Next Article in Journal
Integrated Cytological, Physiological, and Comparative Transcriptome Profiling Analysis of the Male Sterility Mechanism of ‘Xinli No.7’ Pear (Pyrus sp.)
Previous Article in Journal
Evolutionary Dynamics of Plant TRM6/TRM61 Complexes
Previous Article in Special Issue
A C-Terminally Encoded Peptide, MeCEP6, Promotes Nitrate Uptake in Cassava Roots
 
 
Font Type:
Arial Georgia Verdana
Font Size:
Aa Aa Aa
Line Spacing:
Column Width:
Background:
Article

Optimizing Management of Alfalfa (Medicago sativa L.) Nitrogen Fertilizer Based on Critical Nitrogen Concentration Dilution Curve Model

1
College of Water Conservancy and Hydrpower Engineering, Gansu Agricultural University, Lanzhou 730070, China
2
Gansu Province Jingtai Chuan Power Irrigation Water Resource Utilization Center, Baiyin 730400, China
*
Authors to whom correspondence should be addressed.
Plants 2025, 14(12), 1782; https://doi.org/10.3390/plants14121782
Submission received: 19 May 2025 / Revised: 4 June 2025 / Accepted: 9 June 2025 / Published: 11 June 2025
(This article belongs to the Special Issue Advances in Plant Nutrition Responses and Stress)

Abstract

:
The critical nitrogen dilution curve (CNDC) model enables precise nitrogen management by quantifying the threshold of nitrogen deficiency in crops, thereby enhancing both crop productivity and nitrogen use efficiency. However, its applicability to perennial crops remains unclear. In this study, alfalfa (Medicago sativa L.), a perennial leguminous forage, was used as the model crop. Based on two years of field experiments, CNDC models of aboveground biomass were constructed under two nitrogen fertilizer regimes: urea (0, 80, 160, and 240 kg·ha−1, applied in a 6:2:2 basal-to-topdressing ratio) and controlled-release urea (CRU; 0, 80, 160, and 240 kg·ha−1, applied as a single basal dose). Using these models, the nitrogen nutrition index (NNI) and cumulative nitrogen deficit (Nand) models were developed to diagnose alfalfa nitrogen status, and the optimal nitrogen application rates were determined via regression analysis. The results showed that critical nitrogen concentration and aboveground biomass followed a power function relationship under both fertilizer types. For CRU treatments, parameters a and b were 3.41 and 0.20 (first cut), 3.15 and 0.12 (second cut), and 2.24 and 0.40 (third cut), respectively. For urea treatments, a and b were 3.13 and 0.35 (first cut), 2.21 and 0.16 (second cut), and 1.75 and 0.73 (third cut). The normalized root mean square error (n-RMSE) of the models ranged from 3.1% to 13%, indicating high model reliability. Based on the NNI, Nand, and yield response models, the optimal nitrogen application rates were 175.44~181.71 kg·ha−1 for urea and 145.63~153.46 kg·ha−1 for CRU, corresponding to theoretical maximum yields of 14.76~17.40 t·ha−1 and 16.76~20.66 t·ha−1, respectively. Compared to urea, CRU reduced nitrogen input by 18.41~20.47% while achieving equivalent or higher theoretical yields. This study provides a scientific basis for nitrogen status diagnosis and precision nitrogen application in alfalfa cultivation.

1. Introduction

N is an essential nutrient for crop growth, and its use efficiency directly influences the sustainability of agricultural production and environmental outcomes [1,2]. The application of exogenous nitrogen fertilizers plays a vital role in improving soil fertility, maintaining nutrient balance, and promoting crop growth [3,4]. Globally, the annual nitrogen input to agricultural land reaches 200 million tons. However, due to extensive and inefficient management, nitrogen use efficiency remains below 50%, with substantial nitrogen losses through leaching and volatilization. These losses contribute to soil acidification, groundwater contamination, and greenhouse gas emissions, while also increasing agricultural production costs [5,6,7]. Inappropriate nitrogen management can also lead to metabolic imbalances in crops, weakening stress resistance and impairing the synthesis of proteins, amino acids, and vitamins, thereby reducing yield and quality [8]. Ensuring a balance between nitrogen supply and crop demand throughout the growth period is key to addressing these issues [9,10]. Therefore, real-time monitoring of nitrogen status in both plants and soils, as well as implementing a demand-driven nitrogen supply strategy, are critical for achieving the goal of “reduced nitrogen input, improved efficiency, high yield, and high quality” in sustainable agricultural production.
Real-time diagnosis of crop nitrogen nutrition is the foundation of rational nitrogen fertilization and plays a crucial role in balancing N supply and demand in the soil–plant system [11,12]. Current studies on crop N status monitoring mainly focus on two aspects: plant physiological responses and soil nitrogen supply. Plant-based approaches involve measurements such as leaf chlorophyll content, nitrogen accumulation, and vegetation indices derived from remote sensing. These methods aim to directly assess the plant’s nitrogen content or related physiological traits to indicate nitrogen uptake and utilization. However, their accuracy is often affected by factors such as leaf thickness, age gradient, and environmental stress, limiting their universality [13,14]. Emerging non-destructive remote sensing technologies, including multispectral and hyperspectral inversion models, estimate canopy nitrogen distribution based on near-infrared reflectance. While promising, these techniques are sensitive to climatic conditions, canopy structure, and varietal differences, and they often require high technical expertise and financial investment [15,16]. Soil is the source of nitrogen supply [17], and the existing monitoring of soil nitrogen nutrition mainly includes root zone nutrient (nitrate nitrogen, ammonium nitrogen, and total nitrogen content) monitoring, the 15N isotope tracer method, and nitrogen mineralization kinetic modeling [18]. These techniques effectively assess soil nitrogen supply capacity but have limitations in dynamic monitoring, equipment complexity, and the use of radioactive materials. The critical nitrogen concentration (Nc) refers to the minimum nitrogen concentration required to achieve maximum biomass at a given growth stage [19]. It decreases with increasing biomass and typically follows a power-law relationship [19]. When diagnosing plant nitrogen nutrition based on the critical nitrogen concentration dilution curve model, the deviation between the actual nitrogen concentration of the plant and the critical nitrogen concentration can be compared in real time, enabling dynamic diagnosis of crop nitrogen nutrition status and prediction of nitrogen requirements [20]. This method has good universality and continuity. In recent years, the critical nitrogen dilution curve (CNDC) model has been widely applied to various crops to monitor plant nitrogen status. These include grain crops like rice [21], wheat [22], and maize [23]; forage crops such as tobacco [24], ryegrass [25], and sugarcane [26]; and root/tuber crops like carrot [27], potato [28], and garlic [29], and the standardized root mean square error values of the critical nitrogen concentration dilution curve model are all below 20%, demonstrating high accuracy in plant nutrient diagnosis. Furthermore, it was shown that the CNDC modeling also breaks through the limitation of single-parameter diagnosis and can be constructed based on organs such as leaves, leaf sheaths, and stems. Parameters such as chlorophyll content and leaf area, respectively, can adapt more flexibly to the growth characteristics of different crops and the nutritional diagnosis needs of different growth stages, and it has become an economical and effective tool for real-time diagnosis of plant nitrogen [21,22,23,24,25,26,27,28,29], making it an effective and economical tool for real-time plant nitrogen diagnosis.
To date, most CNDC studies have focused on annual grain and economic crops [30], while research on forage species, particularly perennial ones, such as Alfalfa, remains limited. Alfalfa (Medicago sativa L.), the most widely cultivated forage crop globally, is known as the “king of forages” due to its high nutritional value and strong stress resistance [31,32]. As a leguminous species with a deep root system, high leaf biomass, and strong soil cover, alfalfa significantly enhances soil fertility and reduces erosion, offering both productive and ecological benefits [33]. Located in northwest China, Gansu Province has abundant solar radiation and large diurnal temperature variation, making it ideal for alfalfa cultivation. In recent years, Gansu has become a major production base for high-quality alfalfa, accounting for over 60% of China’s commercial planting area [34]. However, challenges such as arid climate and poor soils limit production potential [35]. In this context, the present study systematically analyzed nitrogen accumulation dynamics in alfalfa across different harvests under applied urea and controlled-release nitrogen fertilizer. The objectives were to (1) quantify differences in biomass accumulation and plant nitrogen concentration under the two nitrogen types and construct CNDC models; (2) develop nitrogen nutrition index (NNI) and cumulative nitrogen deficit (Nand) models based on CNDC to diagnose nitrogen surplus or deficiency thresholds throughout the growing season; and (3) evaluate the yield-increasing and nitrogen-saving potential of controlled-released urea (CRU) in arid regions of Northwest China to provide a theoretical basis for precision nitrogen management in alfalfa production.

