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Paint Industry
The Practical Guide to Surface Science (2026)

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This is a practical guide to Surface Science for researchers working in the Paint Industry.

In this all-new guide you’ll learn all about:

  • Crucial surface science principles
  • The significance of surface science measurements for the Paint industry
  • Applicable ASTM Standards & Guidelines

Let’s dive right in.

Paint

Contents

measurement

Contact Angle Measurement

tension

Surface Tension Measurement

energy

Surface Energy Measurement

sliding angle

Sliding Angle Measurement

realworld

Real World Applications

standardand guide

Standards and Guidelines

Executive Summary

What it covers: A practical, paint-industry guide to measuring and using four core surface properties—contact angle (static + advancing/receding), surface tension (static + dynamic), surface energy, and sliding angle—to improve adhesion, durability, appearance, and process consistency. It also includes benchmark droplet references, real-world paint case studies, and a standards-based workflow for repeatable R&D and QC.
Key insights: Real coatings show contact-angle hysteresis, so advancing/receding angles give a more reliable picture than a single static value; Young–Laplace fitting is typically more consistent while polynomial fits can handle non-axisymmetric drops but are more sensitive to imperfections. Dynamic surface tension is the right tool when interfaces evolve quickly (droplet/bubble formation, foams, and paint drying), and surface free energy results should be treated as conditional on a locked liquid set, timing, volume, and analysis model—best interpreted via trends vs a baseline and variability across spots.
Business value: The measurement playbook helps paint teams screen formulations and surface prep faster (wetting, leveling, defect risk, and additive compatibility), catch process drift earlier, and triage root causes with fewer costly downstream failures. Practically, it reduces rework/scrap and accelerates optimization of surfactants/rheology modifiers/coupling agents to improve adhesion and defect control—illustrated by a nanocellulose–surfactant compatibility example and field-style scenarios (metal peeling, glass fogging/streaking, concrete durability).
Standards to follow: Use ISO 19403-2:2024 to determine surface free energy from optical contact-angle measurements and to standardize what you report (surface description, liquids, droplet volume, timing, replicates, fitting/QC rules, and the chosen SFE model/outputs). Pair it with relevant ASTM/ISO practices your lab already controls for contact angle, surface tension, and sliding/roll-off behavior, and set QC limits only after correlating angle/SFE trends to “truth metrics” like adhesion tests and defect rates.
Bottom line: This is a standards-aligned, execution-focused guide showing what to measure, when to measure it, and how to interpret it so surface data becomes a defensible decision tool for formulation, pretreatment readiness, and troubleshooting. If you lock protocols, use the included benchmarks as sanity checks, and trend both the median and variability, you’ll turn surface science into faster and more reliable paint performance outcomes.

Chapter 1: Introduction

Paint manufacturers actively strive to determine the adhesion, durability, and appearance of their products. This relentless pursuit of quality drives them to leverage surface property measurements. By meticulously analyzing these measurements, they continuously improve paint performance and guarantee it meets customer expectations. 

 

Screenshot 2024 06 25 at 7.12.17 AM

We use the following surface properties to understand the behavior of Paint products and improve their quality.

Chapter 2: Contact Angle Measurement

The contact angle quantifies the wettability of a surface by representing the angle between a liquid’s surface and a solid surface.
Dropletlab Research

Sample Image taken from Droplet Lab Tensiometer.

Young – Laplace Method

  • 1. This method uses the whole drop profile to calculate the contact angle value.
  • 2. This method is only compatible with an axisymmetric drop, which is not always seen in practice because a needle is typically inserted into the drop to increase or decrease the drop volume.
  • 3. This method yields more consistent results than the polynomial fitting method.

Polynomial Method

  • 1. This method uses only a portion of the drop profile to calculate the contact angle value.
  • 2. This method is compatible with both axisymmetric and non-axisymmetric drops.
  • 3. The measurement results of this method are less consistent, as they can be influenced by local surface imperfections.
Dynamic Contact Angle

Ideally, when we place a drop on a solid surface, a unique angle exists between the liquid and the solid surface. We can calculate the value of this ideal contact angle (the so-called Young’s contact angle) using Young’s equation. In practice, due to surface geometry, roughness, heterogeneity, contamination, and deformation, the contact angle value on a surface is not necessarily a single consistent value but rather falls within a range. The upper and lower limits of this range are known as the advancing and receding contact angles, respectively. The values of advancing and receding contact angles for a solid surface are highly sensitive to many parameters, such as temperature, humidity, homogeneity, and minor contamination of the surface and liquid. For example, the advancing and receding contact angles of a surface can differ at different locations.

