical potential values; ③ Collected volatiles released from loaded filter paper after different numbers of releases (by blowing air over) using solid-phase microextraction-gas chromatography (SPME) coupled with GC so the quantity of volatiles and number of molecules released on each occasion could be calculated based on the molar mass of each volatile compound; ④ Measured the ratio of the surface area of tested antennal segment to the cross sectional area of the EAG glass nozzle setting to calculate the number of molecules reaching the tested antennal flagellum; ⑤ Estimated the minimum number of molecules in the tested antennal segment at a certain EAG value or at a certain concentration; ⑥ Quantified the number of sensilla on the entire A. glabripennis antenna by scanning electron microscopy (SEM), and obtained the sensilla ratio of tested antennal segment to the whole antenna; ⑦ Thus, the minimum number of molecules for each volatile compound (at certain time, 0.5 second for EAG setting) required to stimulate the electrophysiological activity of the entire antenna could be estimated for further evaluation.
This research helps establish the relationship between the quantity of volatiles to which insects are exposed in their natural environment and their ability to receive and use these molecules as signals. For A. glabripennis, the objective of this study was to quantify the minimum number of volatile molecules needed to trigger the antennal response in EAG and estimated the required molecule quantities for the entire antennae of an individual adult.

2. Material and Methods

2.1. Material

Insects: A. glabripennis adults were collected from infested trunks of Salix babylonica L. in Baoding city, Hebei Province, China in early-May 2024. After tree felling in early spring, log segments (diameter: 30-120 cm, length: 30-50 cm) were transported back to the laboratory. Cut sections of logs were sealed with paraffin wax and the logs held in steel mesh covered cages (23 ± 2 °C) until adults emerged. Adults were collected and kept individually in clear plastic containers (18 cm × 11 cm × 8 cm, PE) and fed regularly every two days with twigs and leaves of Elaeagnus angustifolia (1 cm diameter, 5 cm length), at 25 ± 2 °C, 70± 5% relative humidity (RH), 14 h:10 h (light/dark), and ventilation at regular intervals to keep the environment clean.
Volatiles: The eight plant volatiles used in the experiment were (Z)-3-hexenol (98%, J&K Co., Ltd), (Z)-3-hexenol acetate (≥98%, Aldrich Co., Ltd), (E)-2-hexenal (98%, Aldrich), 1-hexanol (98%, Fluka), β-caryophyllene (98.5%, Fluka), salicylaldehyde (99 %, J&K), hexyl acetate (>99 %, TCI Co., Ltd), 3-carene (90 %, J&K).
Volatile presentation: In the EAG test and subsequent odour release tests, volatiles were presented in Pasteur pipettes (7×230 mm) on filter paper strips as the chemical carrier: filter paper (Hangzhou Jiayang North Pulp Paper Co., Ltd) was cut into 2.5 cm × 1.2 cm strips and folded to 2.5 cm × 0.6 cm. The size of the paper strip was the same throughout all experiments. A stimulated gas flow controller Syntech CS-55 (Germany) was used to administer the volatiles.
Volatile collection: To effectively collect trace amounts of volatiles, a manual solid-phase microextraction (SPME) (Supelco Co., Ltd.) with gray extraction head of DVB /CAR /PDMS (divinylbenzene/carboxyethyl/polydimethylsiloxane, 50/30 μm partially crosslinked), was used.

