Rapid and simultaneous analysis of five free anthraquinone contents in rhubarb during the stir-frying with rice wine process by near infrared reflectance spectroscopy
Xingyi Chen1, Jintao Xue2, Weiying Wang1, Bihua Ma1, Guo Huang3, Yu Chen4, Liming Ye1
1 Department of Pharmaceutical Analysis, West China School of Pharmacy, Sichuan University, Sichuan, China
2 Department of TCM, School of Pharmacy, Xinxiang Medical University, Henan, China
3 Department of Application, Sichuan Vspec Technologies Co., Ltd., Sichuan, China
4 Department of Pharmacy, West China Hospital, Sichuan University, Sichuan, China
|Date of Submission||10-Nov-2018|
|Date of Decision||17-Dec-2018|
|Date of Web Publication||16-May-2019|
West China School of Pharmacy, Sichuan University, No. 17 People's South Road, Chengdu 610041, Sichuan
Source of Support: None, Conflict of Interest: None
| Abstract|| |
Background: The active ingredients of Traditional Chinese Medicines (TCMs) vary greatly with the degree of stir-frying; so, rapid analysis of the active content is very important for the processing of TCMs. Objective: In this study, near infrared reflectance (NIR) spectroscopy was used to develop a new method for the rapid online analysis of five free anthraquinones (aloe-emodin, rhein, emodin, chrysophanol, and physcion) during the stir-frying process for rhubarb. Materials and Methods: With partial least-squares (PLSs) and artificial neural networks (ANN) regression, calibration models were generated based on five free anthraquinone contents, as measured by high-performance liquid chromatography. Results: The results indicated that the 2 types of models were robust, accurate, and repeatable for five free anthraquinones. Moreover, PLS as the linear model was more suitable for developing the NIR models of the five free anthraquinones than ANN. The performance of the optimal models was achieved as follows: the coefficient of determination for prediction (R2pre) for aloe-emodin, rhein, emodin, chrysophanol, and physcion was 0.9161, 0.9699, 0.9655, 0.9611, and 0.9724, respectively; the root mean square error of prediction was 0.0251, 0.0445, 0.3333, 0.0862, and 0.0211, respectively. Conclusion: The established NIR models could apply to determine the content of five free anthraquinones in rhubarb. This work demonstrated that NIR may be an effective online analysis method to reflect the quality of TCM industrial manufacturing processes.
Keywords: Artificial neural network, anthraquinones, near infrared reflectance spectroscopy, partial least squares, rhubarb
|How to cite this article:|
Chen X, Xue J, Wang W, Ma B, Huang G, Chen Y, Ye L. Rapid and simultaneous analysis of five free anthraquinone contents in rhubarb during the stir-frying with rice wine process by near infrared reflectance spectroscopy. Phcog Mag 2019;15:479-86
|How to cite this URL:|
Chen X, Xue J, Wang W, Ma B, Huang G, Chen Y, Ye L. Rapid and simultaneous analysis of five free anthraquinone contents in rhubarb during the stir-frying with rice wine process by near infrared reflectance spectroscopy. Phcog Mag [serial online] 2019 [cited 2021 May 9];15:479-86. Available from: http://www.phcog.com/text.asp?2019/15/63/479/258394
- Near infrared reflectance (NIR) spectroscopy was used to develop a method for rapid online analysis of free anthraquinones in rhubarb
- With partial least-square and artificial neural networkregression, calibration models of NIR were generated based on five free anthraquinone contents measured by high-performance liquid chromatography
- The 2 calibration models were robust, accurate, and repeatable. NIR may be an effective online analysis method to reflect the quality of the Traditional Chinese Medicine industrial manufacturing process.