Dynamic Contact Angle versus Static Contact Angle

Practical surfaces and coatings naturally show contact angle hysteresis, indicating a range of equilibrium values. When we measure static contact angles, we get a single value within this range. Solely relying on static measurements poses problems, like poor repeatability and incomplete surface assessment regarding adhesion, cleanliness, roughness, and homogeneity.

In practical applications, we need to understand how easily a liquid spreads (advancing angle) and how easily it is removed (receding angle), such as in painting and cleaning. Measuring advancing and receding angles offers a holistic view of liquid-solid interaction, unlike static measurements, which yield an arbitrary value within the range.

This insight is crucial for real-world surfaces with variations, roughness, and dynamics, aiding industries like cosmetics, materials science, and biotechnology in designing effective surfaces and optimizing processes.

Learn how Contact Angle measurement is done on our Tensiometer

For a more complete understanding of Contact Angle measurement, read our Contact Angle measurement: The Definitive Guide

Contact Angle measurement: The Definitive Guide

Open Benchmark Data: Contact Angle & Surface Energy

These reference measurements show how deionized water wets four standard substrates measured with the Droplet Lab Dropometer. Use them as visual and numerical benchmarks when you're checking your own sample preparation, treatments, and chemistry.

Full contact angle and surface energy datasets (including additional liquids and statistics) are available on our dataset hub.

Glass - DI Water
Glass - DI Water
Nylon - DI Water
Nylon - DI Water
PMMA - DI Water
PMMA - DI Water
Teflon - DI Water
Teflon - DI Water

The droplet images above are taken from the same benchmark series as our open dataset. For each substrate and probe liquid we report:

● Advancing and receding contact angles (and hysteresis)
● Derived surface energy (SFE) values based on multi-liquid measurements
● Measurement conditions, uncertainties, and sample preparation details

Comparing your own droplet shapes and angles against these references is a fast way to spot contamination, treatment drift, or unexpected changes in wettability.

Explore the full benchmark datasets (contact angle + surface energy)

Measurements were performed with the Droplet Lab Dropometer under controlled laboratory conditions. Treat these values as sanity checks and starting points for your own process targets, not as product specifications.

Chapter 3: Surface Tension Measurement

This property measures the force that acts on the surface of a liquid, aiming to minimize its surface area.

Surface Tension Measurement

Sample Image taken from Droplet Lab Tensiometer

Dynamic Surface Tension

Dynamic surface tension differs from static surface tension, which refers to the surface energy per unit area (or force acting per unit length along the edge of a liquid surface).

Static surface tension characterizes the equilibrium state of the liquid interface, while dynamic surface tension accounts for the kinetics of changes at the interface. These changes could involve the presence of surfactants, additives, or variations in temperature, pressure, and composition at the interface.

When to use Dynamic Surface Tension Measurement

Dynamic surface tension is essential for processes that involve rapid changes at the liquid-gas or liquid-liquid interface, such as droplet and bubble formation, coalescence (change in surface area), the behavior of foams, and the drying of paints (change in composition, e.g., evaporation of solvent). It is measured by analyzing the shape of a hanging droplet over time.

Dynamic surface tension applies to various industries, including cosmetics, coatings, pharmaceuticals, paint, food and beverage, and industrial processes, where understanding and controlling the behavior of liquid interfaces is essential for product quality and process efficiency.

Learn how Surface Tension measurement is done on our Tensiometer

For a more complete understanding of Surface Energy measurement, read our Surface Tension measurement: The Definitive Guide

Surface Tension measurement: The Definitive Guide

Chapter 4: Surface Energy Measurement

Surface energy refers to the energy required to create a unit area of a new surface.
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Sample Image taken from Droplet Lab Tensiometer

Learn how Surface Energy measurement is done on our Tensiometer

For a more complete understanding of Surface Energy measurement, read our Surface Energy measurement: The Definitive Guide

Surface Energy measurement: The Definitive Guide

For benchmark contact angle and surface energy values on glass, nylon, PMMA, and Teflon, see the Open Benchmark Data panel above or visit our Dataset Hub for full CSV downloads.

Dataset Hub

Chapter 5: Sliding Angle Measurement

The sliding angle measures the angle at which a liquid film slides over a solid surface. It is commonly employed to assess the slip resistance of a surface.

sliding angle 1

Sample Image taken from Droplet Lab Tensiometer

Learn how Sliding Angle measurement is done on our Tensiometer

For a more complete understanding of Sliding Angle measurement, read our Sliding Angle Measurement: The Definitive Guide

Sliding Angle Measurement: The Definitive Guide

Chapter 6: Real-World Applications

Within the Paint industry, several case studies exemplify the advantages of conducting surface property measurements.