2.2. Methods

2.2.1. Dose Response of EAG to Different Volatiles

The EAG system consisted of an intelligent data acquisition controller IDAC-2, a micro-manipulator Syntech MN-151, a stimulus airflow controller Syntech CS-55 and the Syntech 1.2.5 software processing system (Syntech Co. ltd., Germany). The odour delivery system and stimulation method were similar to the experimental design described by Yan et al. 20.
Active adult females and males were selected and a razor blade used to cut off the first two segments at the base of the antennae, and then the top antennal segment removed quickly. The second segment from the tip is the most sensitive part of the antenna and was used in the EAG 21. Each sample solution (20 µL) was placed onto a filter paper strip and two minutes later placed into a Pasteur pipette the tip of which was connected to the gas stimulus control device. The gas flow rate was set to 400 mL/min. The stimulation duration was 0.5 seconds, with a minimum interval of 1 minute between consecutive stimuli. The voltage measurement was set to 1 mV. When measuring the EAG responses of A. glabripennis adults to single compounds at different concentrations, n-hexane was used as the control. Twenty microlitres of five concentrations of sample solution (1 ng/μl, 10 ng/μl, 100 ng/μl, 1 μg/μl, 10 μg/μl) were tested respectively in order of increasing concentrations and the control (0 ng/μl [n-hexane only]). Every concentration of tested compound was evaluated three times on one antenna. Because the activity of antennae decreases over time, the activity of antennae must be calibrated: 2 mol/L (Z)-3-hexenol samples were used before and after EAG determination to eliminate the influence of decreasing antennal activity and differences between individual antennae.

2.2.2. Quantifying Volatile Compounds Released from Filter Paper Strips in a Single Purge

For each purchased compound (for convenience, we call them pure compounds in the subsequent text) 1 μl was added to filter paper strips, specifically: (E)-2-hexenal, hexyl acetate, (Z)-3-hexenol acetate, 1-hexanol, (Z)-3-hexenol, β-caryophyllene, salicylaldehyde or 3-carene. The treated filter paper strips were then purged (single blowing over the loaded filter paper) in a pulsed airflow of 400 ml/min and the volatile released from the filter paper collected by a manual SPME with the extraction head (to absorb the majority of molecules) inserted into the Pasteur tube. Each compound was pulse-purged 5, 7, 9, 11 and 13 times, respectively, and then the SPME immediately injected into a gas chromatograph (GC) to detect the peak areas. Gas chromatographic conditions: HP-5 column (30 m × 320 µm × 0.25 µm); heating procedure: starting from 40 ℃, held for 1 min; increased to 180 ℃ at the rate of 8 ℃/min, held for 1 min; then increased to 200 ℃ at the rate of 20 ℃/min, held for 2 min. The detector was at 250 ℃. The sample was injected without split, and the temperature of the injection port was 240 ℃; the carrier gas was nitrogen. The chromatographic peaks were integrated after injection and the peak areas were recorded. Therefore, the mean peak area of each purge and each chemical could be accurately calculated.
To simplify analysis, we assumed that a release pattern of 20 μl of the chemical solution on the filter paper was similar to that of 1 μl of pure chemical (≈1 mg). Thus, another 20 μl (50 μg/μl) of the compound (≈1mg) was added onto a strip of filter paper, purged three times, absorbed by SPME and immediately injected into the GC. Each extraction treatment was repeated three times.
With the same GC conditions and procedures, standard curves of for each tested chemical were established at each concentration: 0.5, 2.5, 5, 25 and 50 μg/μl. From this standard curve, the average amount of volatile chemical in one purge of 1 μl of pure chemical was calculated. Moreover, each purge of different dose (concentration) of compound could be calculated.

2.2.3. The Ratio of Chemical Contact Surface Area of the Tested Antennal Segment to Cross-Sectional Area of Odour Delivery in a Single Purge

The odour delivery system and stimulation method were as described by Yan et al. (2005): the continuous air stream was filtered through activated carbon, humidified with distilled water and then blown at 100 ml/min through a glass nozzle with a diameter of 0.6 cm to the antenna. The distance from the outlet of the nozzle to the antenna was approximately 1 cm. A three-way valve was provided in the air circuit so that when the valve was closed, the clean air flowed continuously over the antenna; when the valve was open, part of the air flow passed through a Pasteur pipette (outlet diameter 2 mm) within it a strip of filter paper containing the volatile compound under evaluation, and the mixed air flow passed through the glass nozzle and over the antenna. The surface area of the tested antennal segment was calculated, and the cross-sectional area of the glass nozzle was also calculated. By comparing both areas as a ratio, the amount of compound contacting the surface of the tested antennal segment during each purge could be further estimated. The formula for calculation of the ratio was as follows:
① Calculation of the surface area of the second segment from the tip of the antenna. Assuming that the total surface area of the second segment of the antenna is A1 (in square millimeters), r1 is the radius of the antenna (in millimeters), and l is the length of the antenna segment (in millimeters). The shape of the A. glabripennis antennal could be treated as cylindrical, so the antenna surface area could be calculated: A1=2πr1l.
② Calculation of the cross-sectional area of the glass nozzle (odour blow out). Assuming that the radius of the glass tube is r2, and the cross-sectional area of the odour diffusion is A2, the area can be expressed as A2 = πr22.
③ Calculation of the ratio of the antennal segment to the cross-sectional area of the odour diffusion. R=A1/A2.