2. Results and Analysis

2.1. Modeling of Critical Nitrogen Concentration Dilution Curves in Alfalfa

2.1.1. Effect of Nitrogen Fertilizer Management on Alfalfa Aboveground Biomass

Nitrogen fertilizer management had a significant effect on the aboveground biomass of alfalfa (p < 0.05, Figure 1). Overall, aboveground biomass followed the order: first cut > second cut > third cut, and it increased with rising nitrogen application rates. Under urea treatment, the aboveground biomass of alfalfa ranged from 4.79 to 9.03 t·ha−1. Compared to N0, N1, N2, and N3 increased biomass by 5.24–30.68% (first cut), 4.16–28.82% (second cut), and 4.07–27.72% (third cut), respectively. Under controlled-release urea (CRU) treatment, aboveground biomass ranged from 4.79 to 10.36 t·ha−1, with C1, C2, and C3 increasing biomass by 15.55–50.14% (first cut), 13.45–42.37% (second cut), and 11.27–39.56% (third cut), respectively, compared to C0. At the same nitrogen application level, CRU consistently resulted in 6.71–14.84% higher aboveground biomass than urea. In the mid to late stages of alfalfa growth, biomass accumulation rates of N2 and C2 exceeded those of N3 and C3, indicating a plateauing trend at higher nitrogen inputs. The biomass response followed statistically significant inequalities for the two nitrogen types: urea: N0 < N1 < N2 ≈ N3, CRU: C0 < C1 < C2 ≈ C3.

2.1.2. Effects of Nitrogen Fertilizer Management on Alfalfa Plant Nitrogen Concentration

The nitrogen concentration in alfalfa plants showed a decreasing trend as the growth period progressed (Figure 2), indicating a nitrogen dilution effect during biomass accumulation. With increasing nitrogen application rates, the nitrogen concentration increased correspondingly. At the same nitrogen rate, CRU resulted in higher nitrogen concentrations in alfalfa plants compared to urea (Table 1). Under urea treatment, nitrogen concentrations across the three cuts ranged from 2.24 to 4.61% (Figure 2a), 1.97 to 3.93% (Figure 2b), and 1.72 to 3.61% (Figure 2c), respectively. Significant differences were observed between N2 and N0, N3 and N0, and N3 and N1. Under CRU treatment, nitrogen concentrations ranged from 2.24 to 4.62% (Figure 2d), 1.97 to 4.16% (Figure 2e), and 1.72 to 3.83% (Figure 2f), respectively. Significant differences were found between C2 and C0, C3 and C0, and C3 and C1.

2.1.3. Construction of Critical Nitrogen Dilution Curve Models for Alfalfa

Critical nitrogen dilution curve models were separately constructed for the aboveground biomass of alfalfa under urea and CRU treatments across the three cuts (Figure 3). The models showed excellent fit, with all coefficients of determination (R2) exceeding 0.99, indicating that the established models effectively described the relationship between aboveground biomass and critical nitrogen concentration. For the CRU treatments, the parameter a values for the first, second, and third cuts were 3.41, 3.15, and 2.24, respectively, all higher than those under urea treatments (3.13, 2.21, and 1.75). This suggests that CRU improved the nitrogen uptake capacity in alfalfa plants compared to urea. In contrast, the b values under CRU treatment (0.20, 0.12, and 0.40) were lower than those under urea (0.35, 0.16, and 0.73), indicating that nitrogen concentration in alfalfa plants decreased more slowly with biomass accumulation under CRU than under urea, i.e., a slower nitrogen dilution rate.

2.2. Validation of the Critical Nitrogen Dilution Curve Model for Alfalfa

The critical nitrogen dilution models constructed in 2023 were validated using experimental data from the 2024 growing season. During the 2024 season, the maximum aboveground biomass of alfalfa under urea treatment for the first, second, and third cuts ranged from 6.9 to 8.4 t·ha−1, 5.7 to 6.9 t·ha−1, and 5.3 to 6.4 t·ha−1, respectively. Under CRU treatment, the maximum aboveground biomass for the three cuts ranged from 7.0 to 9.3 t·ha−1, 5.9 to 7.5 t·ha−1, and 5.5 to 6.9 t·ha−1, respectively. These maximum biomass values were substituted into the respective critical nitrogen dilution equations to calculate the simulated critical nitrogen concentrations. The simulated values were then compared with measured values through regression analysis (Figure 4). The resulting coefficients of determination (R2) ranged from 0.96 to 0.99, and the normalized root mean square error (n-RMSE) ranged from 3.1 to 13%. These results indicate that the critical nitrogen dilution models for alfalfa under both urea and CRU treatments exhibit high stability and accuracy.

2.3. Nitrogen Nutrition Diagnosis of Alfalfa Plants Under Different Nitrogen Fertilizer Management Strategies

2.3.1. Nitrogen Nutrition Diagnosis Based on NNI

The NNI of alfalfa plants increased with rising nitrogen application rates and decreased as the growth period progressed (Figure 5). During the alfalfa growth cycle, the NNI values of N0, N1, C0, and C1 consistently remained below 1, indicating that these nitrogen application rates inhibited nitrogen uptake and biomass accumulation. In contrast, the NNI values of N3 and C3 were consistently above 1, suggesting that these application levels resulted in nitrogen surplus. The NNI value of N2 was slightly below 1, while that of C2 was slightly above 1. These results indicate that the optimal nitrogen application rate for alfalfa is slightly above 160 kg·ha−1 when using urea, and slightly below 160 kg·ha−1 when using CRU.
To further evaluate the feasibility of using the NNI to predict nitrogen surplus or deficiency in alfalfa plants, the relationship between NNI and relative yield (RY) was established (Figure 6). The coefficients of determination (R2) under both urea and CRU treatments reached highly significant levels, indicating a strong fit between NNI and RY and suggesting that NNI can be effectively used to predict nitrogen nutritional status in alfalfa. In addition, the NNI values corresponding to maximum RY under urea treatment were higher than those under CRU treatment, indicating that higher nitrogen application is required to achieve maximum yield when using urea compared to CRU.

2.3.2. Nitrogen Nutrition Diagnosis of Alfalfa Based on Nand

The Nand of alfalfa decreased with increasing nitrogen application rates and showed increasing variation among treatments as the growth period progressed (Figure 7). The Nand values ranged from −8.92 to 25.69 under urea treatment and from −8.71 to 24.56 under CRU treatment. Specifically, N0, N1, C0, and C1 had Nand > 0, indicating nitrogen deficiency in plant accumulation. In contrast, N3 and C3 had Nand < 0, indicating nitrogen surplus. For N2, Nand fluctuated around zero in the early growth stage but trended toward values greater than zero (Nand > 0) during the middle to late stages. For C2, Nand remained slightly below zero throughout the entire growth cycle. These results suggest that the optimal nitrogen application rate for alfalfa is slightly above 160 kg·ha−1 when using urea and slightly below 160 kg·ha−1 when using CRU. This finding is consistent with the diagnostic results based on the nitrogen nutrition index (NNI) described in Section 2.3.1.
Similar to NNI, the relationship between Nand and RY was established (Figure 8, p < 0.05). The coefficients of determination (R2) for both urea and CRU treatments were high, ranging from 0.902~0.994, indicating that the model effectively explains the relationship between Nand and RY. The quadratic term coefficient in the fitted curve reflects the sensitivity of alfalfa yield to nitrogen deficit. The absolute value of the quadratic coefficient under urea treatment was greater than that under CRU treatment, suggesting that yield in urea-treated alfalfa is more sensitive to nitrogen deficit fluctuations and thus requires more precise nitrogen management.

2.4. Effects of Nitrogen Fertilizer Management on Alfalfa Yield

Fitting alfalfa yield against nitrogen application rates for both fertilizer types (Table 2) revealed that the optimal nitrogen rate for urea ranged from 175.44 to 181.71 kg·ha−1, corresponding to maximum yields of 14.76 to 17.40 t·ha−1 and the optimal nitrogen rate for CRU ranged from 145.63 to 153.46 kg·ha−1, corresponding to maximum yields of 16.76 to 20.66 t·ha−1. These findings are consistent with the optimal nitrogen rates estimated using the NNI and Nand models.

