Showing 1,221 - 1,240 results of 4,838 for search '(( significant decrease decrease ) OR ( significant time decrease ))~', query time: 0.39s Refine Results
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    Dynamics of Solid–Liquid Compound Droplets on Cylindrically Concave Superhydrophobic Surfaces by Niju K. Mohammed (22631779)

    Published 2025
    “…Results indicate that the maximum spreading diameter (β<sub>max</sub>) and the residence time of the composite droplet decrease with the increasing concavity ratio (δ) due to differences in axial and azimuthal spreading and gravity. …”
  15. 1235

    Dynamics of Solid–Liquid Compound Droplets on Cylindrically Concave Superhydrophobic Surfaces by Niju K. Mohammed (22631779)

    Published 2025
    “…Results indicate that the maximum spreading diameter (β<sub>max</sub>) and the residence time of the composite droplet decrease with the increasing concavity ratio (δ) due to differences in axial and azimuthal spreading and gravity. …”
  16. 1236

    Dynamics of Solid–Liquid Compound Droplets on Cylindrically Concave Superhydrophobic Surfaces by Niju K. Mohammed (22631779)

    Published 2025
    “…Results indicate that the maximum spreading diameter (β<sub>max</sub>) and the residence time of the composite droplet decrease with the increasing concavity ratio (δ) due to differences in axial and azimuthal spreading and gravity. …”
  17. 1237

    Dynamics of Solid–Liquid Compound Droplets on Cylindrically Concave Superhydrophobic Surfaces by Niju K. Mohammed (22631779)

    Published 2025
    “…Results indicate that the maximum spreading diameter (β<sub>max</sub>) and the residence time of the composite droplet decrease with the increasing concavity ratio (δ) due to differences in axial and azimuthal spreading and gravity. …”
  18. 1238

    Dynamics of Solid–Liquid Compound Droplets on Cylindrically Concave Superhydrophobic Surfaces by Niju K. Mohammed (22631779)

    Published 2025
    “…Results indicate that the maximum spreading diameter (β<sub>max</sub>) and the residence time of the composite droplet decrease with the increasing concavity ratio (δ) due to differences in axial and azimuthal spreading and gravity. …”
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