An experimental investigation is reported for smooth rod clusters in parallel flow to the axis in nearly infinite triangular lattice. The ratios of centre-to-centre spacing (pitch) to rod diameter were: 1, 1.02, 1.05, 1.2 and 1.67. For isothermal conditions and constant partial pressure on the wall, the mass transfer by sublimation of Naphthalene, Camphor, Paradichlorbenzene and Thymol in air flow is measured, friction factors are measured, too. The measurements are varied in the ranges 200 < Re < 200000 and 2.2 < Sc < 2·6. The influence of the ratios pitch to rod diameter and the Reynolds-number of the friction coefficient, the average Sherwood-number and the distribution of the local Sherwood-number around the rod circumference is specified. The course of the local Sherwood-number in the mass transfer entrance region with fully developed velocity profile is investigated. A comparison was made both, between the theories of Deissler/Taylor for turbulent flow and Sparrow-Loeffler for laminar flow and with qualified experimental results of other authors. The results are: 1. (1) The friction coefficient in turbulent flow can be presented in form of the Prandtl-Kármán relation and in laminar flow as the Hagen-Poiseuille relation. The empirical coefficients depending on ratio of pitch to rod diameter. 2. (2) The critical Reynolds-number is lower than in tube flow. 3. (3) The analogy based on the Prandtl-Kármán theory between mass and momentum transfer in turbulent and laminar flow is valid for all ratios of pitch to rod diameter. 4. (4) For ratios of pitch to rod diameter between 1 to 1.05 a strong variation, and from 1.05 to 2 a less strong variation of the average Sherwood-number, of the local Sherwood-number around the rod circumference and of friction coefficient can be observed. In greater ratios of pitch to rod diameter, the corresponding sizes do not depend on the ratios of pitch to rod diameter. 5. (5) In turbulent flow the hydraulic entrance length amounts to 20 equivalent diameters, the mass-transfer entrance length with fully developed velocity-profiles takes a dimensionless distance in stream direction of about 5000.