Near-Infrared Spectroscopy in Food Analysis: Applications, Chemometric Strategies, and Technological Advances
Abstract
1. Introduction
1.1. Significance of Food Quality and Safety Monitoring
1.2. Evolution and Advantages of NIR Spectroscopy in Food Science
1.3. Scope and Objectives of the Review
2. Fundamental Principles of NIR Spectroscopy in Food Analysis
2.1. Mechanism of NIR Spectral Generation
2.2. Sampling and Measurement Techniques
2.2.1. Reflectance and Transmittance Modes
2.2.2. NIR Hyperspectral Imaging (HSI) Technique
2.2.3. Sample Preparation for Solid, Liquid, and Powdered Foods
2.3. Comparison Between NIR Spectroscopy and Conventional Analytical Methods
3. Applications of NIR Spectroscopy in Food Sectors
3.1. Cereals and Grains
3.1.1. Quantitative Analysis of Nutrients
3.1.2. Mycotoxin Detection
3.1.3. Variety and Origin Discrimination
3.2. Meat and Poultry Products
3.2.1. Freshness Evaluation
3.2.2. Tenderness and Texture Prediction
3.2.3. Adulteration Detection
3.3. Fruits and Vegetables
3.3.1. Soluble Solids Content (SSC) and Acidity Measurement
3.3.2. Pesticide Residue Screening
3.3.3. Postharvest Quality Monitoring
3.4. Dairy and Fermented Products
3.4.1. Milk Composition Analysis
3.4.2. Fermentation Stage Monitoring
3.5. Processed Foods and Beverages
3.5.1. Tea and Coffee Quality Grading
3.5.2. Quality Assessment of Nuts and Edible Oil Products
3.5.3. Beverage Fermentation and Formulation Assessment
4. Chemometric Methods for NIR Data Analysis
4.1. Spectral Preprocessing Techniques
4.1.1. Scatter Correction Methods
4.1.2. Derivative Transformations and Smoothing
4.2. Feature Extraction and Variable Selection
4.2.1. Linear Feature Extraction Methods
4.2.2. Variable Selection Algorithms
4.2.3. Hybrid and Intelligent Optimization Methods
4.3. Classification and Quantitative Models
4.3.1. Linear Models
4.3.2. Nonlinear Models
4.3.3. Hybrid Algorithms
5. Technological Challenges and Future Perspectives
5.1. Current Limitations
5.1.1. Technical Constraints of Instrumentation and Spectral Data
5.1.2. Methodological and Practical Challenges
5.2. Emerging Trends
5.2.1. Multimodal Data Fusion
5.2.2. Advanced Intelligent Algorithms
5.2.3. Portable and Online Monitoring Systems
5.3. Industrial Translation and Standardization
5.3.1. Industrial Adoption and Technological Adaptation
5.3.2. Standardization of Protocols and Calibration
6. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Abbreviations
| 1D-CAE | One-dimensional convolutional autoencoder |
| AFB1 | Aflatoxin B1 |
| AVOA | African vulture optimization algorithm |
| BP-ANN | Backpropagation artificial neural networks |
| BPNN | Back propagation neural network |
| CARS | Competitive adaptive reweighted sampling |
| CV | Coefficient of variation |
| dCNN | Dual convolutional neural network |
| DD-SIMCA | Data-driven soft independent modeling of class analogy |
| DLDA | Direct LDA |
| ELISA | Enzyme-linked immunosorbent assay |
| FDCM | Fuzzy discriminant c-means |
| FCM | Fuzzy c-means |
| FiLDA | Fuzzy improved linear discriminant analysis |
| FMLDA | Fuzzy maximum uncertainty LDA |
| FT-NIR | Fourier transform NIR |
| HPLC | High-performance liquid chromatography |
| ICA | Independent component analysis |
| ICPA | Interval combination population analysis |
| IRIV | Iterative retained information variable |
| IVISSA | Interval variable iterative space shrinkage approach |
| KNN | K-nearest neighbor |
| LDA | Linear discriminant analysis |
| LOD | Limits of detection |
| LS-SVM | Least squares SVM |
| LTL | Longissimus thoracis et lumborum |
| MLP | Multilayer perceptron |
| MLDA | Maximum uncertainty LDA |
| MSC | Multiplicative scatter correction |
| NIR | Near-infrared |