3. Discussion

3.1. Critical Nitrogen Dilution Curve Model for Alfalfa

The essence of nitrogen dilution in crops lies in the fact that the rate of biomass accumulation exceeds the rate of nitrogen uptake or supply, resulting in a decline in nitrogen concentration per unit of biomass [20]. The use of the CNDC model to diagnose crop nitrogen status has been widely applied to various cereal and cash crops [36,37,38]. In the CNDC model, parameter a represents the nitrogen concentration when the aboveground biomass reaches 1 t·ha−1, while b represents the rate at which nitrogen concentration decreases with increasing biomass [39,40]. In this study, we developed CNDC models for alfalfa based on aboveground biomass under urea and CRU treatments. The fitted equations were as follows: Urea: Nc = 3.13W−0.35, Nc = 2.21W−0.16, Nc = 1.75W−0.73, CRU: Nc = 3.41W−0.20, Nc = 3.15W−0.12, Nc = 2.24W−0.40 (Figure 3). All parameter a values were lower than those reported by Lemaire et al. [41] for alfalfa (Nc = 4.8W−0.34), likely due to differences in climatic and soil nutrient conditions. Lemaire’s [41] experiments were conducted in France under mild and humid conditions with evenly distributed rainfall and favorable soil hydrothermal environments, which promoted root vigor, nitrogen uptake, and carbon–nitrogen metabolism in alfalfa. In contrast, our experiment was conducted in the arid climate of Northwest China, where low precipitation and frequent water stress reduced photosynthetic efficiency and carbon-nitrogen assimilation, resulting in lower nitrogen concentrations in alfalfa plants. However, Chen et al. [42] constructed a critical nitrogen concentration model for alfalfa: Nc = 3.352W0.391 (Aohan alfalfa) and Nc = 2.673W0.485 (Gongnong No.1 alfalfa); the model parameters of Chen et al.’s study differ significantly from those of the critical nitrogen concentration dilution curve model constructed in this study. This may be due to differences in the research objectives and the composition of aboveground biomass. Chen et al. [42] focused on seed-producing alfalfa, with the aboveground biomass of alfalfa including leaves, stems, flowers, pods, and seeds. This study focused on forage alfalfa, with the aboveground biomass of alfalfa comprising only leaves and stems.
As a perennial leguminous forage, alfalfa presents complex nitrogen dynamics due to factors such as biological nitrogen fixation, nitrogen redistribution after cutting, and root–rhizobia interactions [43,44]. Our findings showed that model parameters varied across fertilizer types and harvests (Figure 3). Under the same biomass level, CRU-treated plants exhibited higher parameter a values and lower b values compared to urea, indicating higher nitrogen concentration and slower dilution rates. This is attributed to the nutrient release characteristics of the fertilizers: CRU releases nitrogen gradually through coated slow-release technology, reducing loss through leaching and volatilization and maintaining higher plant nitrogen concentrations over time [45,46]. In contrast, urea releases nitrogen rapidly, leading to short-term surplus and subsequent loss, resulting in nitrogen deficiency in later growth stages and higher dilution rates [47,48]. Across harvests, parameter a decreased with successive cuts, likely due to physiological regulation during alfalfa regrowth. The first cut relies on early-applied nitrogen for rapid growth, maintaining high nitrogen concentrations [49]. With each harvest, soil nitrogen supply diminishes, and plants tend to allocate limited nitrogen to stress-resistance organs rather than aboveground regrowth, reducing nitrogen concentrations [50,51]. Cutting stress may also induce secondary metabolites, such as phenolics and lignin, consuming nitrogen and reducing its availability for biomass synthesis [51]. Notably, the b parameter for the second cut was lower than that of the first and third cuts, suggesting a slower nitrogen dilution rate during the second growth cycle. This may be due to high temperatures and low rainfall in July, which limit nitrogen uptake and biomass accumulation.

3.2. Diagnosis of Nitrogen Nutrition in Alfalfa Plants

The NNI model and Nand model developed based on the CNDC can accurately quantify nitrogen nutritional changes throughout the crop growth cycle [21]. The NNI reflects the real-time nitrogen status of the plant, while Nand captures the long-term balance between nitrogen supply and demand [21]. In this study, NNI showed a decreasing trend over the growth period, while differences in Nand values among nitrogen treatments increased progressively (Figure 5 and Figure 7). Similar results were reported by Wang et al. [52] and Ye et al. [53] in their nitrogen diagnosis studies on oat and winter wheat, respectively. This phenomenon is largely attributed to the nitrogen demand patterns across different crop growth stages. As C3 plants, alfalfa, oat, and wheat exhibit rapid shoot growth during vegetative stages and require high nitrogen uptake for organ development. In later stages, nitrogen is increasingly redistributed to storage organs such as roots and root crowns, leading to a reduction in nitrogen concentration in the aboveground biomass [54]. Moreover, environmental factors such as temperature, light, and precipitation during the growing season can indirectly affect nitrogen uptake and allocation, resulting in dynamic changes in plant nitrogen status. High-temperature stress significantly inhibits alfalfa root activity and nitrogen absorption while increasing respiratory metabolism, which accelerates nitrogen assimilation product consumption and leads to internal nitrogen imbalance [55]. In low-temperature conditions, the activity of key enzymes in carbon and nitrogen metabolism and nitrogen transport proteins is suppressed, resulting in reduced nitrogen assimilation and insufficient accumulation. Under prolonged low-light conditions, limited photosynthetic product synthesis can inhibit nitrogen metabolism, causing nitrogen to accumulate in roots and senescing tissues, while its distribution to new leaves is significantly reduced [56]. Water is essential for healthy crop growth. Under drought stress, water deficiency directly suppresses photosynthesis, limits leaf expansion, reduces assimilation area, and lowers dry matter accumulation [57]. Conversely, excessive precipitation can lead to waterlogging, resulting in root zone hypoxia, reduced root respiration, and, with prolonged flooding, root decay. This process also accelerates nitrogen leaching and decreases available nitrogen in the rhizosphere, ultimately undermining plant nitrogen status [58].
The application of exogenous nitrogen fertilizer influences NNI by increasing soil nitrogen supply and reduces Nand by meeting plant nitrogen demand. Our results showed that alfalfa NNI increased with nitrogen application rate, while Nand showed an opposite trend (Figure 5 and Figure 7). Notably, treatments N2 and C2 exhibited NNI values close to 1 and Nand values near 0, suggesting that these fertilizer rates maintained a dynamic balance among nitrogen uptake, assimilation, and allocation. This led to optimized nitrogen use efficiency and helped stabilize soil pH, prevent acidification due to nitrogen transformation, and minimize nitrate leaching and N2O emissions [59,60]. Excessive nitrogen application resulted in NNI > 1 and Nand < 0, indicating nitrogen accumulation beyond plant demand. This could lead to the buildup of nitrogen degradation products such as free amino acids or ammonia, reducing forage quality. Furthermore, nitrogen status fluctuations varied by fertilizer type. This study found that alfalfa plants treated with CRU exhibited smaller NNI and Nand fluctuations (NNI: 0.65~1.25; Nand: −8.71~24.56) compared to those treated with urea (NNI: 0.62~1.30; Nand: −8.92~25.69). After urea application, soil nitrogen concentration surged rapidly, causing a short-term increase in NNI. However, as nitrogen was quickly consumed or lost, available nitrogen declined, leading to a subsequent drop in NNI and resulting in pronounced fluctuations. In contrast, CRU application maintained a relatively stable level of available nitrogen in the soil over a longer period, preventing “pulsed” nitrogen uptake and effectively reducing NNI variation.

3.3. Yield-Increasing and Nitrogen-Saving Potential of Controlled Release Urea

Urea releases over 80% of its nitrogen within three days after application, and its nitrogen use efficiency (NUE) is generally below 35%. To meet the nitrogen demand of crops throughout the growth cycle, multiple topdressings are typically required [61,62]. In contrast, CRU can sustain nitrogen release over several months, with NUE reaching 50~70% [63]. Based on regression analysis between nitrogen rate and yield for both fertilizer types (Table 2), CRU-treated alfalfa achieved a higher theoretical maximum yield while saving 18.41~20.47% nitrogen input. These findings indicate that CRU offers greater potential for improving yield and reducing nitrogen use compared to conventional urea. The advantages of CRU are largely influenced by fertilizer properties, soil effects, and plant physiological responses. From the perspective of fertilizer characteristics, urea, a fast-acting nitrogen source, provides nutrients rapidly but often leads to nitrogen deficiency in later growth stages. It is also prone to leaching after rainfall or irrigation, resulting in resource waste and groundwater contamination [47,62]. In contrast, CRU minimizes nutrient loss by releasing nitrogen gradually, reducing leaching and volatilization risks, and significantly enhancing NUE [45,46]. Regarding soil effects, long-term urea application can cause nitrogen over accumulation, disrupt the nutrient balance, and destabilize the soil microbial community structure [64]. CRU, on the other hand, helps maintain dynamic nutrient balance, improves soil structure, and enhances water and nutrient retention capacity [65]. From a physiological standpoint, the sustained nitrogen supply from CRU promotes consistent nitrogen uptake by alfalfa roots, enhancing photosynthetic efficiency and improving plant stress resistance [66]. In contrast, the rapid nutrient release of urea may induce excessive vegetative growth, resulting in thin stems, reduced lodging resistance, and ultimately diminished yield and quality [67]. However, CRU also has limitations in practical application. For crops with high nitrogen demand during early growth stages, sole reliance on CRU may not adequately meet nitrogen needs. Additionally, CRU is 3–8 times more expensive than urea, which increases production costs. The polymer coating used for slow release is also difficult to degrade, and its residues may have adverse effects on soil microbial communities and soil structure over time. Therefore, research on the blending effect of CRU with urea and the coating materials of CRU can be carried out in the follow-up so as to improve the economy and universality of the application of CRU.