Surfactant Compatibility Screening for Waterborne Paint Rheology Modifiers: Using Surface Tension to Flag Nanocellulose Thickening Transitions

The authors evaluate how two common ionic surfactant classes—anionic sodium lauryl sulfate (Stepanol) and cationic HTAB—affect a 1 wt% cellulose nanocrystal (NCC) aqueous suspension over 0–500 ppm surfactant. They quantify steady-shear rheology (power-law parameters) and run surface tension and conductivity in parallel to interpret surfactant–NCC interactions. A key outcome is that cationic surfactant additions can trigger a sharp thickening/network formation above ~300 ppm, whereas the anionic surfactant shows comparatively minor rheology impact over the same range.

Role of the Droplet Lab Goniometer

In this work, a Droplet Lab smartphone-based pendant drop tensiometer was used to measure surface tension of:

  • NCC dispersion (1 wt%) and
  • surfactant–NCC mixtures across 0–500 ppm surfactant.
     

Paint-relevance of this measurement:
Surface tension is a formulation-critical lever for wetting, flow/leveling, defect control (craters/fisheyes), pigment dispersion behavior, and foaming tendency in waterborne paints. Here, surface tension trends were used as a practical indicator of surfactant adsorption/migration behavior that coincided with major rheology shifts, exactly the type of compatibility signal paint formulators want early in screening.

Key Findings

  • All systems remained strongly shear-thinning and were described well by a power-law model (important for application methods like brushing/rolling/spraying where shear varies widely).
  • Anionic surfactant (Stepanol/SLS) + NCC: rheology impact was weak over 0–500 ppm; consistency index fluctuated without a clear trend, and no breakpoint appeared in conductivity or surface tension curves.
  • Cationic surfactant (HTAB) + NCC: rheology impact was strong above ~300 ppm:consistency index shoots up and the mixture becomes more shear-thinning (flow behavior index drops).
  • Surface tension behavior (Droplet Lab):
    • decreases with surfactant concentration as expected, but
  • HTAB–NCC shows a clear break around ~300 ppm (Figure 15), aligning with the rheology transition region.
    The authors interpret the HTAB transition as charge neutralization and network formation/flocculation of NCC, consistent with conductivity + rheology trends.

Why It Matters

Waterborne paint performance depends on a controlled balance between rheology modifiers (for sag resistance, settling control, spatter control, and application feel) and surfactant/dispersant packages (for wetting and stabilization). This paper provides a cautionary compatibility lesson: introducing certain cationic surfactant chemistries into a negatively charged nanocellulose-thickened system can cause sudden viscosity jumps and stronger shear-thinning, which may translate to poor pumpability, spray issues, leveling defects, or unexpected structure build during storage. Using surface tension measurements alongside rheology offers a fast, formulation-relevant way to screen additive interactions and define safer concentration windows before scale-up.

Method Snapshot

  • Sample: 1 wt% NCC aqueous dispersion; ionic surfactant added 0–500 ppm (Stepanol or HTAB), mixed at ~22 °C.
  • Droplet method: Pendant drop at a stainless-steel needle tip (1.8 mm diameter); imaged by smartphone; Young–Laplace fit used to compute surface tension; 30 repeats per fluid, averaged; room temperature.

Data Note

Figure 15 shows surface tension vs. surfactant concentration for Stepanol–NCC and HTAB–NCC mixtures (Droplet Lab pendant drop tensiometry), including the HTAB breakpoint near ~300 ppm.

Figure

Citation (APA Format)

Pal, A., & Pal, R. (2025). Influence of surfactants on the rheological behavior of nanocrystal suspension (Version 1) [Preprint]. Preprints.org.

View Publication →

The Metal Dilemma: From Peeling to Perfect Adhesion

A paint manufacturer dives into coating metal, expecting long-lasting results. But instead, they face a nightmare: paint peeling off after mere months. The culprit? A mismatch in surface energies. Through meticulous surface tension and wettability analysis, the low surface energy of the metal stands exposed. Undeterred, the manufacturer revamps the paint formula, boosting its surface energy. The result? Paint that seamlessly bonds with the metal, forming an inseparable union.

The Metal Dilemma: From Peeling to Perfect Adhesion

Glass Goals: Fogging No More

A paint manufacturer yearns for the perfect glass paint, one that stands strong against the bane of fogging and streaking. Driven by this vision, they embark on a quest to unravel the secrets of surface properties. The shocking truth? The paint's high surface tension was the culprit. With a spark of innovation, they skillfully modify the formula, significantly lowering its surface tension. The result? Pure magic – paint that glides effortlessly on glass, leaving no trace of fog or streaks behind.

Glass Goals: Fogging No More

Concrete Conquests: Crafting Durability

A manufacturer envisioned a paint specifically designed for concrete, one that would withstand the elements and resist wear and tear. Driven by this vision, they embarked on a journey to uncover the secrets of surface properties.