| NSGA-II | Non-dominated sorting genetic algorithm |
| PCA | Principal component analysis |
| PC-ANN | Principal component ANN |
| PLS | Partial least squares |
| PLS-DA | PLS discriminant analysis |
| PSO-CMW | Particle swarm optimization combined with moving window |
| R | Correlation coefficient |
| R2 | Coefficient of determination |
| RC | Regression coefficients |
| RF | Random forest |
| RMSEP | Root mean square error of prediction |
| RP | Prediction correlation coefficient |
| RPD | Residual predictive deviation |
| SA-PLS | Simulated annealing PLS |
| S-G | Savitzky–Golay |
| SEP | Standard error of prediction |
| SNV | Standard normal variate |
| SPA | Successive projections algorithm |
| SSA | Sparrow search algorithm |
| SSC | Soluble solids content |
| Si-PLS | Synergy interval PLS |
| SVM | Support vector machine |
| TA | Total acidity |
| TVB-N | Total volatile basic nitrogen |
| TVC | Total viable count |
| UHT | Ultra-high temperature |
| WHC | Water-holding capacity |
| WOA | Whale optimization algorithm |
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| Subjects | Bands (nm) | Targets | Results | References |
|---|---|---|---|---|
| Teff | 1100–2500 | Detecting adulteration | The quantitative limits are 11% (ramie), 0.68% (carbohydrates), 0.20% (lipids), 0.08% (ash), and 0.36% (protein). | [47] |
| Wheat | 570–1100 | Determining cadmium concentration | PLS regression achieved a RMSE of 0.082 mg/ kg and a RP of 0.952. | [48] |
| Lamb meat | 700–1100 | Distinguishing fresh and frozen lamb | XGBoost achieved the highest accuracy (91.2%), precision (90.1%), recall (92.6%), F1 score (91.3%), and ROC AUC (0.95). | [49] |
| Chicken meat | 1000–2500 | Detecting adulteration | The raw data model achieved a RP of 0.91, a RMSEP of 0.25 mg/g, a performance-to-deviation ratio of 2.28, and a REP of 4.63%. | [50] |
| Blueberry | 400–1000 | Identification | Full-spectrum modeling achieved the highest accuracy (97.4%) in Vis/NIR data, while LDA performs best (94.5%) in NIR data. | [51] |
| Cherry tomatoes and strawberries | 900–1700 | Testing pesticide content | In cherry tomato and strawberry samples, the ranges of the coefficient of determination, RMSECV, and RPDCV are 0.83 to 0.93, 0.61 to 0.86; 0.01 to 0.03, 0.00 to 0.10; 2.45 to 3.80, 1.61 to 2.67, respectively. | [52] |
| Milk | 410–940 | Detecting adulteration | The classification model achieved an accuracy of >= 99%, with an inference time of less than 0.15 milliseconds. | [53] |
| Beer | 1100–2500 | Evaluating quality | The model demonstrated good predictive performance for actual extracts (RPRE = 0.97), specific gravity (RPRE = 0.95), color (RPRE = 0.96), pH value (RPRE = 0.92), and total IAA content (RPRE = 0.88), with an RPD exceeding 2.5. | [54] |
| Matcha | 900–1700 | Identifying the origin | The NIR-KNN model showed a 98.7% accuracy rate in origin identification. | [55] |
| Coffee | 830–2500 | Predicting moisture content | The PCR chemometric-based model allowed for an accurate prediction of moisture content (R2 >98% and RMSE < 3.4%). | [56] |
| Almond | 908–1676 | Detecting adulteration | Using portable and benchtop spectrometers to collect NIR spectra also demonstrated superior performance in predicting apricot kernels with PLSR, with a RP > 0.96 and a prediction standard error of 3.98%. | [57] |
| Edible oil | 1100–2498 | Evaluating the oxidative capacity of cooking oil during the frying process | The optimized NIR-SELECT-OLS model demonstrated strong predictive performance across various oils (R2 > 0.90; explained variance > 85%). | [58] |
| Subjects | Bands (nm) | Chemometric Methods | Results | References |
|---|---|---|---|---|