2.2.4. Quantification of the Number of Sensilla on an A. glabripennis Antenna

Antennae were carefully removed from the base of the antennal fossa with forceps under a microscope. After a series of standard scanning electron microscopy (SEM) treatments and observation, the morphological characteristics, types and distribution of different sensilla were recorded under Phenom SEM 22. The working voltage of the electron microscope was 10.0 kV. The antenal sensilla were identified 23, and the number of sensilla trichodea and sensilla basiconica on antennal segments were counted.

2.3. Estimation of the Minimum Number of Molecules Necessary to Trigger the EAG Response in A. glabripennis

From the EAG dose-response equation, we defined a minimum dose and then calculated the minimum potential value for each chemical that was necessary to trigger the antennal response. The number of molecules released by a purge at the minimum dose was calculated using the equation obtained above for the ‘amount of compound released from each filter paper strip in a single purge’ and then the minimum number of molecules reaching the antenna could be calculated from the results for ‘the ratio of chemical contact surface area of the tested antennal segment to odour delivery opening in a single purge’.
The ratio of sensilla number on the tested antennal segment to the total number of sensilla on the entire antenna was used to calculate the minimum number of molecules present (after certain durations) in the air to trigger the response of entire antennae of A. glabripennis. This could be calculated by the equation s/S = T / t. Where s refers to the number of sensilla on the second segment, S refers to the number of sensilla on an entire antenna, T refers to the number of molecules required to elicit an electrophysiological response in the whole antenna, and t refers to the number of molecules swept onto (or absorbing by) the tested second segment.

2.4. Statistical Analysis

EAG response data used in analyses were the average of the sample EAG measurements minus the control measurements. EAGs of compounds were analyzed by one-way ANOVA followed by Duncan’s method for multiple comparisons to determine variability. Data for different numbers of purges and quantities of compound released were analyzed by descriptive statistical analysis.
The morphology and distribution of antennal sensilla were recorded, and all sensilla counted for both sexes. The types of antennal sensilla were mainly classified using the nomenclature system of Schneider 24 and Zacharuk 25,26. Three antennae were investigated for males and for females. Data were statistically analyzed and the results were expressed as mean ± standard error (SE).
Data were analyzed using IBM SPSS Statistics 26.0 software and plotted using Origin.

3. Results

3.1. Adult EAG Responses to Eight Volatiles

EAG responses of female and male A. glabripennis to eight volatiles at five concentrations of 1 ng/μl, 10 ng/μl, 100 ng/μl, 1 μg/μl and 10 μg/μl were calculated and analyzed. The mean values for EAG responses of female and male ALB to eight volatiles were positively correlated with concentration, and different equations were fitted, as shown in Table 1.

3.2. Quantity of Compound Released from Filter Papers

Standard curve equations of the eight compounds are shown in Table 2, where Y represents the compound concentration and X represents the chromatographic peak area.
The eight compounds released from the filter papers after different numbers of purges were collected by SPME and analyzed by GC. The quantities of released compound showed a linear increasing trend as purge number increased (Table 3).
According to the equations in Table 3, how much of the compound released by one purge was obtained. Based on the molar mass, the number of molecules released by one purge from 1 μL of the pure compound on a filter paper strip was calculated, and the results are shown in Table 4. The mean number of molecules released in one purge from a compound (20 μL, 50 μg/μL) on the filter paper carrier was obtained by purging on the strip three times, and the results are also shown in Table 4.

