This study was conducted in accordance with the Guidelines for Ethical Review of Welfare of Laboratory Animals (GB/T 35892-2018) and the Guiding Opinions on the Humane Treatment of Laboratory Animals. All animal procedures were approved by the Experimental Animal Ethics Committee of Chengdu University of Traditional Chinese Medicine (Approval No. TCM-09-315).
Experimental animals and housing
Specific pathogen-free (SPF) Kunming mice (20~25 g, male/female = 1:1) and SPF Sprague-Dawley (SD) rats (180~200 g) were used. Animals were housed under controlled conditions: a 12 h light/dark cycle, a temperature of 23 ± 2 °C, and a humidity of 60% ± 5%, with free access to food and water. To comprehensively evaluate the analgesic and anti-inflammatory profile of XJCA, a battery of in vivo mouse models was employed. The hot plate test assessed centrally mediated pain threshold; the formalin test distinguished between neurogenic (Phase I) and inflammatory pain (Phase II); the xylene-induced ear edema test evaluated acute anti-inflammatory activity; and the acetic acid-induced writhing test modeled visceral inflammatory pain. Note that XJCA is a ready-to-use film-forming gel. No additional preparation is required prior to application.
Effect of application area on analgesic and anti-inflammatory efficacy
SPF Kunming mice were randomly divided into 4 groups (male/female = 1:1): normal control group (NC), XJCA small-area (1×1 cm, 1 cm2) group (XJCASAAG), XJCA medium-area (1×2 cm, 2 cm2) group (XJCAMAAG), and XJCA large-area (1.5×2 cm, 3 cm2) group (XJCALAAG). XJCA was applied at 0.015 g/cm2 (0.15 mL per mouse) for 7 consecutive days. The NC group received normal saline in the same manner. At 120 min after the last administration, analgesic efficacy was evaluated using the hot-plate and formalin tests.
For the hot plate test, mice were pre-screened by placing them on a constant-temperature hot plate maintained at 55 ± 0.5 °C. Paw withdrawal latency (PWL) was recorded, and only mice with baseline PWL between 5 and 30 s were selected (n = 40, male/female = 1:1). After 7 days of treatment, PWL was measured at 30 min intervals 3 times, and the average value was recorded. A cutoff time of 60 s was applied to prevent tissue damage.
In the formalin test (n = 40, male/female = 1:1), after 7 days of treatment, 1% formalin (1 mL/kg) was subcutaneously injected into the right hind paw. Immediately after injection, mice were placed in individual observation chambers. Pain-related behaviors (licking, lifting, and escaping) were recorded during Phase I (0–10 min, neurogenic pain) and Phase II (15–30 min, inflammatory pain). Successful injection was confirmed by visible swelling of the paw.
Time-dependent analgesic and anti-inflammatory efficacy evaluation
One hundred twenty SPF Kunming mice were randomly divided into three groups (n = 10 per time point, male/female = 1:1): a model control (MC) group, an XJCALAAG (1.5×2 cm, 3 cm2) group, and a Diclofenac Diethylamine Emulgel (DDE) positive control group. The XJCA (0.015 g/cm2, 0.15 mL/mouse) and DDE (0.016 g/cm2, 0.15 mL/mouse) were applied for 7 consecutive days, while the MC group received normal saline. At 2, 4, 6, and 8 h after the last administration, both the xylene-induced ear edema test and the acetic acid-induced writhing test were conducted.
In the xylene-induced ear edema test, 30 µL of xylene was applied to both sides of the right ear (the MC group received normal saline), and after 60 min, mice were anesthetized with pentobarbital sodium (30 mg/kg, i.p.) and sacrificed; ear discs (8 mm diameter) were then punched and weighed. The ear edema degree was calculated as the right ear disc weight minus the left ear disc weight, and the edema inhibition rate was determined as [(MC group edema degree – treatment group edema degree) / MC group edema degree] × 100%. A circular ear punch (8 mm diameter) was taken from the same position on both left and right auricles, and the ear tissue was weighed using an electronic balance.
