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The edge of the Earth at night, city light along the terminator
(a)
0
120 nW cm⁻² sr⁻¹
Figure 2. City lights on the night side of the Earth, photographed from orbit. Brightness in nW cm⁻² sr⁻¹.

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Chemistry. Catalysis, synthesis, analytical methods.
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Barros, L. (2021) ‘Interference imaging of draining films’, Measurement Science, 44(3), pp. 210–224. doi.org/10.5555/24681357

✓

Cheng, W., Iqbal, S. and Moreau, D. (2024) ‘Surfactant type as a covariate’, Colloid Reports, 51, pp. 88–101. doi.org/10.5555/13572468

✓

Delacroix, H. (2022) Emulsions and foams: a practical guide. Geneva: Institute Press. doi.org/10.5555/86420135

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R. Adeyemi, Northgate Institute

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film lifetime surfactant drainage
Result

Film lifetime in surfactant systems

Colloid Reports · 10.5555/12345678

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Title
Film lifetime in surfactant systems
Abstract
Drainage and rupture in thin films
Keywords
thin films, surfactants, drainage
Authors
Adeyemi, Okafor and Lindqvist
Address
Northgate Institute, Leeds
Email
r.adeyemi@example.ac.uk
ORCID
0000-0002-1825-0097
Contribution roles
Investigation, Formal analysis
Competing interests
None
Data availability
In a public repository
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  1. Citations that link

    Correct a reference once and every mention of it in the text follows.

    Films were drawn on a wire frame and imaged under monochromatic light at a fixed frame rate, as reported by Cheng et al. (2024).

    Cheng, W., Iqbal, S. and Moreau, D. (2024) ‘Surfactant type as a covariate’, Colloid Reports, 51, pp. 88–101. Available at: https://doi.org/10.5555/13572468
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    00.51.01.52.0060120180240MeasuredDrainage modelConcentration (mmol L⁻¹)Film lifetime (s)

    Figure 3. Measured film lifetime against the drainage model, by surfactant.

  3. Equations a machine can read

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    Π(h) = −A / (6π h³)(1)
    dh/dt = −2h³ Π / (3μ R²)(2)
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    Rows and cells all the way into the archive, never a picture of a spreadsheet.

    Table 2. Films by surfactant.

    SurfactantFilmsMedian, s
    SDS14218
    CTAB23186
    Tween 2031154
    Triton X-10019112
  5. References from Crossref

    Give a DOI and the reference completes itself, in the house style.

    References

    Adeyemi, T. and Novak, P. (2023) Thin film drainage in surfactant systems. 2nd edn. Leeds: Northgate. Available at: https://doi.org/10.5555/11223344Barros, L. (2021) ‘Interference imaging of draining films’, Measurement Science, 44(3), pp. 210–224. Available at: https://doi.org/10.5555/24681357Cheng, W., Iqbal, S. and Moreau, D. (2024) ‘Surfactant type as a covariate’, Colloid Reports, 51, pp. 88–101. Available at: https://doi.org/10.5555/13572468Delacroix, H. (2022) Emulsions and foams: a practical guide. Geneva: Institute Press. Available at: https://doi.org/10.5555/86420135
  6. A DOI, deposited

    Minted once and deposited with your ORCID, your licence and every work you cited.

    DOI10.5555/12345678
    CC BY 4.0Received 4 March. Accepted 11 June. Published 2 July. Deposited with Crossref.
Typesetting and metadata

Not a PDF. A record.

Correct a reference once and every mention of it in the text follows.

Attached to the right picture on the way in, and numbered by the renderer.

MathML on the page, TeX in the archive. Never a picture of maths.

Rows and cells all the way into the archive, never a picture of a spreadsheet.

Give a DOI and the reference completes itself, in the house style.

Minted once and deposited with your ORCID, your licence and every work you cited.

Research articlePAGE 3
2. Method3. ResultsFilms were drawn on a wire frameand imaged under monochromaticlight at a fixed frame rate.Thickness was read from theinterference order, and each runended when the film ruptured.Runs were grouped by surfactant,and the resulting families weretreated separately throughoutthe analysis that follows.The reported lifetimes aremeasured rather than modelled,because a modelled value was notlight at a fixed frame rate.Thickness was read from theinterference order, and each run
as reported by Cheng et al. (2024).
Cheng, W., Iqbal, S. and Moreau, D. (2024) ‘Surfactant type as a covariate’, Colloid Reports, 51, pp. 88–101. Available at: https://doi.org/10.5555/13572468
00.51.01.52.0060120180240MeasuredDrainage modelConcentration (mmol L⁻¹)Film lifetime (s)Figure 3. Measured film lifetime against the drainage model, by surfactant.
Π(h) = −A / (6π h³)(1)
dh/dt = −2h³ Π / (3μ R²)(2)
Table 2. Films by surfactant.
SurfactantFilmsMedian, s
SDS14218
CTAB23186
Tween 2031154
Triton X-10019112
ReferencesAdeyemi, T. and Novak, P. (2023) Thin film drainage in surfactant systems. 2nd edn. Leeds: Northgate. Available at: https://doi.org/10.5555/11223344Barros, L. (2021) ‘Interference imaging of draining films’, Measurement Science, 44(3), pp. 210–224. Available at: https://doi.org/10.5555/24681357Cheng, W., Iqbal, S. and Moreau, D. (2024) ‘Surfactant type as a covariate’, Colloid Reports, 51, pp. 88–101. Available at: https://doi.org/10.5555/13572468Delacroix, H. (2022) Emulsions and foams: a practical guide. Geneva: Institute Press. Available at: https://doi.org/10.5555/86420135
DOI10.5555/12345678CC BY 4.0Received 4 March. Accepted 11 June. Published 2 July. Deposited with Crossref.
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