3.3. Estimation of Minimum Values

3.3.1. Calculation of the EAG value triggered by 0.01 ng/μL of compound.

If we set the concentration (X) of the equation in Table 1 as 0.01 ng/μL, then the corresponding potential value of the compound perceived by A. glabripennis antennae in the EAG experiment could be calculated, as shown in Table 5. This indicated that the sensitivity of antennae of A. glabripennis depended on the compound tested, and almost all values were over 0.01 mV.

3.3.2. Calculation of the Compound Dose Corresponding to a 0.01 mV Potential Response Value

If we assume that the minimum potential value that can be perceived by A. glabripennis antennae in an EAG experiment is 0.01 mV, according to the equation in Table 1, then the corresponding concentrations of different compounds can be calculated, as seen in Table 6.

3.4. Surface area of the Tested Antennal Segment in EAG Setup

We measured the diameter and length of the second segment (from tip) of five male and five female antennae. The second segment of male antennae had mean diameters of 0.5±0.02 mm (Standard error, SE), length of 4±0.16 mm (SE) and surface area of 6.28±0.45 mm2. The second segment of female antennae had mean diameters of 0.48±0.02 mm (Standard error, SE), length of 2.96±0.11 mm (SE) and surface area of 4.46±0.22 mm2.

3.5. Number of Molecules Reaching the Tested Antennal Segment at a Concentration of 0.01 ng/μL or Stimulating the Potential Value of 0.01 mV

Results showed that the radius of the glass nozzle (cross-section of odour diffusion opening) was 3 mm so that the cross-section area of odour diffusion was approximately 28.26 mm2. According to this result and the surface area of tested antennal segments, the ratio of the cross-section of the odour diffusion to the male antenna surface was calculated as 4.50:1 and to the surface area of the female antenna as 6.34:1.
If we set the chemical concentration at 0.01 ng/μL (adding 20 μL on the filter paper strip), the numbers of molecules of tested chemicals reaching the antennal segment in EAG could be calculated and seen in Table 7. If we set the potential value as 0.01 mV or at the potential value of 0.01 mV, the number of molecules of tested chemicals reaching the antennal segment in EAG are also shown in Table 7.

3.6. Number of Antennal Sensilla

Observations of adult antennae by SEM revealed that the two main types of sensilla that served as chemoreceptors were distributed on the antennae of A. glabripennis adults: trichodea sensilla (t) and basiconic sensilla (b). We took photos of the entire female and male antennae, as well as their eighth flagellomere (Sugglement Fig. 3). The number of these two types of sensilla are shown in Table 8. The total number of trichodea sensilla and basiconic sensilla on the second segment of the male antenna (flagellum 8) was 502±22. The total number of trichodea sensilla and basiconic sensilla on the second segment of the female antenna (flagellum 8) was 467±27.
Calculations showed that the ratio of the number of sensilla on the second segment of male antennae to the number of sensilla on the entire antenna was 502/3416 ≈ 14.70%. The ratio of the number of sensilla on the second segment of female antennae to the number of sensilla on the entire antenna was 467/3252 ≈14.36%.

3.7. Number of Molecules Required to Trigger an Electrophysiological Response in the Entire Antenna

If the number of molecules necessary to trigger a response in the tested antennal segment is equal to that of the whole insect antenna, then the number of molecules flowing past the whole antenna over a certain period could be reduced, since the total number of sensilla on the entire antenna is larger than that on the second antennal segment alone, if all sensilla are triggered. Therefore, the number of molecules required to elicit an electrophysiological response in both entire antennae (two) at the concentration of 0.01 ng/μL could be calculated and is shown in Table 9. At a potentiometric response value of 0.01 mV, the number of molecules causing the reaction is also calculated and shown in Table 9.

