The Linear Cohesion V2 contact model is an enhancement of the Linear Cohesion model
        and was made accessible for the first time in EDEM version
        2017.2) owing to its improved performance for non-uniform particle size
        distributions.
        
            Similar to the Linear Cohesion model, this modifies the Base contact model by adding
                a normal cohesion force. This force is described as follows:
                        
                     
            Where A is calculated as:
                 
            However, in this model, the radius of overlap squared is calculated
                    as:
                          
            Where R1 and R2 are the radii of the particles in contact in
                cases where the element 2 is a Geometry. 
                     
            k is a cohesion energy density with units Jm-3.
            This means that, for the same input parameters, the ratio between the forces
                calculated with Linear cohesion V2 (FV2) and Linear Cohesion (F) models will be as
                follows: 
                     
            In the case of uniform particle size distribution: 
                        
                     
            In this case, the cohesive force calculated in the Linear Cohesive V2 model is
                therefore four times smaller than the one calculated in the Linear Cohesive model
                (for a uniform particle size distribution). 
            In cases where element 2 is a Geometry, the force is two times smaller as follows: 
            
                
                        
                     
            
            
                        
                            | Interaction | 
                            Configurable Parameters | 
                            Position | 
                        
                    
                        
                            | Particle to Particle, Particle to Geometry | 
                            Click the + icon to add cohesion to
                                particle-particle or particle-geometry interactions. Set the energy
                                density for each interaction. Energy density is the scaling function
                                for the cohesiveness of the material. The SI units of energy density
                                are J/m3. | 
                            Any |