The revelation? The concrete's low surface energy was the hidden enemy. Undeterred, they skillfully incorporated a silane coupling agent into the formula, significantly increasing the paint's surface energy. This ingenious move resulted in paint that not only bonded seamlessly with the concrete but also promised long-lasting durability.

Concrete Conquests: Crafting Durability

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Chapter 7: Standards and Guidelines

In an industry where precision reigns supreme, how can Paint manufacturers ensure their products withstand scrutiny? The answer lies in standards and guidelines: the compass that guides them through the complex maze of quality and performance.

ISO 19403-2:2024 — Paints and varnishes — Wettability — Part 2: Determination of the surface free energy of solid surfaces by measuring the contact angle

What it is

Specifies an optical contact-angle method and calculation approach to determine the surface free energy (SFE) of solid surfaces from measured contact angles. Applicable to both substrates and coatings when the protocol (liquids, timing, and analysis model) is controlled and reported consistently.

When to use it

Substrate/coating readiness (incoming QC / pre-coat gate)

Use it to confirm a surface is consistently wetting under a locked method before committing to downstream coating or adhesion testing.

Process/treatment drift & root-cause triage

Use it to detect and localize changes caused by cleaning/pretreatment, formulation shifts, or cure/process drift using trends in contact angle and SFE vs a baseline/reference.

In-scope / Out-of-scope

In scope
  • Solid surfaces including substrates and coatings (e.g., metal, polymer, glass, e-coated/clearcoated panels)
  • Optical contact-angle measurement (typical implementation: sessile-drop goniometry under controlled conditions)
  • Use of probe liquids with known properties suitable for the chosen SFE calculation approach
  • Determination and reporting of SFE (total SFE and, when using a component method, dispersive/polar components per the selected model)
Out of scope
  • Direct adhesion performance certification (e.g., crosshatch, pull-off, durability)—this standard supports prediction/diagnosis, not replacement of adhesion tests
  • Universal pass/fail thresholds (limits must be calibrated to your specific coating/substrate/pretreatment system and outcomes)
  • Direct measurement of liquid surface tension (probe-liquid properties must be known/defined from appropriate sources)
  • Uncontrolled/unstable droplet behavior on very rough, porous, swelling, or strongly absorbing surfaces without additional controls (angles can be time-dependent and edge fits can be unreliable)

Minimum you must report (checklist)

  • ISO edition used (19403-2:2017 or 19403-2:2024) and any deviations from your internal SOP / the referenced edition
  • Surface description (substrate/coating type, finish, lot, pretreatment/cleaning steps, cure status, and time since treatment/coating if relevant)
  • Measurement geometry & instrument method (optical contact angle method; sessile drop if used; analysis software/version)
  • Probe liquids used (identity) and the liquid property set used for the model (e.g., total surface tension and component values if applicable)
  • Droplet volume and dispense method (and any needle/dispense settings that affect droplet formation)
  • Timestamp for angle evaluation after deposition (and any additional timepoints if used)
  • Replicates & sampling plan (number of spots, where measured), plus summary statistics (e.g., median θ and variability such as IQR)
  • Analysis/fitting + SFE model details (edge/fit method, fit QC accept/reject rule, SFE model used—e.g., a component model such as OWRK/Wu if that is your ISO-aligned choice—and reported outputs: γS,total and components if calculated)

Surface free energy values are model- and liquid-set-dependent, so treat them as conditional results under a locked protocol rather than absolute constants. Align your documentation to the ISO 19403-2 edition your quality system references, and calibrate any QC thresholds to real adhesion/defect outcomes.

How to interpret results (guardrails)

  • Use fixed-time comparisons only: Lower θ at the defined timestamp generally indicates better wetting, but only compare against your own baseline using the same liquid, volume, timing, and model.
  • Separate “shift” vs “non-uniformity”: A systematic change in median θ (or γS trend) suggests process drift; a high IQR/spot spread suggests contamination streaks, non-uniform pretreatment, heterogeneous cure, or coating defects.
  • Treat high variability as a stop-and-triage signal: If fit QC fails or IQR spikes, re-run the spot and investigate upstream causes before making lot-level decisions.
  • Make gates defensible with correlation: Green/Yellow/Red limits are only valid after you correlate θ/IQR/(optional) γS trends to your downstream truth metric (adhesion, defect rate, scrap/rework), and you should re-calibrate when materials or processes change.
View the official ISO 19403-2:2024 Standard

Now It’s Your Turn

We hope this guide showed you how to apply surface science in the Paint industry.

Now we’d like to turn it over to you: 

  • What’s the #1 real-world application from this post that you want to try first?
  • Perhaps we missed a relevant industry standard.
  • Or maybe you have a question about something you read.

Feel free to leave a comment below—we’d love to hear from you.

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