4. Discussion

Antennae are the main sensory organs of insects, and insect chemoreceptors are largely distributed on the antennae, and play a key role in insect behaviour including courtship, host recognition and localization 27. Most olfactory receptors distributed on the antennae enable detection of chemicals with high sensitivity and selectivity. Multiple morphological and physiological types of olfactory receptors are present on insect antennae, each of which contains one or more olfactory receptor neurons (ORNs) involved in olfactory perception. The response of ORNs to these chemical signals can be monitored by electrophysiological techniques such as EAG and single-sensilla recording (SSR) 28,29.
In our experiments, we evaluated EAG responses of ALB to eight host plant volatiles at five concentrations. Thresholds relating to the quantity of chemicals present are physiologically important in insect perception 30, and thresholds for chemical doses were calculated by fitting a dose-response curve and equations. Thresholds of chemical doses may be related to the chemical nature of the compound, volatility and sensitivity of the receptors. At the same time, the value that can be detected by the EAG may be much higher than the actual level perceived by insect antennae in nature 31. When air carries odour molecules and forms irregular eddy diffusion patterns, insects perceive these odours through their olfactory organs and thus communicate or respond behaviorally 32. When calculating the contact area of the tested antennae, we used the full surface area of the antennal segment, because when the chemical was blown towards the antenna, the gas flow produced complex aerodynamics on the surface, including formation of vortex phenomena. Therefore, the contact area was an estimated value.
Plant volatiles play a crucial role in orienting insects to host plants by releasing specific chemicals that send signals directing insects to suitable plants for breeding or foraging 33,34. Filter paper strips are commonly used carriers in EAG studies. In this study, by purging air over the filter, we could release known quantities of eight volatiles in a single purge. In this blowing adsorption experiment, we firstly used Tenax adsorbent to trap volatiles, but it turned out to be difficult to adsorb the trace volatiles to do the quantity analysis in GC, so we used solid-phase microextraction adsorption techniques. Certainly, there are drawbacks by using SPME to conduct chemical quantification, but in our experimental set, the very thin output of Pasteur pipette can guarantee most of volatile were absorbed by the SPME. Based on the quantification result, the number of molecules released in a single purge was obtained. Our results on the number of molecules reaching the antennal surface are convincing, because the surface of ALB antennae are rough and densely packed with a large number of densely distributed sensilla that amplify the effective contact area. When volatile molecules diffuse onto the antennal surface, the sensilla act as molecular capture sites, efficiently trapping passing molecules and increasing their attachment rate. Our results provide an important reference for further researches on detecting the volatile limits in natural environments 35.
In the EAG experiment, 20 µL of different concentrations of the chemical solution were added dropwise to the filter paper strip to form a circle with an area of approximately 2.54 cm2. To determine the number of molecules released in one purge from the loaded filter paper strip, 1 µL of the pure compound (about 1000 μg) was added dropwise to the strip in a circular area of 0.38 cm2, so the volume of the solution affected the diffusion area. Usually, a larger diffusion area releases more molecules of the compound in a single purge. To decrease release rate errors from different diffusion areas between 1 μL and 20 μL, we calculated the amount released from 20 μL of 50 μg/μL (about 1000 μg) of tested chemicals (Table 4). Since the data in two columns were not very different, we could logically calculate the release quantity of the minimum concentrations at a volume of 20 μL.
When the parameter K in the fitted equation is small and the intercept parameter b is large, the initial release of the volatiles from filter paper strips is relatively large according to the model (Table 3), for example, (E)-2-hexenal. This indicated that the first purge of air can release a large quantity of the chemical on filter paper strips at the initial stage of the experiment, and then the amount of chemical collected increased at a relatively stable rate as the purges continued.
Minimum potential detection values calculated (Table 5) provide a reference for improving detection sensitivity of future EAG apparatuses. In order to detect low doses of active chemicals, future EAG settings need to be more sensitive, including the use of high sensitivity amplifiers or improved electrode materials, which may help to capture small fluctuations. At the same time, noise suppression capability is also crucial; the use of higher quality shielding materials and improved signal processing algorithms may improve the signal-to-noise ratio.
The number of molecules required to trigger entire antennae to respond (Table 9) were less for (Z)-3-hexenol, (Z)-3-hexenyl acetate and β-caryophyllene compared with other compounds, suggesting that these three compounds were more efficient in activating the antennal response. However, their specific biological function and relative effectiveness needs to be further investigated for use in the behavioral control of A. glabripennis.

5. Conclusions

The minimum quantities of molecules, or molecular flow, evoking EAG responses in A. glabripennis antennae were estimated for eight host plant volatiles. These results are a prerequisite for understanding response initiation in A. glabripennis adults when searching for host trees in the field.

