Original papers
Droplet impingement behavior analysis on the leaf surface of Shu-ChaZao under different pesticide formulations

https://doi.org/10.1016/j.compag.2017.11.030Get rights and content

Highlights

  • The effects of the three different pesticide formulations were assessed.

  • A CLSVOF-based interface trace approach was proposed.

  • Droplet impingement behaviors on the leaf-surface of Shu-Chazao were analyzed.

Abstract

Spray deposition in agriculture is of particular importance to apply pesticides to plant because poor efficiency leads to reduced biological efficacy, environmental contamination and even economic losses. Spray deposition on leave surfaces is associated with impingement dynamics behaviors of pesticide droplets. But how this impact affects the foregoing deposition is an intriguing subject of research, notably for the deposition on tea leave-surfaces. In this study a tea leaf-surface of a real tea tree, i.e. Shu-Chazao was selected as an impingement target of the pesticide droplet. A Couple Level Set & Volume of Fluids (CLSVOF) interface tracking method was proposed to characterize the impingement dynamics behaviors of the three commonly used pesticide droplets (such as chlorothalonil, dimethoate and malathion) on the leaf-surface and thus assess the effects of the different pesticide formulations on the spray deposition. Four key factors, including liquid phase pattern, surface wettability, pressure and velocity distributions were investigated, respectively, along the transverse and longitudinal directions of the leaf-surface. The calculated predictions provide a reasonable match with the published data. With our study, the CLSVOF interface trace modeling is demonstrated to have great potential for in-depth study of the impingement dynamics behaviors of the pesticide droplets on the tea leaf-surface. The simulation results can contribute to spray efficiency improvement of the tea plants in China.

Introduction

The challenges in the spray application process have increased in complexity over recent years: consumers desire the highest quality of produce, however, regulators insist on safety (to the consumer from residues) and risk reduction (to the operator, environment or ecosystem) (Weiss et al., 2001, IliasMalgarinos et al., 2014). Hence, efficient and sustainable plant protection requires that the various stages with pesticides, e.g. deposition, retention, uptake, and translocation should be optimized by either reducing detrimental ecological effects and retains or by improving both biological efficacy and economic viability of the growers (IliasMalgarinos et al., 2014). As a matter of fact, however, many spray programs widely used in the agricultural industries appear to provide lesser control of pests than might be expected from laboratory trials (Zwertvaegher et al., 2014). This may basically be due to inadequate canopy penetration and foliage coverage, which are believed to be strongly associated with the spray retention (Zwertvaegher et al., 2014). More generally, the better spray retention is dependent of the better spray deposition, and the above depositing action is sufficiently influenced by the impingement dynamics behaviors of the pesticide droplets (Dorr et al., 2008). Hence, a careful study of the underlying mechanism on impingement behavior of the pesticide droplets on the leave-surfaces is essential to maximize the pesticide efficacy.

From the viewpoint of fluid mechanics, the aforementioned impact dynamics behavior of pesticide droplets can be depicted as follows: as a pesticide droplet hits a leaf surface of a plant, the droplet’s vertical momentum leads to radial flow, in which the impact kinetic energy and surface energy of the droplet are converted to the surface energy of the splat and the viscous dissipation energy; subsequently, the droplet undergoes an oscillatory motion with gradually decaying amplitude till it reaches a sessile state(Kim and Chun, 2001, SubhasishMitra et al., 2013). At this point, for the droplet four dynamics behaviors may possibly appear:(1) spreading, (2) receding, (3) rebounding or splashing and (4) deposition, as shown in Fig. 1. In detail, firstly, the kinetic energy of the droplet causes it to spread out across the surface till the maximum spread diameter, when all the available kinetic energy is converted to the potential energy. Next, the droplet recoils due to surface tension. Note that in the process of spreading and recoiling phases the energy loss of droplet takes place. Finally, If the energy loss is so low, that is, the impact kinetic energy can overcome the viscous resistance, the droplet may splash or rebound off the leaf; however, if the loss is too much, the droplet deposits (Spillman, 1984, Forster et al., 2012).

Tea, a unique traditional agricultural product in China, is a popular kind of healthy, green and natural drink with the people around the world. Same as the other plants, chemical pesticides are commonly and widely used for the growth of tea trees, the more significance and importance of which are to protect the damage from disease and pest and consequently improve tea qualities (Cheng, 2012). But, pesticides are toxic, and there is an increasing demand to reduce their use. Unfortunately, current over-standard for pesticide residue is the biggest challenge for pesticide applying to tea trees (Cheng, 2012). The excessive pesticide residues not only lower the tea quality but also harm the people health and what is the most importance is to significantly pollute the natural environment, e.g. pollute the soil and contaminate groundwater. Therefore, it is very important and imperative to improve the tea quality by optimizing the spray retention.