4. Materials and Methods

4.1. Experimental Site

The experiment was conducted from April to October in both 2023 and 2024 at the Irrigation Experiment Station of the Jingtai Chuan Electricity-Lift Irrigation Water Resources Utilization Center, Gansu Province (37°23′ N, 104°08′ E; elevation 2028 m). The long-term average annual precipitation, evaporation, sunshine duration, mean radiation, mean air temperature, and frost-free period at the site are 191.6 mm, 2761 mm, 2652 h, 6.18 × 105 J·cm−2, 8.5 °C, and 191 days, respectively. The soil at the experimental site is classified as sandy loam, with a bulk density of 1.45 g·cm−3, a maximum field water-holding capacity of 24.1% (gravimetric basis), and a pH of 8.11. In the 0–20 cm topsoil layer, the contents of soil organic matter, total nitrogen, total phosphorus, total potassium, available nitrogen, and available phosphorus were 6.09 g·kg−1, 1.62 g·kg−1, 1.32 g·kg−1, 34.03 g·kg−1, 74.51 mg·kg−1, and 26.31 mg·kg−1, respectively. During the alfalfa growing period in 2023, the average precipitation and temperature were 0.51 mm and 20.58 °C, respectively, while in 2024, they were 0.99 mm and 12.28 °C (Figure 9).

4.2. Experimental Design

The tested alfalfa cultivar was Longdong purple alfalfa (hereafter referred to as alfalfa). The experiment was arranged with two nitrogen fertilizer types and four nitrogen application rates (pure nitrogen). The fertilizer types included controlled-release nitrogen fertilizer (produced by Shandong Kingenta Ecological Engineering Co., Ltd., N content 30%), and urea (N content 46%). The nitrogen application rates were 0, 80, 160, and 240 kg·ha−1 [68], resulting in a total of seven treatments (Table 3), with three replicates per treatment. Alfalfa was initially sown on April 7, 2021, with a row spacing of 30 cm and a seeding rate of 22.5 kg·ha−1. Urea was applied in a 6:2:2 ratio at three stages each year: before regrowth of the first cut, after the first cut, and after the second cut. The controlled-release fertilizer was applied once before regrowth of the first cut each year. Phosphorus fertilizer (single superphosphate, P2O5 content 16%, 50 kg·ha−1) and potassium fertilizer (potassium chloride, K2O content 60%, 50 kg·ha−1) were applied as basal fertilizers before the regrowth of the first cut. Irrigation was conducted using drip tapes, with the irrigation volume set according to the local standard irrigation level for artificial grasslands; the irrigation quota is 75 mm. Drip tapes were installed with a spacing of 60 cm, and each emitter was designed to deliver water at a rate of 2 L·h−1. Valves and water meters (accuracy: 0.001 m3) were installed on the pipelines to control water volume. Other field management practices followed the local standards for artificial grasslands.

4.3. Measurement Items and Methods

4.3.1. Yield

Alfalfa yield was determined using the quadrat sampling method. At the initial flowering stage of each cut, a 1 m2 quadrat (1 m × 1 m) with uniform plant growth was selected from each plot. Plants were cut at 5 cm above ground level, and weeds were removed before recording the fresh weight. The samples were inactivated at 105 °C for 0.5 h and then oven-dried at 75 °C to constant weight. After cooling, the dry weight was recorded to calculate the hay yield, which was then converted to yield per unit area (kg·ha−1).

4.3.2. Aboveground Biomass and Nitrogen Concentration

Starting from the branching stage of each cut, plant samples were collected at weekly intervals (Table 4). Ten consecutive and uniformly growing alfalfa plants were randomly selected from each plot and harvested. Leaves and stems were separated, inactivated at 105 °C for 30 min, and then oven-dried at 75 °C to a constant weight. After cooling, the dry weights were recorded to calculate aboveground biomass. Dried leaf and stem samples were ground using a small grinder, passed through a 1 mm sieve, and digested using the H2SO4–H2O2 method. Total nitrogen content in leaves and stems was determined using a FOSS 2300 fully automatic Kjeldahl nitrogen analyzer. Leaf (or stem) nitrogen accumulation (kg·ha−1) = Leaf (or stem) Nitrogen content (%) × Leaf (or stem) dry mass (kg·ha−1). The total plant nitrogen accumulation was obtained by summing the nitrogen contents of leaves and stems. Plant nitrogen concentration (%) = Total plant nitrogen accumulation (kg·ha−1)/total plant dry mass (kg·ha−1) [68].

4.4. Model Description

4.4.1. Construction of the Critical Nitrogen Dilution Curve Model

Based on the theoretical framework of the critical nitrogen (Nc) dilution model proposed by Justes et al. [69], the construction of the curve model involved the following four steps:
(1)
Analysis of variance (ANOVA) was performed on the aboveground biomass data from each sampling date under different nitrogen treatments. Based on whether alfalfa growth was limited by nitrogen, the treatments were classified into nitrogen-limited (where increasing nitrogen significantly enhanced biomass accumulation) and non-nitrogen-limited groups (where further nitrogen application did not significantly increase biomass accumulation).
(2)
A linear regression was conducted between aboveground biomass and nitrogen concentration for the nitrogen-limited group.
(3)
The average aboveground biomass of the non-nitrogen-limited group was taken as the maximum attainable aboveground biomass.
(4)
For each sampling date, the theoretical critical nitrogen concentration was determined as the y-value (nitrogen concentration) at the intersection point of the linear regression line and a vertical line drawn at the maximum aboveground biomass on the x-axis.
The critical nitrogen dilution curve model for alfalfa follows the equation proposed by Greenwood et al. [70]:
N c = a W b
where Nc is the critical nitrogen concentration (%) of alfalfa, W is the maximum dry matter mass of alfalfa (t·ha−1), a is the nitrogen concentration of the plant when alfalfa reaches 1 t of dry matter mass above ground, and b is a statistical parameter for the slope of the dilution curve.

4.4.2. Validation of the Critical Nitrogen Concentration Dilution Curve Model

The commonly used root mean square error (RMSE) and normalized RMSE (n-RMSE) were adopted to evaluate the model accuracy:
R M S E = i = 1 n s i m i 2 n
n - R M S E = R M S E S × 100 %
where si and mi are the measured and modeled values of critical nitrogen concentration, respectively; n is the sample size; and S is the mean value of measured concentration. n-RMSE < 10%, excellent model stability; 10% < n-RMSE < 20%, good model stability; 20% < n-RMSE < 30%, fair model stability; n-RMSE > 30%, poor model stability [71].

4.5. Nitrogen Nutrition Diagnostic Models

4.5.1. Nitrogen Nutrition Index Model

The nitrogen nutrition index (NNI) is the ratio of the actual crop nitrogen concentration to the critical nitrogen concentration, which is used to reflect the nitrogen nutrition of alfalfa plants [39]. It is calculated as:
N N I = N i N c
where Ni is the measured nitrogen concentration value (%) of alfalfa and Nc is the model simulated nitrogen concentration value (%). When NNI = 1, it indicates appropriate nitrogen nutrition of alfalfa plants; NNI > 1 indicates excess nitrogen nutrition, and NNI < 1 indicates insufficient nitrogen nutrition.