In the acetic acid-induced writhing test, 0.6% acetic acid solution (0.1 mL /10 g) was injected intraperitoneally, and writhing response times (hindlimb extension, abdominal contraction, and trunk twist) were recorded within 20 min. Immediately after acetic acid injection, mice were placed in individual observation cages. Writhing inhibition rate was calculated according to the following formula: [(writhing times in the MC group – writhing times in the treatment group)/writhing times in the MC group]×100%.
Comparison of local vs. systemic analgesic efficacy
To dissociate locally restricted analgesia from effects arising from transdermal absorption and systemic distribution, we conceptualized two administration regimens with clear operational definitions. Local effect refers to the action of the drug at a site localized to tissues immediately beneath or adjacent to the application site, with little contribution from the circulating drug. Systemic effect, on the other hand, refers to analgesia mediated by a drug that has entered the blood and acts at central or peripheral sites remote from the application site. We directly tested the hypothesis that increasing the area of application leads to greater systemic uptake of the drug and, hence, produces analgesic effects greater than those due to local action alone, by keeping the dose per unit area constant while varying the total treated area. This design enables quantification of how the spatial scale of exposure determines systemic bioavailability and the resultant contribution of systemically mediated effects.
Thirty SPF Kunming mice (with PWL of 5~30 s in the hot plate test) were randomly divided into 3 groups (n = 10 per group, male/female = 1:1): NC group, topical medication group (TMG), and systemic medication group (SMG). XJCA was administered at a fixed dose of 0.015 g/cm2, with a volume of 0.15 mL, for 7 consecutive days.
For the TMG, the formulation was applied to a localized area of the hindlimb skin. For the SMG, to simulate increased systemic absorption, the formulation was applied to a combined area including both hindlimbs and the back skin, while maintaining the same dose per unit area (0.015 g/cm2). This design ensured that the total amount of XJCA applied to the SMG group was proportionally higher than that of the TMG group, facilitating greater potential for transdermal absorption into the systemic circulation. At 120 min after the last administration, PWL was measured by the hot plate test (3 times at 30 min intervals, average value recorded). By comparing TMG (local effect predominant) and SMG (local + systemic effect), we could dissect the contribution of systemic drug distribution to overall analgesia.
In vitro transdermal absorption study
The study utilized Franz diffusion cells with an effective diffusion area of 1.76625 cm2. The Franz diffusion cell is the gold standard for assessing percutaneous absorption. The system consists of a donor compartment (containing the test formulation), a receptor compartment (filled with physiological buffer), and excised skin mounted between them. Drug molecules diffuse through the skin into the receptor solution, and samples are collected over time to quantify permeation kinetics. Abdominal skin excised from SD rats anesthetized with pentobarbital sodium (30 mg/kg, i.p.) was carefully prepared by removing subcutaneous fat, rinsed with normal saline, and soaked in normal saline for 24 h. It is vital to protect the integrity of the stratum corneum. Do not stretch, fold, or touch the surface of the epidermis. The skin's permeability is greatly affected by its hydration status. The hydration time yields reproducible results.
The prepared skin was mounted between the donor and receptor compartments, with the stratum corneum facing the donor compartment. The donor side received 200 µL of XJCA (equivalent to 0.06 g of crude drug), while the receptor compartment was filled with 15 mL of receiving solution (30% ethanol:70% PBS, degassed by sonication for 15 min), maintained at 32 ± 0.5 °C under continuous magnetic stirring at 350 r·min⁻1. The receiving solution should be degassed by sonication for 15 min before use to prevent bubble formation during the experiment.
One mL samples were collected from the receptor compartment at 2, 4, 6, 8, 10, 12, 20, and 24 h, each time replenished with an equal volume of pre-warmed (32 °C) fresh receiving solution.
Note: The replacement solution must be at the same temperature to avoid temperature fluctuations that could affect diffusion kinetics. The collected samples were filtered through 0.22 µm microporous membranes and subsequently analyzed by UPLC-MS/MS within 24 h. Due to aconitine's instability, samples should be analyzed within 24 h of collection, or stabilizers should be added. If immediate analysis is not possible, aliquot the samples and store them at -80 °C, but validate their stability under these conditions before proceeding.