| Honey | 680–2600 | LDA, SVM, PLS-DA | In the case of adulterated brown syrup, PLS achieved an R2 of 0.997 and an RMSECV of only 1.6593. | [106] |
| Milk | 1000–2500 | OPLS-XGBoost | The model showed high predictive performance, with RMSE, NRMSE, and CV-R2 for urea being 0.01, 0.02, and 0.97, respectively; for ammonium sulfate, 0.01, 0.02, and 0.96, respectively; for sugar, 0.07, 0.13, and 0.95, respectively; and for hydrogen peroxide, 0.01, 0.03, and 0.94, respectively. | [107] |
| Meatball | 885–1679 | PCA, PLS-DA, LDA, SVM, KNN, ANN, CNN, AlexNET, ResNET | Regardless of the features and algorithms used, halal meatball samples can be predicted and distinguished from non-halal meatball samples, with an overall prediction accuracy of up to 100%. | [108] |
| Cassava root and wheat-flour | 400–2498 and 400–2496 | CW-DFF-MBR | The proposed model provided stable predictive performance and consistent model interpretation on both datasets. | [109] |
| Chocolate bar | 950–1600 | PLS-DA | The model effectively distinguished between fresh and spoiled hazelnut chocolate bars (100% accuracy at the chocolate bar level). | [110] |
| Multiple legume species | 1100–2498 | MPLS and 1D CNN | The 1D CNN model outperformed MPLS, achieving R2 = 0.883 and RPD = 2.932, compared to MPLS with R2 = 0.814 and RPD = 2.320. | [111] |
| Chewable gel | 1000–2500 | PLS | The model demonstrated excellent predictive performance (R2 = 0.977, RPD = 6.9, RSEP = 4.1%) and high precision (RSD < 2.1%). | [112] |
| Minced meat | 400–1100 | MLP | The model achieved and of 0.879 and 0.916, respectively, in sample authenticity prediction. In quality grading, its accuracy was 92.4%, with precision, recall, and F1 score all reaching 96.2%. | [113] |
| Extra virgin olive oil | 300–4000 | PLS-DA | The model achieved 100% classification accuracy and has good predictive performance (R2 = 0.97, RMSEC = 5.90, RMSECV = 5.29). | [114] |
| Pacific sardine and mackerel | / | PLS, ANN and KNN | The model achieved a classification accuracy of ≥80% when identifying the youngest or oldest fish. | [115] |
| Cider | 1100–2300 | PLS | The model achieved R2 values of 0.81 to 0.86 in predicting the total main sugars, fructose, and glucose content. | [116] |
| Olive oil | 190–1100 | PLS and SVM | The PLS model achieved the highest predictive accuracy, with an R2 value exceeding 0.9970 and an RMSE value below 2%. | [117] |
| Pistachio | 400–1000 | PLS-DA and MLP-ANN | PLS-DA achieved high discrimination among the four sources, with an overall test set accuracy of over 98% for bulk and powdered samples, while the accuracy for individual kernels was slightly lower (86%). The MLP-ANN model confirmed the high predictive potential, with similar accuracy (>90%), especially for ground samples, where accuracy could reach 100%. | [118] |
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Dai, L.; Luo, D.; Zhang, J.; Chen, Y.; Li, C. Near-Infrared Spectroscopy in Food Analysis: Applications, Chemometric Strategies, and Technological Advances. Foods 2026, 15, 1814. https://doi.org/10.3390/foods15101814
Dai L, Luo D, Zhang J, Chen Y, Li C. Near-Infrared Spectroscopy in Food Analysis: Applications, Chemometric Strategies, and Technological Advances. Foods. 2026; 15(10):1814. https://doi.org/10.3390/foods15101814
Chicago/Turabian StyleDai, Limin, Dong Luo, Jun Zhang, Yuan Chen, and Changwei Li. 2026. "Near-Infrared Spectroscopy in Food Analysis: Applications, Chemometric Strategies, and Technological Advances" Foods 15, no. 10: 1814. https://doi.org/10.3390/foods15101814
APA StyleDai, L., Luo, D., Zhang, J., Chen, Y., & Li, C. (2026). Near-Infrared Spectroscopy in Food Analysis: Applications, Chemometric Strategies, and Technological Advances. Foods, 15(10), 1814. https://doi.org/10.3390/foods15101814