4.5.2. Accumulated Nitrogen Deficit Model

A model for accumulated nitrogen deficit (Nand) model in alfalfa can be derived from Equation (4):
N a n d = N c a n d N i a n d
where Ncand is the nitrogen accumulation under the critical nitrogen concentration condition (kg·ha−1); Niand is the actual nitrogen accumulation of alfalfa (kg·ha−1). When Nand = 0, alfalfa N nutritional status is appropriate; Nand > 0, alfalfa N accumulation is insufficient; Nand < 0, alfalfa N accumulation is excessive.

4.5.3. Relative Yield

Relative yield (RY) is calculated as the ratio of actual yield under each treatment to the maximum observed yield:
R Y = Y i Y m a x
where Yi is the alfalfa yield of each treatment (kg·ha−1) and Ymax is the maximum alfalfa yield in each treatment (kg·ha−1).

4.6. Statistics and Analysis of Data

Microsoft Excel 2016 was used for data organization and calculations. SPSS 2.1.0 was used for one-way ANOVA and two-way ANOVA, and the least significant difference (LSD) method was used for comparisons between treatments. Origin 2021 was used for curve fitting and graphing. The level of significance was set at p = 0.05.

5. Conclusions

(1)
The relationship between aboveground biomass and nitrogen concentration in alfalfa followed a power function. The critical nitrogen concentration dilution curve (CNDC) models constructed for the application of urea and controlled-release urea (CRU) to alfalfa all have R2 values > 0.99 and normalized root mean square errors (n-RMSE) ranging from 3.1~13%, indicating strong model reliability.
(2)
The nitrogen nutrition index (NNI) and cumulative nitrogen deficit (Nand) models constructed based on the CNDC effectively diagnosed nitrogen nutritional status in alfalfa, with consistent results between the two models. Treatments N2 and C2 were identified as optimal in maintaining nitrogen balance and crop performance.
(3)
Compared to urea, CRU application increased alfalfa yield by 6.60~23.19%. The optimal nitrogen application rates were 175.44~181.71 kg·ha−1 for urea and 145.63~153.40 kg·ha−1 for CRU. At theoretical maximum yield, CRU saved 18.41~20.47% of nitrogen input relative to urea.
In summary, this study established a reliable nitrogen nutrition diagnostic model for alfalfa and quantified that the application of controlled-released urea can significantly reduce the nitrogen fertilizer rate while achieving high alfalfa yields compared to urea. This finding is of great significance for optimizing nitrogen fertilizer management in alfalfa production and promoting the green and sustainable development of the alfalfa industry. It also provides a valuable reference for the widespread application of controlled-released urea in alfalfa production.

Author Contributions

Conceptualization, G.Q. and Y.K.; methodology, Y.D. and M.Y.; software, Y.M. and H.L.; validation, Y.D.; formal analysis, M.Y., and Y.K.; investigation, W.C., J.L., and Y.W.; resources, M.Y.; data curation, Y.D.; writing—original draft, Y.D. and Y.L.; writing—review and editing, Y.D. and M.Y.; visualization, M.Y.; supervision, G.S.; project administration, Y.M.; funding acquisition, G.Q. All authors have read and agreed to the published version of the manuscript.

Funding

This study was funded by the National Natural Science Foundation of China (NSFC) Regional Program (Grant Nos. 52069001 and 52269009); Gansu Agricultural University, the fifth batch of “Fuxi Young Talents” project (Grant No. Gaufx-05Y11); Gansu Agricultural University, the Youth Tutor Support Fund (Grant No. GAU-QDFC-2023-12); and the Gansu Agricultural University “Innovation of Efficient Utilization of Soil and Water Resources for Specialty Crops in Northwest Arid Regions” Discipline Team Building Special Project (Grant No. GAU-XKTD-2022-09).

Data Availability Statement

All data supporting this study are included in the article.

Acknowledgments

The authors would like to thank all funds and lab facilities. We also gratefully acknowledge the anonymous reviewers for their constructive comments.

Conflicts of Interest

The authors declare no conflicts of interest.

