Impact of Droplets on Oscillating Surfaces
Study reveals how droplets behave on bouncing surfaces and its applications.
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Droplet impacts on surfaces are part of many everyday activities and industrial processes. This study looks at what happens when a droplet hits a surface that is oscillating, or bouncing up and down. We explore how the droplet spreads upon impact and the factors that influence this spreading.
Importance of Droplet Impact
When droplets hit surfaces, they change shape and can spread out significantly. This can be important in nature, for example when raindrops hit leaves, or in various industrial applications, such as inkjet printing or spray cooling systems. Understanding how droplets behave on different surfaces can help improve processes that rely on this behavior.
Key Dynamics of Droplet Impact
When a droplet falls onto a surface, it can do so in a few different ways depending on the conditions. Some droplets might spread out immediately, while others might bounce back. The outcome depends on how fast the droplet is falling and the properties of the surface, like how wet or dry it is.
There are two main factors that influence these interactions:
- Droplet Movement: How fast the droplet is moving when it impacts the surface.
- Surface Movement: How the surface is moving at the time of impact, whether it's still or bouncing.
The Experiment
In our experiments, we dropped water droplets onto a special surface that was designed to bounce. We measured how far the droplets spread after hitting this oscillating surface compared to a stationary one.
Setting Up the Experiment
To set up the experiment, we created a droplet using a syringe to push water through a small needle. The droplet formed and fell freely onto a surface that was being moved up and down by a speaker. We controlled how fast the surface moved and how high it bounced.
We used high-speed cameras to record what happened at the moment of impact. This allowed us to see how the droplets changed shape upon hitting the surface.
Observations from the Droplet Impact
As we observed the droplets hitting the surface, we noted several stages in their behavior.
Initial Impact: When the droplet first hit the surface, it flattened out and spread. However, if the surface was oscillating downward at the time of impact, it affected how far the droplet spread.
Spreading Phase: After the initial hit, the droplet continued to spread. We noticed that sometimes the surface helped the droplet spread more, and sometimes it made it harder.
Maximum Spread: Each droplet reached a maximum diameter, which varied depending on how the surface was moving.
Relaxation Phase: After reaching maximum spread, the droplet started to retract, pulling back into a smaller shape as it lost energy.
Effects of Surface Movement
The speed and direction of the oscillating surface greatly impacted the droplet's behavior.
Downward Movement: If the surface was moving downward when the droplet hit, it often reduced how much the droplet spread. This was because the droplet didn't have as much upward force to aid in spreading.
Upward Movement: Conversely, if the surface was moving upward at the impact, it could allow the droplet to spread more. This means that controlling the timing of the surface's movement was essential for maximizing droplet spread.
Frequency of Oscillation: The rate at which the surface oscillated also played a big role. Higher frequency movements created more opportunities for the droplet to spread during its oscillations, especially in the later stages of its impact.
Fascinating Findings
Through our experiments, we found that two distinct stages of spreading could be identified:
Stage I Spreading: This occurred immediately after impact and was dominated by the inertia of the droplet. The droplet spread out rapidly due to its initial velocity and the energy from the impact.
Stage II Spreading: This happened sometimes after the droplet began to retract. If the surface was moving in a way that assisted the droplet during this retraction phase, the droplet could actually achieve a larger diameter than during Stage I.
Predicting Droplet Behavior
From our observations, we were able to develop models to predict how droplets would behave under different conditions. For instance:
- By understanding the oscillation frequency, we could anticipate the droplet's maximum spread.
- Knowing the phase of the surface movement allowed us to optimize the conditions for droplet spreading.
Applications and Implications
Our findings have various applications in real-world situations:
Agriculture: The way water droplets spread when they hit plants can influence how water and nutrients are absorbed.
Coating Technologies: In industries that use sprays, controlling droplet spreading can improve the quality of coatings and increase efficiency.
Printing: In inkjet printing, how the ink droplets spread can affect the final quality of printed images.
Conclusion
In summary, our study of droplets impacting oscillating surfaces highlights the complex dynamics that influence spreading behavior. Factors including surface movement, frequency of oscillation, and timing all play crucial roles. By understanding these phenomena better, we can develop smarter techniques in various fields such as agriculture, coating, and printing technologies.
Moving forward, we hope to refine our models further and explore how different types of liquids and surfaces can also affect droplet behavior. This could lead to even more practical applications and innovations in production processes.
Title: Spreading dynamics of droplets impacting on oscillating hydrophobic substrates
Abstract: Droplet impact on oscillating substrates is important for both natural and industrial processes. Recognizing the importance of the dynamics that arise from the interplay between droplet transport and substrate motion, in this work, we present an experimental investigation of the spreading of a droplet impacting a sinusoidally oscillating hydrophobic substrate. We particularly focus on the maximum spread of droplets as a function of various parameters of substrate oscillation. We first quantify the maximum spreading diameter attained by the droplets as a function of frequency, amplitude of vibration, and phase at the impact for various impact velocities. We highlight that there can be two stages of spreading. Stage-I, which is observed at all impact conditions, is controlled by the droplet inertia and affected by the substrate oscillation. For certain conditions, a Stage-II spreading is also observed, which occurs during the retraction process of Stage-I due to additional energies imparted by the substrate oscillation. Subsequently, we derive scaling analyses to predict the maximum spreading diameters and the time for this maximum spread for both Stage-I and Stage-II. Furthermore, we identify the necessary condition for Stage-II spreading to be greater than Stage-I. The results will enable optimization of the parameters in applications where substrate oscillation is used to control the droplet spread and, thus, heat and mass transfer between the droplet and the substrate.
Authors: Aditya Potnis, Abhishek Saha
Last Update: 2023-06-18 00:00:00
Language: English
Source URL: https://arxiv.org/abs/2306.10688
Source PDF: https://arxiv.org/pdf/2306.10688
Licence: https://creativecommons.org/licenses/by/4.0/
Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.
Thank you to arxiv for use of its open access interoperability.