Abbreviations used: ANN: Artificial neural networks; COE: Constant offset elimination; D: Dimension; FDA: U. S. Food and Drug Administration; FT-NIR: Fourier transform near infrared reflectance; HPLC: High-performance liquid chromatography; LC-MS: Liquid chromatography-mass spectrometry; MLPs: Multilayer perceptrons; MMN: Min/Max normalization; MSC: Multiplicative scatter correction; MSE: Mean square error; NIR: Near infrared reflectance; OE: Offset elimination; PAT: Process analytical technology; PCA: Principal components analysis; PLS: Partial least squares; R2cal: Correlation coefficient of the calibration set; R2pre: Coefficient of determination for prediction; RMSECV: Root mean square error of cross-validation; RMSEP: The root mean square errors of prediction; SD: Standards deviation; SLS: Straight line subtraction; SNV: Standard normal variate transformation; TCM: Traditional Chinese medicine; 1st D: First derivative; 2nd D: Second derivative.
| Introduction|| |
According to the ICH Q8, it is not recommended that the quality of drugs is assured by testing, but by design and production. The US Food and Drug Administration also advocated the use of process analytical technology (PAT) to improve pharmaceutical manufacturing and assure the quality of pharmaceutical production, which provided a reference for Traditional Chinese Medicine (TCM) production., In TCM production, one of the most urgent problems is uniform product quality. The current method for identifying the degree of processing is mostly based on appearance, which is not only subjective but also cannot reflect the content changes accurately. One of the reasons TCMs has not gained acceptance in overseas markets is the inconsistent quality of TCM.
As an attractive PAT tool, near infrared reflectance (NIR) spectroscopy has been widely used in chemical and biological drug production. In recent years, the technology has also been introduced into TCM industries, including raw materials ,, and process monitoring.,, In process monitoring, the most common methods of quantitative analysis are high-performance liquid chromatography (HPLC) and liquid chromatography mass spectrometry (LC-MS). However, online analysis is not ideal for controlling TCM processing production, as it requires tedious sample preparation, time-consuming sample analysis, and large amounts of solvent. NIR is a rapid analytical technique that can produce a spectrum in a few seconds. The most significant advantage of this technique is the nondestructive character of the analysis: a sample can be analyzed without or with only little sample preparation, maintaining the integrity of samples and saving preprocessing time. It is even possible to measure packaged samples through the package material. Moreover, compared to HPLC and LC-MS, NIR spectra provide more physical and chemical information. The above advantages show that NIR is an ideal PAT tool.
NIR absorbance peaks were relatively weak and highly overlapping; so, extracting effective information from NIR spectra and optimizing the raw spectrum data are essential for establishing an ideal model in NIR. Many multivariate data analysis methods have been used for developing NIR mathematical models, such as partial least-squares (PLS), artificial neural networks (ANN), multiple linear regression, and principal component analysis.,,, Among these methods, PLS and ANN were the main study methods.
Rhubarb is a component in TCMs that are widely used for cathartic, antidotal, and febrifugal purposes., Rhubarb, a species from Polygonacea in the genus Rheum, was identified as the dried rhizome and root of Rheum plamatum L., Rheum tanguticum Maxim. ex Balf., and Rheum officinale Baill. in Chinese pharmacopoeia. In general, rhubarb must be processed to alleviate its strong laxative effect. At present, stir-frying with rice wine is the most commonly used method in rhubarb processing, in which rhubarb is saturated with rice wine for several hours and stir-fried to dryness.,
At present, the application of NIR in rhubarb focuses on qualitative analysis that could distinguish official and unofficial samples.,, However, they cannot reflect the content of active ingredients in rhubarb concretely. This research mainly reports quantitative analysis with an NIR model in rhubarb. During the stir-frying of rhubarb, the content of free and combined anthraquinones is changed. In this study, the five free anthraquinones (aloe-emodin, rhein, emodin, chrysophanol, and physcion) were chosen as the detection index for stir-frying process. As NIR had shown enormous potential and gained wide acceptance for the analysis of TCM, it is urgent to establish NIR method for the quality analysis of rhubarb.