Currently the droplet dynamics characteristics on surface are widely investigated in the industrial engineering fields, e.g. self-cleaning applications, micro-assays and micro fluidic devices (SubhasishMitra et al., 2013, An and Lee, 2012, Yarnold, 1938, Miwa et al., 2000). Due to expensive field measurements of specific crop/environment combinations in the practical spray applications, the mathematical and computational methods have been occasionally tried predicting the drop-impact-related processes to help quantify and optimize the complexities of the agrichemical spray retention by plants. For example, Forster et al. Forster et al. (2010) developed an empirical model for initial adhesion and spray retention by individual plants, in which they determined the dominant parameters on the physical properties of the spray droplet and leaf surface characteristics. An analytical investigation of the interpolation technique was made by Boukhalfa et al. Boukhalfa et al. (2014) and Massinon et al. Massinon and Lebeau (2013), who claimed that for the optimal spray retention, the droplets impacting the plant surface must retain on the plant and thus the volume percentage of the adhering droplets should be maximized. Note that the interpolation technique is a classical mathematics approach to estimate unknown data values by using known data values (Cobos and Peetre, 1991).

Focusing to CFD (Computational Fluid Dynamics) modeling, in order to understand the underlying physical mechanisms on the impingement of a single liquid droplet onto a solid surface, in the engineering field there exist a large number of different numerical studies, the commonly used models of which include Volume of Fluid (VOF), Level Set, and Couple Level Set & Volume of Fluids (CLSVOF) Strotos et al., 2011, Caviezel et al., 2008, Yokoi et al., 2009. For the three numerical approaches, VOF is being most widely used in the agricultural engineering field. To the best of the authors’ knowledge, however, previous research results, especially the VOF-based predictions cannot be found in literatures on the impingement dynamics behaviors of the pesticide droplets on the tea leaves. In fact VOF has one of the biggest advantages that it is unable to accurately compute such important properties as the curvature and the normal to the interface and hence trends to incur inaccurate or wrong simulations (Olsson and Kreiss, 2005). The leaf-surface does have so complicated micro-structural topography, as shown in Fig. 2, Fig. 3.

More generally, pesticide formulations have strong effects on surface tension and dynamics viscosity of droplets, which in turn affect the impingement momentum, as well as, the conversion between kinetic energy, surface energy and viscous dissipation energy. Consequently, they sufficiently affect the dynamics behaviors of the droplet on the leaf surfaces (Spillman, 1984). Currently, CLSVOF modeling seldom appears to be available in the agricultural engineering field, let alone in the spray retention on the tea leaf-surface. And also another important reason is that CLSVOF model, coupling the LS (Level Set) and VOF, not only contains their common advantages but also overcomes their disadvantages(Olsson and Kreiss, 2005). The detailed descriptions will be presented further in the Section 2.3.2. Hence, in order to optimize spraying parameters, here we propose CLSVOF-based interface tracking approach to characterize the impingement dynamics behaviors of the different pesticide droplets on the tea leaf-surface and thus assess the effects of the varying formulations on the spray deposition by tea foliage. To achieve this, a leaf surface of Shu-Chazao, a real tea tree living in central and south China, is act as the target for the droplet interception and impaction model (Fig. 2), and the three commonly used pesticides (such as chlorothalonil, dimethoate and malathion) are chosen. Note that tea leaf-surface is hydrophilic.

Section snippets

Physical properties of pesticide droplets

Currently, there are the three different pesticides widely used for Shu-Chazao. They are chlorothalonil (C8N2C14), dimethoate (C15H12NO3PS2) and malathion (C10H19O6PS2) respectively, which were selected for all simulations in this study. Table 1 shows their physical property parameters. The related measurement methods are separately depicted as follows: the surface tension was measured with a Krv¨ss bubble pressure tension-meter (BP2MKII, Hamburg, Germany); the static contact angles were

Results and discussion

In this section, the constructed 2D leaf surface model, based on the real foliage of Shu-Chazao, was numerically tested to characterize the impingement dynamics behaviors of the three different pesticide droplets, i.e. chlorothalonil, dimethoate and malathion. The effects of the different pesticide formulations on the spray retention were separately assessed along the transverse and longitudinal directions through the following four aspects: liquid phase, surface wettability, pressure and

Validation

Due to the lack of the numerical investigations in literature for the dynamics impingement of the pesticide droplets onto tea foliage, as stated in the introduction section, to the best of authors’ knowledge, the CLSVOF-based predictions in this study present a novel character. And also due to the unique and specific surface topographies of the foliage of Shu-Chazao from those of the other plants, no related experimental evidences are available either so far. However, in view of tea foliage

Conclusions

Tea, a unique traditional agricultural product in China, is popular with the people around the world. However, the usage of the pesticides incurs the detrimental environmental effects and retains and, hence, does a deleterious harm to the tea-drinking people.