UPLC-MS/MS conditions
Chromatographic analysis was performed by using an Agilent ZORBAX SB-C18 column (2.1 × 100 mm, 1.8 µm) maintained at 40 °C, with a flow rate of 0.3 mL/min and an injection volume of 2 µL. The mobile phase consisted of acetonitrile (A) and 0.1 mol/L ammonium acetate solution containing 0.5 mL/L glacial acetic acid (B), using the following gradient program: 0–5 min (26%–45% A), 5–7 min (45%–74% A), 7–10.1 min (74%–90% A), 10.1–12 min (90% A), 12–12.1 min (90%–26% A), and 12.1–15 min (26% A).
Mass spectrometric detection was carried out with an electrospray ionization (ESI) source in positive ion mode under the following settings: drying gas temperature 500 °C, drying gas flow 5 L/min, nebulizer pressure 50 psi, sheath gas temperature 500 °C, sheath gas flow 11 L/min, capillary voltage 5500 V, and data acquisition in multiple reaction monitoring (MRM) mode. The MRM transitions and parameters were set as follows: aconitine (m/z 646.6→586.4, dwell time 100 ms, DP 102.930 V, CE 49.810 V) and benzoylaconine (m/z 604.4→105.1, dwell time 100 ms, DP 105.120 V, CE 74.270 V).
Method validation and data analysis
Method validation was conducted by assessing specificity, linearity, precision, stability, and repeatability. Specificity was verified by analyzing blank receiving solution, standard solution, and sample solution to confirm the absence of interference from endogenous substances. For linearity, standard curves were constructed by plotting peak area against concentration using the least squares regression method. Precision was evaluated through both intra-day (6 replicates) and inter-day (2 replicates over 3 days) assays using a 50 ng/mL standard solution, expressed as the relative standard deviation (RSD) of peak areas. Stability was assessed by determining the peak area RSD of sample solutions at 0, 2, 4, 6, 8, 12, 16, 18, and 24 h. Repeatability was confirmed by measuring the peak area RSD from six parallel sample preparations. The standard stock solutions were prepared by accurately weighing 2.5 mg each of benzoylaconine and aconitine, then dissolving them in an isopropanol:dichloromethane (1:1) mixture to achieve a final concentration of 25 µg/mL. For the test solution, an appropriate amount of the sample was transferred to a centrifuge tube and subjected to high-speed centrifugation at 12,000 x g for 5 min, after which the supernatant was collected for analysis.
The cumulative permeation amount (Qn, ng/cm2) at each time point was calculated using the following formula:
Qn = [(Cn × V + ΣCi × Vi) / A]
Where:
Qn: Cumulative permeation amount at the nth sampling time (ng/cm2).
Cn: Concentration of the drug in the receiving solution at the nth sampling time (ng/mL).
Ci: Concentration of the drug in the receiving solution at the ith sampling time (ng/mL).
V: Volume of the receiving solution (15 mL).
Vi: Sampling volume at each time point (1 mL).
A: Effective diffusion area of the Franz diffusion cell (1.76625 cm2).
The cumulative permeation amount-time (Q-t) curve was plotted with Qn as the ordinate and time (t, h) as the abscissa. The linear part of the Q-t curve was subjected to linear regression, and the slope of the regression equation was taken as the steady-state transdermal flux (Js, ng/cm2/h).
The Q-t curve was fitted to the zero-order model (Q = kt + b), first-order model (ln(Qmax - Q) = -kt + lnQmax), and Higuchi model (Q = kt1/2 + b), where Qmax is the maximum cumulative permeation amount, k is the rate constant, and b is the intercept. The fit was evaluated using the correlation coefficient (R2), with a higher R2 indicating a better fit.
Statistical analysis
The individual-animal raw data for all in vivo behavioral tests and the raw UPLC-MS/MS chromatographic data for the in vitro permeation study are provided as Supplementary Files 1 and 2, respectively. All experimental data were presented as mean ± standard deviation (x̄ ± SD). The statistical analysis was performed using GraphPad Prism 9.0. One-way analysis of variance (ANOVA) followed by Dunnett’s multiple-comparison test was used to compare group differences. p < 0.05 was considered statistically significant.