We present results of Monte Carlo simulations for dilute to concentrated so
lutions of athermal, homogeneous dendritic polymers. The dendritic polymers
are composed of tangent hard-spheres and vary from generation 0 to generat
ion 5. These simulations investigate the effect of hyperbranching on the st
ructure and thermodynamics of polymer solutions. At low concentrations, den
dritic polymers systems have a lower pressure than linear polymers of the s
ame molecular weight, owing to the more compact architecture of the dendrim
er. In the concentrated polymer regime, solutions containing low-generation
dendrimers behave similarly to linear polymers, while those containing hig
h-generation dendrimers have a pressure that increases more rapidly with co
ncentration.