Surface Tension 
        is the amount of work necessary to create a unit area of air/liquid interface 
        (mN/m = mJ/m2 = dynes/cm) 
        
It varies from liquid to liquid due to the strength of the interactive 
          properties between the molecules which make up the liquid (i.e. how 
          much the molecules of the liquid resist being at a surface, relative 
          to being in the bulk, where they have associations with other like molecules). 
        
        


        Surface tension measurements can be performed either by Wilhelmy Plate 
          Method, by Pendant Drop Method, or by the Bubble Pressure Technique.
        
        Interfacial Tension 
          is the amount of work necessary to create a unit area of liquid/liquid 
          interface (mN/m = mJ/m2 = dynes/cm).
      Interfacial tensions have an imbalance of intermolecular forces, like 
          surface tension, but usually to a lesser degree. The nterfacial tension 
          between two liquids generally falls in between the two pure liquid surface 
          tensions.
  Interfacial tension can be measured by the DuNouy Ring Method (for 
          interfacial tensions down to approximately 4 mN/m), or preferably, by 
          the Pendant Drop Method (for interfacial tensions down to 0.01mN/m).
        Both dynamic (non-equilibrium) and static (equilibrium) interfacial 
          tensions can be measured on samples.
        
          
        Surfactant Aggregation 
          is the tendency for surfactant particles to gather together to form 
          a larger particle. Aggregation of surfactant molecules in solution occurs 
          because either the head group, or tail group, is not soluble in the 
          bulk solvent.
        
          
        Polymer / Protein Surfactant Interaction 
          is a highly complex topic. Both polymer and protein interaction with 
          surfactants can change critical micelle concentrations, either by raising 
          or lowering them. 
        
          
        Contact Angles and Wettability 
          are interrelated components. The angle of incidence between a solid 
          surface and a liquid (in degrees) can predict how wettable, or non-wettable 
          the solid is with that particular liquid. Generally the higher the contact 
          angle with the liquid, the less wettable the solid. If water is used 
          as the test liquid, this can also give insight into how hydrophobic 
          or hydrophilic the solid in question. While this technique can give 
          an answer for a single liquid and solid, a characterization of the solid 
          by determining the surface energy is a better method for understanding 
          the surface properties of the solid.
        
          
        Surface Energy is the 
          determination of the amount of energy which exists in a unit area of 
          air/solid interface (mJ/m2). There are several methods available to 
          determine surface energy, some relying on one liquid (like Zisman -one 
          component - low surface energy solid with little or no polarity ), some 
          on multiple liquids ( like Owens-Wendt -two component -developed to 
          account for polar interactions between solids and liquids), some on 
          two liquids (like Fowkes-two component also and mathematically equivalent 
          to Owens-Wendt describing polar and non-polar interactions), and some 
          to delve into higher interactions (like vanOss - three component - developed 
          to characterize the acid and base components of the polar component). 
          An important feature to to remember about solid surface energy analysis 
          is it is improper, and perhaps even useless, to compare any two surface 
          energy values that were not determined in the same manner.
        
          
        Spreading is what happens 
          when a liquid already in contact with a solid spreads. The spreading 
          coefficient (S) is a widely used means of characterizing spreading problems 
          with one overall value. It is defined thermodynamically as follows: 
        
         S = s S - s SL - s L
  
         where s S = the surface energy of the solid, s SL = the interfacial 
          tension between your spreading liquid and the solid, and s L = the surface 
          tension of the spreading liquid.
        And, the general rules of thumb are:
         If S is calculated to be less than 0, then no spreading will occur. 
        
      If S is calculated to be between 0 and 10, then spreading will occur 
        to an extent related to the value of S. The higher S is, the greater the 
        extent of spreading. 
        If S is greater than 10, complete spreading will occur. 
        