In this study, six batches of rhubarb collected from different origins were used to develop the NIR models. Two types of modeling were applied: PLS as linear regression and ANN as nonlinear regression. The results indicated that both of them were robust, accurate, and repeatable for online analysis and quality control. Moreover, PLS performed better in the development of NIR models of five free anthraquinones than did ANN. It showed that NIR has great potential in the TCM industrial manufacturing process.
| Materials and Methods|| |
Materials and reagents
Six types of rhubarb were obtained from 4 provinces in China (Sichuan, Gansu, Shaanxi, and Qinghai). Aloe-emodin (purity >98.1% by HPLC), rhein (purity >99.3% by HPLC), emodin (purity >98.7% by HPLC), chrysophanol (purity >99.2% by HPLC), and physcion (purity >99.0% by HPLC) were from the National Institute for Food and Drug Control (Beijing, PR China). Rice wine was purchased from the Kuaijishan Shaoxing Wine Company (Shaoxing, Zhejiang, PR China). HPLC-grade methanol was obtained from Tianjin Kermel Chemical Reagent Company (Tianjing, PR China). Water was purified by an ultrapure water instrument. All other reagents were of analytical grade.
One type of rhubarb was randomly selected from six types to research the main factors affecting the process and the optimum process condition. According to the Chinese Pharmacopoeia (volume II, 2015 edition), stir-frying temperature, rice wine content, and sealed moistening time were chosen as the main research factors for the optimum process conditions. Using the content of total free anthraquinones as a reference, the optimum process conditions were determined using the orthogonal test design of L25 (53) [Table 1]. According to orthogonal test results, the stir-frying temperature, as the single control factor, was used to research the change in rhubarb during the process. Each batch of rhubarb received 7.5% (v/v) rice wine and was sealed for 3 h, and the stir-frying samples were collected at 30°C, 90°C, 110°C, 130°C, 150°C, 170°C, 180°C, 190°C, 200°C, and 210°C, respectively. The temperature of the samples was controlled using a GM320 infrared thermometer (BENETECH Company, Shenzhen, Guangdong, RP China). Therefore, each type of rhubarb contained 3 batches, and each batch contained 10 degrees of stir-frying samples, except that the type of rhubarb used for the orthogonal test had only 2 batches.
All samples were milled into 100-mesh powder and dried in a silica gel desiccator for at least 7 h at room temperature (30°C) until the weight loss was <0.0003 g to ensure that moisture was not an interfering factor.
Near infrared reflectance spectrum collection
NIR spectra were acquired using a QuasIR 3000™ FT-NIR spectrometer (Galaxy Scientific Inc., Nashua, New Hampshire, USA) equipped with a 98mm sample cup and a sample spinner. The NIR spectrometer was operated using eFTIR software (Essential FTIR V3.00.047). The spectra were acquired at a resolution of 8 cm −1 over a wavelength range of 12000–4000 cm −1 with 32 scans per spectrum. The samples were scanned as powders. The dataset consisted of 170 samples, and two spectra were registered per sample [Figure 1]a. The averaged spectrum was used for computations.
|Figure 1: Spectra of different spectral pre-processing methods for PLS and ANN. (a) Raw specta; (b) constant offset elimination; (c) Min/max normalization; (d) MSC; (e) Straight line subtraction; (f) Standard normal variate transformation; (g) 1st D; (h) 2nd D; (i) 1st D + MSC; (j) 1st D + SLS; (k) 1st D + SNV. 1st D: Fist derivative; 2nd D: Second derivative; MSC: Multiplicative scatter correction; SLS: Straight line subtraction; SNV: Standard normal variate transformation; PLS: Partial least square; ANN: Artificial neural network|
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High-performance liquid chromatography reference value collection
According to the Chinese Pharmacopoeia (volume II, 2015 edition), the Agilent 1100 HPLC system (Agilent Technologies Inc., USA) consisting of a UV–Vis detector was used for the quantitative determination of five free anthraquinones. A stir-frying sample was extracted for 1 h with 25 mL of methanol in a round-bottomed flask and filtered, and the subsequent solution was used for determination. Free anthraquinone determination was performed under isocratic conditions, with a mobile phase of methanol – 0.1% phosphorous acid (85:15) at a flow rate of 1 mL/min at 35°C. Separation was performed on a Kromasil C18 column (5 μm, 250 mm × 4.6 mm) and monitored by UV detection (UVD; λ = 254 nm). The injection volume was 10 μL. The identification of five free anthraquinones (aloe-emodin, rhein, emodin, chrysophanol, and physcion) was based on retention time, and quantification was achieved by external standard calibration.