Spray retention is believed to strongly correlate with the droplet-impact-related dynamics behaviors of the pesticide droplets on the tea leaf surface. Here we study the effects of various pesticides, i.e. chlorothalonil (C8N2C14),

Acknowledgments

The authors thank the reviewers for the hard work. And also the authors acknowledge financial support for this work from the Opening Fund of State Key Laboratory of Tea Plant Biology and Utilization of China (Grant No. SKLTOF20150204), the Opening Fund of State Key Laboratory of Nonlinear Mechanics of China (Grant No. LNM201504), Key Project of Anhui Education Committee (Grant No. KJ2015A031), and the thirteenth National key-point research and invention program (Grant No. 2016YFD0200205).

References (29)

  • B. Bhushan et al.

    Natural and biomimetic artificialsurfaces for super-hydrophobicity, self-cleaning, low adhesion, and drag reduction

    Prog. Mater Sci.

    (2011)
  • Cheng, Xi., 2012. Study on the effect of chemical pesticides on the release of C6-volatile in tea plant. Master thesis,...
  • F. Cobos et al.

    Interpolation of compact operators: the multidimensional case

    Proc. London Math, Soc.

    (1991)
  • D et al.

    Adherence and bouncing of liquid dropletsimpacting on dry surfaces

    Micro-fluid Nano-fluid.

    (2008)
  • Cited by (31)

    • CFD modelling to analyze the droplets deposition behavior on vibrating rice leaves

      2022, Computers and Electronics in Agriculture
      Citation Excerpt :

      The development of various models has matured and has been extensively applied to complex problems, such as optimization of a wind turbine structure (Delele et al., 2007), airflow field distribution (Endalew et al., 2010), and spray droplet deposition (Boukhalfa et al., 2014; Zwertvaegher et al., 2014; Salcedo et al., 2017), Researchers have conducted extensive research on the deposition behavior between spray droplets and plant leaves through practical tests and CFD numerical simulations. The objects of research on the deposition behavior of spray droplets on plant leaves primarily include the spray droplet velocity (Zhang et al., 2018; Zhu et al., 2018; Wu et al., 2021), tilt angle of the target leaves (Wang et al., 2013), impact angle and surface roughness of leaves (Kirols et al., 2015). It has been found that spray droplet velocity, tilt angle of target leaves, impact angle, surface roughness, etc., have a more significant influence on the deposition of spray droplets.

    • A leaf-mimic rain energy harvester by liquid-solid contact electrification and piezoelectricity

      2021, Nano Energy
      Citation Excerpt :

      By closely examining leaf-rain interactions, we found that it can mainly be decoupled into two processes, as shown in Fig. 1b: 1) The liquid-solid contact between raindrop and leaf, including droplet spreading, retracting, and sliding off the leaf surface, which is closely related to the hydrophobicity of the leaf surface; 2) The kinetic motion of leaf induced by the raindrop impingement. From an energy perspective, the kinetic energy of the impinging raindrop is mainly converted into three parts: 1) the kinetic energy of droplet motion on the leaf surface, 2) the kinetic energy of leaf vibration, and 3) dissipation energy [21]. For scavenging the kinetic energy of vibration, piezoelectric material exhibits its superiority due to its high mechanical-electrical coupling coefficient, simplicity, and scalability from micro- to human-scale [22–24].

    • Polymer additives regulate the deposition behavior of pesticide droplets on target plants

      2021, Polymer Testing
      Citation Excerpt :

      The viscosity of Gly-IPA with two additives, G-100A and G-200A, is slightly higher, but the viscosity of all fluids is generally small. The deposition of pesticide spray on the leaf surface is related to the impingement kinetic behavior of pesticide droplet [24]. The impact of droplets on the solid interface shows many phenomena: “prompt” or corona splashing, receding break-up, rupture, strange jets during recoil, partial or complete rebound, and deposition which generally related to liquid properties and substrate roughness [25].

    • Collision dynamics of SDS solution drops on a smooth wood substrate: Role of surface tension

      2020, Journal of Molecular Liquids
      Citation Excerpt :

      One example in particular would be the usage of surfactants in pesticide deposition to improve the spreading of the pesticide-laden drops upon impact [53,54]. Despite the improved spreading, however, the decreased ST also causes greater splashing [55,56]; which, in turn, leads to higher pesticide runoff and a further cascade of environmental problems [57,58]. Subsequently, taking into consideration the lack of pertinent literature, the limited understanding of how ST influences the collision dynamics and the large-scale applicability, the impingement of SDS solution drops (γ = 72.0–40 mN/m) on a smooth Diospyros crassiflora (African ebony, Rq = 0.60 μm) substrate was investigated in this study; with a particular emphasis on the spreading behavior and the properties of emitted droplets.

    View all citing articles on Scopus
    View full text