References

  1. Cassman, K.G.; Dobermann, A. Nitrogen and the future of agriculture: 20 years on: This article belongs to ambio’s 50th anniversary collection. theme: Solutions-oriented research. Ambio 2022, 51, 17–24. [Google Scholar] [CrossRef] [PubMed]
  2. Wang, S.S.; Ye, H.H.; Yang, C.F.; Zhang, Y.; Pu, J.W.; Ren, Y.H.; Xie, K.; Wang, L.X.; Zeng, D.C.; He, H.Q.; et al. OsNLP3 and OsPHR2 orchestrate direct and mycorrhizal pathways for nitrate uptake by regulating NAR2.1-NRTs complexes in rice. Proc. Natl. Acad. Sci. USA 2025, 122, e2416345122. [Google Scholar] [CrossRef] [PubMed]
  3. Zhang, Q.Z.; Hao, G.; Li, H.Y. Effects of availability and form of exogenous nitrogen on plant growth and physiology: Progress and prospects. Chin. J. Ecol. 2024, 43, 878–887. (In Chinese) [Google Scholar]
  4. Zhao, Y.; Wang, Y.Q.; Sun, S.N.; Liu, W.T.; Zhu, L.; Yan, X.B. Different Forms and Proportions of Exogenous Nitrogen Promote the Growth of Alfalfa by Increasing Soil Enzyme Activity. Plants 2022, 11, 1057. [Google Scholar] [CrossRef]
  5. Tyagi, J.; Ahmad, S.; Malik, M. Nitrogenous fertilizers: Impact on environment sustainability, mitigation strategies, and challenges. Int. J. Environ. Sci. Technol. 2022, 19, 49–72. [Google Scholar] [CrossRef]
  6. Gu, B.J.; Zhang, X.M.; Lam, S.K.; Yu, Y.L.; van Grinsven, H.J.M.; Zhang, S.H.; Wang, X.X.; Bodirsky, B.L.; Wang, S.T.; Duan, J.K.; et al. Publisher correction: Cost-effective mitigation of nitrogen pollution from global croplands. Nature 2023, 614, E19. [Google Scholar] [CrossRef]
  7. You, L.C.; Ros, G.H.; Chen, Y.L.; Shao, Q.; Young, M.D.; Zhang, F.S.; de Vries, W. Global mean nitrogen recovery efficiency in croplands can be enhanced by optimal nutrient, crop and soil management practices. Nat. Commun. 2023, 14, 5747. [Google Scholar] [CrossRef]
  8. Ullah, A.; Li, M.X.; Noor, J.; Tariq, A.; Liu, Y.; Shi, L.X. Effects of salinity on photosynthetic traits, ion homeostasis and nitrogen metabolism in wild and cultivated soybean. PeerJ 2019, 7, e8191. [Google Scholar] [CrossRef]
  9. Barłóg, P. Improving fertilizer use efficiency—Methods and strategies for the future. Plants 2023, 12, 3658. [Google Scholar] [CrossRef]
  10. Mishra, S.; Levengood, H.; Fan, J.P.; Zhang, C.K. Plants Under Stress: Exploring Physiological and Molecular Responses to Nitrogen and Phosphorus Deficiency. Plants 2024, 13, 3144. [Google Scholar] [CrossRef]
  11. Zhao, B.; Liu, Z.D.; Syed, T.A.U.K.; Xiao, J.F.; Liu, Z.G.; Qi, A.Z.; Ning, D.F.; Nan, J.Q.; Duan, A.W. Rapid and nondestructive estimation of the nitrogen nutrition index in winter barley using chlorophyll measurements. Field Crops Res. 2016, 185, 59–68. [Google Scholar] [CrossRef]
  12. Kumar, K.; Parihar, C.M.; Nayak, H.S.; Sena, D.R.; Godara, S.; Dhakar, R.; Patra, K.; Sarkar, A.; Bharadwaj, S.; Ghasal, P.C.; et al. Modeling maize growth and nitrogen dynamics using ceres-maize (dssat) under diverse nitrogen management options in a conservation agriculture-based maize-wheat system. Sci. Rep. 2024, 14, 11743. [Google Scholar] [CrossRef] [PubMed]
  13. Xiong, D.L.; Chen, J.; Yu, T.T.; Gao, W.L.; Ling, X.X.; Li, Y.; Peng, S.B.; Huang, J.L. SPAD-based leaf nitrogen estimation is impacted by environmental factors and crop leaf characteristics. Sci. Rep. 2015, 5, 13389. [Google Scholar] [CrossRef] [PubMed]
  14. Xue, L.H.; Cao, W.X.; Luo, W.H.; Dai, T.B.; Zhu, Y. Monitoring leaf nitrogen status in rice with canopy spectral reflectance. Agron. J. 2004, 96, 135–142. [Google Scholar] [CrossRef]
  15. Zhao, Q.; Qu, Y.H. The retrieval of ground NDVI (normalized difference vegetation index) data consistent with remote-sensing observations. Remote Sens. 2024, 16, 1212. [Google Scholar] [CrossRef]
  16. Zhang, Y.; Jiang, Y.Y.; Xu, B.; Yang, G.J.; Feng, H.K.; Yang, X.D.; Yang, H.; Liu, C.B.; Cheng, Z.D.; Feng, Z.H. Study on the Estimation of leaf area index in rice based on UAV RGB and multispectral data. Remote Sens. 2024, 16, 3049. [Google Scholar] [CrossRef]
  17. Liu, C.; Liu, J.J.; Wang, J.; Ding, X.Y. Effects of Short-Term Nitrogen Additions on Biomass and Soil Phytochemical Cycling in Alpine Grasslands of Tianshan, China. Plants 2024, 13, 1103. [Google Scholar] [CrossRef]
  18. Dessureault-Rompré, J. Soil Nitrogen Supply: Linking Plant Available N to Ecosystem Functions and Productivity. Nitrogen 2022, 3, 5–7. [Google Scholar] [CrossRef]
  19. Ulrich, A. Physiological bases for assessing the nutritional requirements of plants. Annu. Rev. Plant Physiol. 1952, 3, 207–228. [Google Scholar] [CrossRef]
  20. Lei, H.J.; Fan, Y.M.; Xiao, Z.Y.; Jin, C.C.; Chen, Y.Y.; Pan, H.W. Comprehensive evaluation of tomato growth status under aerated drip irrigation based on critical nitrogen concentration and nitrogen nutrient diagnosis. Plants 2024, 13, 270. [Google Scholar] [CrossRef]
  21. Tang, L.; He, Z.Y.; Qiu, X.L.; Syed, T.A.U.K.; Li, Y.D.; Liu, X.J.; Cao, Q.; Zhu, Y.; Cao, W.X. Development of a critical nitrogen dilution curve of double cropping rice in south china. Front. Plant Sci. 2017, 8, 638. [Google Scholar]
  22. Yue, S.C.; Meng, Q.F.; Zhao, R.F.; Li, F.; Chen, X.P.; Zhang, F.S.; Cui, Z.L. Critical nitrogen dilution curve for optimizing nitrogen management of winter wheat production in the north china plain. Agron. J. 2012, 104, 523–529. [Google Scholar] [CrossRef]
  23. Du, L.J.; Li, Q.; Li, L.; Wu, Y.W.; Zhou, F.; Liu, B.X.; Zhao, B.; Li, X.L.; Liu, Q.L.; Kong, F.L.; et al. Construction of a critical nitrogen dilution curve for maize in southwest china. Sci. Rep. 2020, 10, 13084. [Google Scholar] [CrossRef] [PubMed]
  24. Zhou, F.; Xi, Q.L.; Zhang, S.Q.; He, J.; Liu, G.X.; Xue, G.; Xu, S.X.; Yang, T.Z. Critical nitrogen concentration dilution curve and nitrogen nutrition diagnosis of flue-cured tobacco under conditions of integration of water and fertilizer in tobacco-growing areas in central Henan. Acta Tabacaria Sin. 2019, 25, 58–66. (In Chinese) [Google Scholar]
  25. Sandaña, P.; Lobos, I.A.; Pavez, P.B.; Moscoso, C.J. Validation of a critical nitrogen dilution curve for hybrid ryegrasses. Grass Forage Sci. 2019, 74, 370–380. [Google Scholar] [CrossRef]
  26. De Oliveira, E.C.A.; De Castro Gava, G.J.; Trivelin, P.C.O.; Otto, R.; Franco, H.C.J. Determining a critical nitrogen dilution curve for sugarcane. J. Plant Nutr. Soil Sci. 2013, 176, 712–723. [Google Scholar] [CrossRef]
  27. Shlevin, E.; Zilberman, A.; Ben-Asher, J. Theoretical determination of a critical nitrogen dilution curve based on the carrot case study. Agric. Res. 2018, 7, 239–244. [Google Scholar] [CrossRef]
  28. Giletto, C.M.; Reussi Calvo, N.I.; Sandaña, P.; Echeverría, H.E.; Bélanger, G. Shoot and tuber-based critical nitrogen dilution curves for the prediction of the N status in potato. Eur. J. Agron. 2020, 119, 126114. [Google Scholar] [CrossRef]
  29. Mou, S.W.; Xie, J.; Luo, C.; Liu, T.N.; Yang, B.P.; Han, Q.F.; Liu, X.X. Establishment and verification of critical nitrogen concentration dilution curve of garlic in Guanzhong plain. Trans. Chin. Soc. Agric. Eng. 2019, 35, 126–133. (In Chinese) [Google Scholar]
  30. Feng, W.N.; Li, X.F.; Dong, H.L.; Qin, Y.K.; Sun, M.; Shao, J.J.; Zheng, C.S.; Li, P.C. Fruits-based critical nitrogen dilution curve for diagnosing nitrogen status in cotton. Front. Plant Sci. 2022, 13, 801968. [Google Scholar] [CrossRef]
  31. He, F.; Chen, S.; Zhang, Y.Y.; Chai, K.; Zhang, Q.; Kong, W.L.; Qu, S.Y.; Chen, L.; Zhang, F.; Li, M.N.; et al. Pan-genomic analysis highlights genes associated with agronomic traits and enhances genomics-assisted breeding in alfalfa. Nat. Genet. 2025, 57, 62–73. [Google Scholar] [CrossRef] [PubMed]
  32. Yu, T.F.; Hao, F.; Gao, K.; Xiong, M.; An, H.B. Productivity, soil fertility and enzyme activity of mixed forage grasslands improved by alfalfa and nitrogen addition in horqin sandy land, china. Sci. Rep. 2025, 15, 10748. [Google Scholar] [CrossRef] [PubMed]
  33. Zhu, D.; Sun, L.; Mao, L.N.; Li, J.Y.; Yan, B.H.; Li, B.; Li, X. Combined effects of cropping alfalfa (Medicago sativa L.) on the soil pore structure, microbial communities and organic carbon fractions in saline soils. Appl. Soil Ecol. 2025, 208, 105993. [Google Scholar] [CrossRef]
  34. Chen, D.D.; Wang, Y.R.; Han, Y.H. Effects of irrigation frequency and fertilizer rate on alfalfa seed yields in the Yellow River irrigated region. Acta Pratacult. Sin. 2016, 25, 154–163. (In Chinese) [Google Scholar]
  35. Liu, M.G.; Wang, Z.K.; Mu, L.; Xu, R.; Yang, H.M. Effect of regulated deficit irrigation on alfalfa performance under two irrigation systems in the Inland Arid Area of Midwestern China. Agric. Water Manag. 2021, 248, 106764. [Google Scholar] [CrossRef]
  36. Jing, B.; Shi, W.J.; Zhai, Z.M.; Chen, T. Optimizing nitrogen supply for maize based on critical nitrogen concentration and nitrogen residual effect under different irrigation levels. Plant Soil 2025, 1–17. [Google Scholar] [CrossRef]
  37. Lu, J.S.; Hu, T.T.; Li, Y.; Cui, X.L.; Cheng, M.H.; Yan, S.C.; Xiang, Y.Z.; Fan, J.L.; Zhang, F.C.; Xiong, Y.C. Effects of different water management strategies on critical nitrogen concentration dilution curves, nitrogen accumulation, and grain yield in winter wheat. Agric. Commun. 2024, 2, 100052. [Google Scholar] [CrossRef]
  38. Deng, L.J.; Xu, X.M.; Zhu, Y.M.; He, W.C.; Jin, M.H.; Liu, Y.H.; Lu, G.Q.; Lv, Z.F. Changes in dilution curves of critical nitrogen concentration in sweet potato under different potassium conditions. Field Crops Res. 2023, 303, 109130. [Google Scholar] [CrossRef]
  39. Lemaire, G.; Oosterom, E.V.; Sheehy, J.; Jeuffroy, M.H.; Massignam, A.; Rossato, L. Is crop N demand more closely related to dry matter accumulation or leaf area expansion during vegetative growth? Field Crops Res. 2007, 100, 91–106. [Google Scholar] [CrossRef]
  40. Gastal, F.; Lemaire, G. N uptake and distribution in crops: An agronomical and ecophysiological perspective. J. Exp. Bot. 2002, 53, 789–799. [Google Scholar] [CrossRef] [PubMed]
  41. Lemaire, G.; Cruz, P.; Gosse, G.; Chartier, M. Etude des relations entre la dynamique de prélèvement d’azote et la dynamique de croissance en matière sèche d’un peuplement de luzerne (Medicago Sativa L.). Agronomie 1985, 5, 685–692. [Google Scholar] [CrossRef]
  42. Chen, L.L.; Cheng, H.; Mao, P.S.; Yang, X.F.; Liang, Q.W.; Na, R.S. Establishment and Application of Critical Nitrogen Dilution Curve in Alfalfa (Medicago sativa L.) Seed Production. Chin. J. Grassl. 2017, 39, 13–18. [Google Scholar]
  43. Tkacz, A.; Ledermann, R.; Martyn, A.; Schornack, S.; Oldroyd, G.E.D.; Poole, P.S. Nodulation and nitrogen fixation in Medicago truncatula strongly alters the abundance of its root microbiota and subtly affects its structure. Environ. Microbiol. 2022, 24, 24–33. [Google Scholar] [CrossRef] [PubMed]
  44. Pislariu, C.E.; Murray, J.D.; Wen, J.Q.; Cosson, V.; Muni, R.R.D.; Wang, M.; Benedicto, V.A.; Andriankaja, A.; Cheng, X.F.; Jerez, I.T.; et al. A Medicago truncatula tobacco retrotransposon insertion mutant collection with defects in nodule development and symbiotic nitrogen fixation. Plant Physiol. 2012, 159, 86–99. [Google Scholar] [CrossRef]
  45. Qi, Z.L.; He, M.R.; Dai, X.L.; Dong, Y.J. The effect of controlled release of urea coated with natural rubber and biochemical inhibitor on soil nitrogen supply and winter wheat growth. Acta Pedol. Sin. 2022, 59, 08–19. [Google Scholar]