The development of NIR calibration models primarily consists of two types: linear regression which heavily relies on a linear relationship between the reference value and the intensity of the NIR spectra and PLS, which is the most widely used method in this type; another is nonlinear regression and ANN was most widely used to reflect the nonlinear effects.,,, In this study, the linear relationship was established by PLS models with OPUS 7.5 software (Bruker Optik, Ettlingen, Germany). The nonlinear relationship was established by ANN models with NeuroSolutions 7 (Neurodimension Inc., Gainesville, USA). The specific operating process and methods are introduced briefly in [Figure 2].
To obtain the best NIR models, different spectral pretreatments were tested to reduce unwanted variation due to sources not related to the properties of interest. The spectral pretreatment methods of PLS contain 10 methods including constant offset elimination (COE), min/max normalization (MMN), multiplicative scatter correction (MSC), straight line subtraction (SLS), standard normal variate transformation (SNV), fist derivative (1st D), second derivative (2nd D), 1st D + MSC, 1st D + SLS, and 1st D + SNV. These preprocessing methods were investigated to establish the model for five free anthraquinones.
The most widely used spectral preprocessing methods for ANN model were OE, MMN, and SNV. Moreover, all spectra were smoothed using the Savitzky–Golay algorithm first to improve spectral smoothness and reduce the interference of noise. The optimum smooth points were 13.
| Results and Discussion|| |
Optimized method of processing
In accordance with the L25 (53) orthogonal experiment designed for the three factors (stir-frying temperature, rice wine content, and sealed moistening time) and five levels, the optimal process condition was obtained using the content of total free anthraquinones as a reference. As shown in [Table 2], the primary factor and minor factor influencing the content of five free anthraquinones during the stir-frying process were determined by range analysis. R was the level range that reflected the amplitude of the fluctuation test index when the corresponding factor was changed. A larger value of R indicates a greater influence of this factor. The result indicated that the stir-frying temperature was the primary factor, the rice wine content was the second factor, and the sealed moistening time was the last factor. K was the sum of the measuring values at the same level for each factor. A larger value of K indicates a better level. This indicated that the optimized method of processing was A2B2C5. In other words, the optimized methods were adding 7.5% (v/v) rice wine, sealing for 3 h and stir-frying at 210°C.
High-performance liquid chromatography reference data
The five free anthraquinones of rhubarb at different degrees of stir-frying vary greatly. As shown in [Table 3], with increasing temperature, the overall trend in the content of five free anthraquinones increased. Compared with the contents of five free anthraquinones from unprocessed samples, there were significant differences between the unprocessed and processed groups (P < 0.05). The change in chrysophanol was most significant in the five free anthraquinone, increasing approximately 0.2% during the stir-frying process.
|Table 3: Content changes of five free anthraquinones between unprocessed and stir-frying rhubarbs|
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Development of the partial least-square model
In PLS model, all 170 samples were randomly divided into two subsets. The first subset was called calibration set with 136 samples to be used to establish the calibration model, while the other one was called prediction set with 34 samples to be used for testing the robustness of model. [Table 4] shows the HPLC reference data in calibration and prediction sets. As seen in [Table 4], the range of reference data of each anthraquinone in the calibration set almost covers the range in the prediction set and their standards deviation (SD) between the calibration and prediction sets are no significant differences. Therefore, the distribution of the samples is appropriate both in the calibration and the prediction sets.