Author Contributions

Conceptualization, R.Z. and J.R.-W.; Data curation, R.Z. ; Formal analysis , R.Z. ; Methodology, R.Z., D.D.-C., H.L.-H. and J.R.-W. ; Visualization, R.Z., H.Q.-S. and J.M.-S; Validation, R.Z. ; Writing-original draft, R.Z., H.Q.-S. and J.M.-S; Methods, Y.B.-J.; Data analysis, Y.B.-J.; Writing-review & editing, D.D.-C. and J.R.-W.; Funding acquisition, J.R.-W. ; Project administration, J.R.-W. ; Supervision, J.R.-W. and H.L.-H.

Data Availability Statement

All relevant datasets are available upon request.

Acknowledgements

This research was funded by the National Natural Science Foundation of China (NSFC: 32171798).

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Table 1. Equations of compounds and EAG response.
Table 1. Equations of compounds and EAG response.
Chemicals Female Male
(Z)-3-Hexenol Y=0.266×X0.162 Y=0.190×X0.169
(Z)-3-Hexenyl Acetate Y=0.256×X0.189 Y=0.225×X0.137
(E)-2-Hexenal Y=0.417×X0.263 Y=0.184×X0.398
1-Hexanol Y=0.365×X0.282 Y=0.214×X0.409
β-caryophyllene Y=0.176×X0.136 Y=0.117×X0.140
Salicylaldehyde Y=0.160×X0.206 Y=0.113×X0.162
Hexyl acetate Y=0.300×X0.210 Y=0.140×X0.360
3-Carene Y=0.132×X0.178 Y=0.117×X0.190
Note: Y represents EAG response value (mv); X represents concentration (μg/μl).
Table 2. Standard curve equations for quantitative analysis of eight compounds.
Table 2. Standard curve equations for quantitative analysis of eight compounds.
Chemicals Regression equation Correlation coefficient
(E)-2-Hexenal Y=0.0002X+1.269 0.987
Hexyl acetate Y=0.0003X-0.194 0.995
(Z)-3-Hexenyl Acetate Y=0.0003X+0.635 0.998
1-Hexanol Y=0.0002X+0.541 0.983
(Z)-3-Hexenol Y=0.0003X+0.988 0.999
β-caryophyllene Y=0.0002X+0.090 0.999
Salicylaldehyde Y=0.0002X+1.648 0.991
3-Carene Y=0.0002X+0.909 0.999
Table 3. Quantities of different purge numbers of pure compound (1 μL) released from filter paper strip.
Table 3. Quantities of different purge numbers of pure compound (1 μL) released from filter paper strip.
Chemicals Simultaneous equations
(Z)-3-Hexenol Y=2.290+1.502X
(Z)-3-Hexenyl Acetate Y=-1.947+3.684X
(E)-2-Hexenal Y=11.043+0.964X
1-Hexanol Y=1.467+1.196X
β-caryophyllene Y=0.046×X1.780
Salicylaldehyde Y=0.166+1.329X
Hexyl acetate Y=-2.112+2.986X
3-Carene Y=6.670+2.441X
Note: Y represents the mass (μg); X represents the number of purges.
Table 4. Number of molecules released from the filter paper strip in a single purge.
Table 4. Number of molecules released from the filter paper strip in a single purge.
Chemicals Number of molecules (1 μL pure compound) Number of molecules
(20 μL, 50 μg/μL)
(Z)-3-Hexenol 2.28×1016 2.75×1016
(Z)-3-Hexenyl Acetate 7.35×1015 1.57×1016
(E)-2-Hexenal 7.36×1016 3.33×1016
1-Hexanol 1.57×1016 1.92×1016
β-caryophyllene 1.35×1014 8.33×1014
Salicylaldehyde 7.37×1015 7.70×1015
Hexyl acetate 3.65×1015 1.22×1016
3-Carene 4.03×1016 2.21×1016
Table 5. Electrical potential values (mV) triggered by active compounds at a concentration of 0.01 ng/μL in antennae of Anoplophora glabripennis adults.