  46. Shaviv, A. Advances in controlled-release fertilizers. Adv. Agron. 2001, 71, 1–49. [Google Scholar]
  47. Liu, X.Y.; Han, H.H.; Gu, S.X.; Gao, R. Effects of urea application on soil organic nitrogen mineralization and nitrogen fertilizer availability in a rice–broad bean rotation system. Sustainability 2023, 15, 6091. [Google Scholar] [CrossRef]
  48. Sentek, V.; Velescu, A.; Wilcke, W.; Henke, C.; Peters, N.; Welp, G.; Amelung, W. Nitrogen release from different polymer-coated urea fertilizers in soil is affected by soil properties. Soil Use Manag. 2023, 39, 77–90. [Google Scholar] [CrossRef]
  49. Peoples, M.B.; Brockwell, J.; Herridge, D.F.; Rochester, I.J.; Alves, B.J.R.; Urquiaga, S.; Boddey, R.M.; Dakota, F.D.; Bhattarai, S.; Maskey, S.L.; et al. The contributions of nitrogen-fixing crop legumes to the productivity of agricultural systems. Symbiosis 2009, 48, 1–17. [Google Scholar] [CrossRef]
  50. Chang, C.; Yin, Q.; Liu, H.L. Study on cutting periods and cutting times of alfalfa. Chin. J. Grassl. 2013, 35, 53–56. (In Chinese) [Google Scholar]
  51. Alkhayri, J.M.; Ramakrishnan, R.; Toppo, V.; Chole, P.B.; Banadka, A.; Sudheer, W.N.; Nagella, P.; Shehata, W.F.; AlMssallem, M.Q.; Alessa, F.M.; et al. Plant secondary metabolites: The weapons for biotic stress management. Metabolites 2023, 13, 716. [Google Scholar] [CrossRef]
  52. Wang, M.Y.; Wang, H.; Hou, L.Y.; Zhu, Y.Q.; Zhang, Q.; Chen, L.L.; Mao, P.S. Development of a critical nitrogen dilution curve of Siberian wildrye for seed production. Field Crops Res. 2018, 219, 250–255. [Google Scholar]
  53. Ye, T.Y.; Zhang, Y.; Xuan, J.Y.; Wang, X.T.; Li, Y.; Xu, J.H.; Xiao, L.J.; Liu, L.L.; Tang, L.; Cao, W.X.; et al. Development of a novel critical nitrogen concentration–cumulative transpiration curve for optimizing nitrogen management under varying irrigation conditions in winter wheat. Crop J. 2024, 12, 42–51. [Google Scholar]
  54. Wang, R.Z.; Dijkstra, F.A.; Han, X.G.; Jiang, Y. Root nitrogen reallocation: What makes it matter? Trends Plant Sci. 2024, 29, 77–88. [Google Scholar]
  55. Brown, R.W.; Chadwick, D.R.; Zang, H.; Jones, D.L. Use of metabolomics to quantify changes in soil microbial function in response to fertiliser nitrogen supply and extreme drought. Soil Biol. Biochem. 2021, 160, 108351. [Google Scholar] [CrossRef]
  56. Yang, Y.T.; Dong, J.Q.; Gu, R.; Shi, R.R.; Shi, F.L. Effects of low temperature on distribution and metabolism enzyme activity of carbon and nitrogen of Medicago ruthenica (L.). Grassl. Sci. 2023, 69, 42–50. [Google Scholar] [CrossRef]
  57. Ma, H.M.; Jia, Y.; Wang, W.Q.; Wang, J.; Zou, D.T.; Wang, J.G.; Gong, W.B.; Han, Y.M.; Dang, Y.X.; Wang, J.; et al. Effects of low-temperature stress during the grain-filling stage on carbon–nitrogen metabolism and grain yield formation in rice. Agronomy 2025, 15, 417. [Google Scholar] [CrossRef]
  58. Sharma, S.; Bhatt, U.; Sharma, J.; Kalaji, H.M.; Mojski, J.; Soni, V. Ultrastructure, adaptability, and alleviation mechanisms of photosynthetic apparatus in plants under waterlogging: A review. Photosynthetica 2022, 60, 430–444. [Google Scholar] [CrossRef]
  59. Du, K.; Zhao, W.Q.; Lv, Z.W.; Xu, B.; Hu, W.; Zhou, Z.G.; Wang, Y.H. Optimal rate of nitrogen fertilizer improves maize grain yield by delaying the senescence of ear leaves and thereby altering their nitrogen remobilization. Field Crops Res. 2024, 310, 109359. [Google Scholar] [CrossRef]
  60. Cui, X.Q.; Bo, Y.; Adalibieke, W.; Winiwarter, W.; Zhang, X.; Davidson, E.A.; Sun, Z.X.; Tian, H.; Smith, P.; Zhou, F. The global potential for mitigating nitrous oxide emissions from croplands. One Earth 2024, 7, 401–420. [Google Scholar] [CrossRef]
  61. Rubel, R.I.; Wei, L.; Alanazi, S.; Aldekhail, A.; Cidreira, A.M.; Yang, X.F.; Wasti, S.; Bhagia, S.; Zhao, X.H. Biochar-compost-based controlled-release nitrogen fertilizer intended for an active microbial community. Front. Agric. Sci. Eng. 2024, 11, 326–343. [Google Scholar]
  62. Li, H.F.; An, S.D.; Zhang, L.Y.; Peng, H.; Ma, W.Z.; Meng, X.Y.; Ye, H.M. Urea fertilizer with precisely regulable slow-release performance by complexing with random copolyester. J. Environ. Chem. Eng. 2021, 9, 105120. [Google Scholar]
  63. Ransom, C.J.; Jolley, V.D.; Blair, T.A.; Sutton, L.E.; Hopkins, B.G. Nitrogen release rates from slow- and controlled-release fertilizers influenced by placement and temperature. PLoS ONE 2020, 15, e0234544. [Google Scholar]
  64. Duff, A.M.; Forrestal, P.; Ikoyi, I.; Brennan, F. Assessing the long-term impact of urease and nitrification inhibitor use on microbial community composition, diversity and function in grassland soil. Soil Biol. Biochem. 2022, 170, 108709. [Google Scholar]
  65. Mendonca Cidreira, A.C.; Wei, L.; Aldekhail, A.; Islam Rubel, R. Controlled-release nitrogen fertilizers: A review on bio-based and smart coating materials. J. Appl. Polym. Sci. 2025, 142, e56390. [Google Scholar] [CrossRef]
  66. Gao, L.M.; Su, J.; Tian, Q.; Shen, Y.X. Effects of nitrogen application on nitrogen accumulation and root nitrogenase activity in Medicago sativa at different soil water contents. Acta Pratacult. Sin. 2020, 29, 130–136. (In Chinese) [Google Scholar]
  67. Ma, Q.; Qian, C.C.; Jia, W.X.; Wu, Y.L.; Li, C.Y.; Ding, J.F.; Zhu, M.; Guo, W.S.; Zhu, X.K. Effect of coated urea type and fertilization pattern on lodging resistance and yield of wheat following rice. Chin. J. Eco-Agric. 2022, 30, 74–83. (In Chinese) [Google Scholar]
  68. Yin, M.H.; Li, Y.N.; Gu, X.B.; Zhou, C.M.; Dong, L.L.; Zhang, T.L. Effects of nitrogen application rates on nitrogen surplus and nitrogen use efficiency of summer maize. Trans. Chin. Soc. Agric. Eng. 2015, 46, 167–176. (In Chinese) [Google Scholar]
  69. Justes, E. Determination of a critical nitrogen dilution curve for winter wheat crops. Ann. Bot. 1994, 74, 397–407. [Google Scholar] [CrossRef]
  70. Greenwood, D.J.; Gastal, F.; Lemaire, G.; Draycott, A.; Millard, P.; Neeteson, J.J. Growth rate and %N of field grown crops: Theory and experiments. Ann. Bot. 1991, 67, 181–190. [Google Scholar]
  71. Brendel, A.E. Some comments on the evaluation of transducer performance. Exp. Tech. 1983, 7, 20–21. [Google Scholar] [CrossRef]
Figure 1. The dynamic accumulation of aboveground biomass of alfalfa. (ac) show changes in aboveground biomass of alfalfa plants with urea application; (df) show changes in the aboveground biomass of alfalfa plants with CRU application.
Figure 1. The dynamic accumulation of aboveground biomass of alfalfa. (ac) show changes in aboveground biomass of alfalfa plants with urea application; (df) show changes in the aboveground biomass of alfalfa plants with CRU application.
Plants 14 01782 g001
Figure 2. Changes in nitrogen concentration in alfalfa plants at different stages of growth. (ac) show the changes in nitrogen concentration of alfalfa plants with urea application; (df) show the changes in nitrogen concentration of alfalfa plants with CRU application.
Figure 2. Changes in nitrogen concentration in alfalfa plants at different stages of growth. (ac) show the changes in nitrogen concentration of alfalfa plants with urea application; (df) show the changes in nitrogen concentration of alfalfa plants with CRU application.
Plants 14 01782 g002aPlants 14 01782 g002b
Figure 3. Nitrogen concentration dilution curves in aboveground biomass of alfalfa.
Figure 3. Nitrogen concentration dilution curves in aboveground biomass of alfalfa.
Plants 14 01782 g003
Figure 4. The 1:1 relationship diagram of simulated and observed values of critical N concentration.
Figure 4. The 1:1 relationship diagram of simulated and observed values of critical N concentration.
Plants 14 01782 g004
Figure 5. Dynamic changes in the NNI of alfalfa plants under different nitrogen fertilizer management. (ac) show the changes in NNI of alfalfa plants with urea application; (df) show the changes in NNI of alfalfa plants with CRU application.
Figure 5. Dynamic changes in the NNI of alfalfa plants under different nitrogen fertilizer management. (ac) show the changes in NNI of alfalfa plants with urea application; (df) show the changes in NNI of alfalfa plants with CRU application.
Plants 14 01782 g005
Figure 6. The relationship between NNI and RY of alfalfa.
Figure 6. The relationship between NNI and RY of alfalfa.
Plants 14 01782 g006
Figure 7. The dynamic changes in Nand of alfalfa plants. (ac) show the changes in Nand of alfalfa plants with urea application; (df) show the changes in Nand of alfalfa plants with CRU application.
Figure 7. The dynamic changes in Nand of alfalfa plants. (ac) show the changes in Nand of alfalfa plants with urea application; (df) show the changes in Nand of alfalfa plants with CRU application.
Plants 14 01782 g007
Figure 8. Relationship between Nand and RY of alfalfa.
Figure 8. Relationship between Nand and RY of alfalfa.
Plants 14 01782 g008
Figure 9. Daily precipitation and air temperature during the alfalfa growing period.
Figure 9. Daily precipitation and air temperature during the alfalfa growing period.
Plants 14 01782 g009
Table 1. Effect of nitrogen fertilizer management on nitrogen concentration in alfalfa plants.
Table 1. Effect of nitrogen fertilizer management on nitrogen concentration in alfalfa plants.
Nitrogen Fertilizer TypeNitrogen Application Rate (kg·ha−1)The First Cut (%)The Second Cut (%)The Third Cut (%)
UreaN02.96 e2.59 d2.35 d
N13.17 d2.76 cd2.49 cd
N23.35 cd2.90 c2.63 cb
N33.61 ab3.11 b2.79 ab
CRUC02.96 e2.59 d2.35 d
C13.23 d2.87 c2.53 cd
C23.49 bc3.13 b2.72 b
C33.79 a3.36 a2.94 a
Different lowercase letters after the data indicate significant differences (p < 0.05).
Table 2. Functional relationships between nitrogen fertilizer management and alfalfa yield.
Table 2. Functional relationships between nitrogen fertilizer management and alfalfa yield.
YearNitrogen Fertilizer TypeRegression EquationR2Maximum Yield (t·ha−1)Optimum Nitrogen Rate
(kg·ha−1)
2023Ureay = −9.96 × 10−5x2 + 0.04x + 11.470.92514.76181.71
CRUy = −2.22 × 10−4x2 + 0.07x + 11.540.98716.76153.46
2024Ureay = −1.14 × 10−4x2 + 0.04x + 13.890.84617.40175.44
CRUy = −3.09 × 10−4x2 + 0.09x + 14.110.99820.66145.63
Table 3. Nitrogen fertilizer management.
Table 3. Nitrogen fertilizer management.
Nitrogen TypeNitrogen Application Rate (kg·ha−1)
Urea0 (N0)
80 (N1)
160 (N2)
240 (N3)
CRU0 (C0)
80 (C1)
160 (C2)
240 (C3)
Table 4. Sampling dates (day/month).
Table 4. Sampling dates (day/month).
YearThe First CutThe Second CutThe Third Cut
202318 May28 June7 August
25 May5 July14 August
1 June12 July21 August
8 June19 July28 August
15 June26 July4 September
11 September
202416 May25 June5 August
23 May2 July12 August
30 May9 July18 August
6 June16 July21 August
13 June22 July2 September
9 Septemper
Experimental data from 2023 and 2024 were used for constructing and validating the critical nitrogen dilution curve model for alfalfa, respectively.
Disclaimer/Publisher’s Note: The statements, opinions and data contained in all publications are solely those of the individual author(s) and contributor(s) and not of MDPI and/or the editor(s). MDPI and/or the editor(s) disclaim responsibility for any injury to people or property resulting from any ideas, methods, instructions or products referred to in the content.