The performance of the PLS model was evaluated according to four types of parameters, i. e., the root mean square error of cross-validation (RMSECV), the root mean square error of prediction (RMSEP), and the coefficient of determination for calibration and prediction (R2cal,R2pre). The optimal model was selected based on the higher R2cal,R2pre, as well as a lower RMSECV and RMSEP. [Table 5] shows the result of the PLS calibration model, and the optimized models of five free anthraquinones are highlighted in bold.
|Table 5: Results of different spectral pretreatment methods in partial least squares model|
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The three major parameters for developing the PLS model are the spectral preprocessing method, the spectral region, and the dimension (D) factor. The spectral pretreatment methods of PLS contain 10 methods in total, including COE, MMN, MSC, SLS, SNV, 1st D, 2nd D, 1st D + MSC, 1st D + SLS, and 1st D + SNV. All were applied to each NIR spectrum to shift the baseline, enhance the spectral features, and eliminate noise and matrix background interference so that the relevant information can be extracted more fully. These preprocessing methods were applied to establish the model for five free anthraquinones. [Figure 1] shows that spectra were pretreated with these methods. The optimal preprocessing methods for aloe-emodin, emodin, rhein, physcion, and chrysophanol were 1st D + MSC, 2nd, 1st + MSC, SLS, and 1st + SLS, respectively.
The different spectral regions contain different spectral signals. Extracting the effective wavelength range can improve the efficiency and accuracy of calibration models. To select the optimal NIR spectral region for the PLS model, at first, several wavelength ranges were extracted from the basis of the peak valley as shown in [Figure 1]a and then were used to establish the model; ultimately, the region that had a better performance was chosen. As shown in [Table 5], different spectral regions were examined for the five free anthraquinones. The best spectral regions for each anthraquinone were as follows: aloe-emodin - 7501–5446.2 and 4602.2-4247 cm −1; rhein - 7501-4247 cm −1; emodin - 9403–5446.2 and 4602.2–4247 cm −1; chrysophanol - 9403–7497.2, 6103.1–5446.2 and 4602.2-4247 cm −1, and physcion - 9403–5446.2 and 4602.2-4247 cm −1.
Each PLS model has an optimized D. In other words, if D is too low or too high, it will cause “under-fitting”; if D is not sufficient to explain the complex variability of the spectral data, this is “over-fitting” and spurious incorporated noise will be introduced.,, Therefore, either lower or greater D will decrease the predictability, robustness, and accuracy of the PLS model. [Figure 3] shows changes in R2cal with D for the model of physcion. The value of R2cal increased with increased D, which indicates that the model became increasingly robust. The optimal D for aloe-emodin, rhein, emodin, chrysophanol, and physcion was 15, 16, 10, 12, and 13, respectively.
|Figure 3: Relationship between R2cal and D of physcion in the partial least-square model|
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Development of the artificial neural network model
The ANN model data were also randomly divided into two subsets: the calibration set and prediction set. However, the calibration set contained two groups: the training subset and test subset. 151 samples were selected randomly as a calibration set; 128 served as a training subset used to estimate ANN model parameters; 23 served as the test subset used to test the calibration model during the training process; and the 19 remaining samples were taken as the prediction set. The HPLC reference data in calibration and prediction sets are shown in [Table 4].
Similarly, the performance of ANN models was assessed by MSE, RMSEP, R2cal, and R2pre. The optimum models should have lower MSE and RMSEP values, as well as higher R2cal andR2pre values., The ANN models of five free anthraquinones are listed in [Table 6], and the optimized model is highlighted in bold.
|Table 6: Results of different spectral pretreatment methods in artificial neural networks model|
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The major factors of the ANN model are different from the PLS model, including the spectral preprocessing method, the number of hidden neuron, transfer function, and processing elements (step size, momentum and iterations). The most common spectral pretreatment methods of the ANN model were OE, MMN and SNV. Even using the same test method during the development of the ANN model, the intensity of spectra may vary depending on the amount of samples used. With preprocessing, the spectra can be compared more accurately. The optimal preprocessing methods for aloe-emodin, emodin, rhein, physcion, and chrysophanol were SNV, MMN, SNV, SNV, and SNV, respectively. Moreover, in order to extract effective information and improve the running speed of ANN model, 200 wavelength points were extracted from the basis of the peak valley. The selecting wavelength points were concentrated in the wavelength range of 7000-4000cm -1 which contained abundant information.