Table 5. Electrical potential values (mV) triggered by active compounds at a concentration of 0.01 ng/μL in antennae of Anoplophora glabripennis adults.
Compounds Female Male
(Z)-3-hexenol 0.041 0.027
(Z)-3-hexenol acetate 0.029 0.046
(E)-2-hexenal 0.020 0.002
1-hexanol 0.014 0.002
β-caryophyllene 0.037 0.023
salicylaldehyde 0.015 0.018
hexyl acetate 0.027 0.002
3-carene 0.017 0.013
Table 6. Concentrations of different chemicals that trigger 0.01 mV EAG in Anoplophora glabripennis adults.
Table 6. Concentrations of different chemicals that trigger 0.01 mV EAG in Anoplophora glabripennis adults.
Chemicals Female Male
(Z)-3-Hexenol 1.60×10-9 2.71×10-8
(Z)-3-Hexenyl Acetate 3.54×10-8 1.35×10-10
(E)-2-Hexenal 6.91×10-7 6.64×10-4
1-Hexanol 2.88×10-6 5.59×10-4
β-caryophyllene 6.95×10-10 2.34×10-8
Salicylaldehyde 1.43×10-6 3.16×10-7
Hexyl acetate 9.25×10-8 6.55×10-4
3-Carene 5.07×10-7 2.50×10-6
Table 7. Number of molecules reaching the antennal segment in the EAG.
Table 7. Number of molecules reaching the antennal segment in the EAG.
Chemicals 0.01 ng/μL concentration 0.01 mV potential value
Female Male Female Male
(Z)-3-Hexenol 8.68×108 1.22×109 1.39×105 3.31×106
(Z)-3-Hexenyl Acetate 4.95×108 6.98×108 1.75×106 9.42×103
(E)-2-Hexenal 1.05×109 1.48×109 7.26×107 9.83×1010
1-Hexanol 6.06×108 8.53×108 1.74×108 4.77×1010
β-caryophyllene 2.63×107 3.70×107 1.83×103 8.66×104
Salicylaldehyde 2.43×108 3.42×108 3.47×107 1.08×107
Hexyl acetate 3.85×108 5.42×108 3.56×106 3.55×1010
3-Carene 6.97×108 9.82×108 3.53×107 2.46×108
Table 8. Number (mean ± SE) of sensilla on the antennae of female and male Anoplophora glabripennis.
Table 8. Number (mean ± SE) of sensilla on the antennae of female and male Anoplophora glabripennis.
Type of sensilla Gender Scape Pedicel Flagellomeres Total number
1 2 3 4 5 6 7 8 9
t female 0±0 13±0 103±10 111±10 64±3 58±4 52±7 42±1 48±2 43±3 94±8 628±48
b female 0±0 0±0 28±0 288±19 188±20 312±26 427±33 242±14 269±17 424±24 446±30 2624±183
t male 14±0 28±0 164±11 83±2 85±8 67±11 63±8 71±9 61±2 68±6 99±10 803±67
b male 0±0 0±0 27±0 174±16 296±26 225±16 324±29 294±37 450±36 434±16 389±25 2613±201
Note: t, mean number trichodea sensilla; b, mean number basiconic sensilla.
Table 9. The minimum number of molecules needed to trigger a response in entire antennae of A. glabripennis.
Table 9. The minimum number of molecules needed to trigger a response in entire antennae of A. glabripennis.
Chemicals 0.01 ng/μL concentration 0.01 mV potential value
Female Male Female Male
(Z)-3-Hexenol 2.49×108 3.59×108 3.99×104 9.73×105
(Z)-3-Hexenyl Acetate 1.42×108 2.05×108 5.03×105 2.77×103
(E)-2-Hexenal 3.02×108 4.35×108 2.09×107 2.89×1010
1-Hexanol 1.74×108 2.51×108 5.00×107 1.40×1010
β-caryophyllene 7.55×106 1.09×107 5.26×102 2.55×104
Salicylaldehyde 6.98×107 1.01×108 9.97×106 3.18×106
Hexyl acetate 1.11×108 1.59×108 1.02×106 1.04×1010
3-Carene 2.00×108 2.89×108 1.01×107 7.23×107
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