Share and Cite

MDPI and ACS Style

Duan, Y.; Ling, Y.; Li, H.; Chang, W.; Lu, J.; Yin, M.; Kang, Y.; Ma, Y.; Wang, Y.; Qi, G.; et al. Optimizing Management of Alfalfa (Medicago sativa L.) Nitrogen Fertilizer Based on Critical Nitrogen Concentration Dilution Curve Model. Plants 2025, 14, 1782. https://doi.org/10.3390/plants14121782

AMA Style

Duan Y, Ling Y, Li H, Chang W, Lu J, Yin M, Kang Y, Ma Y, Wang Y, Qi G, et al. Optimizing Management of Alfalfa (Medicago sativa L.) Nitrogen Fertilizer Based on Critical Nitrogen Concentration Dilution Curve Model. Plants. 2025; 14(12):1782. https://doi.org/10.3390/plants14121782

Chicago/Turabian Style

Duan, Yaya, Yi Ling, Haiyan Li, Wenjing Chang, Jiandong Lu, Minhua Yin, Yanxia Kang, Yanlin Ma, Yayu Wang, Guangping Qi, and et al. 2025. "Optimizing Management of Alfalfa (Medicago sativa L.) Nitrogen Fertilizer Based on Critical Nitrogen Concentration Dilution Curve Model" Plants 14, no. 12: 1782. https://doi.org/10.3390/plants14121782

APA Style

Duan, Y., Ling, Y., Li, H., Chang, W., Lu, J., Yin, M., Kang, Y., Ma, Y., Wang, Y., Qi, G., & Shen, G. (2025). Optimizing Management of Alfalfa (Medicago sativa L.) Nitrogen Fertilizer Based on Critical Nitrogen Concentration Dilution Curve Model. Plants, 14(12), 1782. https://doi.org/10.3390/plants14121782

Note that from the first issue of 2016, this journal uses article numbers instead of page numbers. See further details here.

Article Metrics

Back to TopTop