Another parameter to be optimized in the ANN model is the number of nodes in the hidden layer. In principle, the number of hidden neurons determines the complexity of the network. If the number of hidden units is insufficient, prediction errors tend to be elevated due to poor model fitting. However, too many hidden units can cause overfitting, increasing prediction errors. The method to determine the optimum number of hidden neuron is to start with a minimum number and continually add one new unit. The results showed that the optimum number of hidden neurons for aloe-emodin, emodin, rhein, physcion, and chrysophanol was 8, 12, 12, 10, and 9, respectively.
The transfer functions most widely used in hidden layers are the sigmoid Axon or tanh Axon, which enable many nonlinearities to be fitted. The transfer functions of five free anthraquinones were all tanh Axon.
In this study, multilayer perceptrons, the most common network topology, was applied; these are layered feed forward networks typically trained with static backpropagation. Their main advantages are that they are easy to use and can be implemented efficiently with computers. Back propagation is slow to converge but can be improved by selecting the appropriate processing elements. For example, a larger step size allows the minimum to be reached more rapidly. However, if the step size is too large, the algorithm will diverge and the error will increase instead of decreasing. If the step size is too small, it will take too long to reach the minimum, which also increases the probability of getting caught in local minima. The optimum processing elements of the five free anthraquinones are shown in [Table 6].
Result of near infrared reflectance models
The performance of PLS and Ann model was evaluated by the samples in prediction set. By comparing the values of RMSEP and R2pre, the relatively best-fitted calibration model of five free anthraquinones was finally obtained [Table 7]. The results of the T-test indicated no significant difference in the values of RMSEP and R2pre between the two types of calibration model. However, for aloe-emodin, rhein, emodin, chrysophanol, and physcion, both RMSEP and R2pre in the PLS models were superior to those in the ANN models, so PLS succeeded in developing optimum models with better fitting and prediction for the five free anthraquinones. Most of the R2pre in the PLS model were over 0.95, while the values of R2pre in the ANN model were less than 0.95. [Figure 4] shows the results of the prediction set for the optimal PLS and ANN models. It is clearly that the PLS models have better prediction accuracy than the ANN models, especially for chrysophanol.
|Table 7: Results of the prediction set by the partial least squares and artificial neural networks model|
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|Figure 4: Comparisons between reference data and near infrared reflectance predicted values of the prediction set: (a) Partial least square model; (b) Artificial neural network model|
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| Conclusion|| |
This study demonstrated that NIR spectroscopy together with PLS or ANN could be applied to determine the five free anthraquinones contents in rhubarb. The PLS and ANN calibration models of five free anthraquinones both had low RMSEP and high R2pre indicated that the 2 types of models were accurate, robust, and repeatable for rapid determination. For which this real-time measurement will significantly improve the efficiency of quality control and assurance of herbal medicine production. Compared to HPLC and LC-MS, this technique does not require tedious sample preparation, time-consuming sample analysis, or large amounts of solvent. It indicates that NIR is an ideal PAT tool that may be applied in the TCM industrial manufacturing process. Furthermore, as an analysis method that does not destroy samples, NIR is an indispensable means for sample quantification.
Financial support and sponsorship
This work was supported by the National Sciences Foundation of PR China (grant numbers 81373969); the University Key Research Projects of Henan Province (grant numbers 17A360026); the scientific and technological projects of Henan Province (grant numbers 172102310326); and the Cultivation Fund of Xinxiang Medical University (grant numbers 505095).
Conflicts of interest
There are no conflicts of interest.
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[Figure 1], [Figure 2], [Figure 3], [Figure 4]
[Table 1], [Table 2], [Table 3], [Table 4], [Table 5], [Table 6], [Table 7]